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/*! 
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 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
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 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
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zZFF9TapaMesJmYaOd69sP3acURzvzI4W4mTbR5H/jZd4i13ltxXvO3vXA9w53cK6gZBUkW9SvxJQL395wbGM8HA8ZBK/G+22Irk9Re0AE5MFLmLJFf6EDMu48h0iUNyG65TkOJ4iSeQmRL/8i/ASNTFaonqwSO1kltpabq+0MzglT0SQoPUw+6tZZG2YgNSUN5Gag7qx1FTWEJGy2MGtz5gswWSHr5UqWyadTo+6iqTZQwiOnVWnAisdOq9pgJI6ImHh0hZqaAHZBK1ykqsPJVyVUJBOo3UrUaNtKPkXzHjvSIkPvmVtue2RDLLPjxNbVx4q03S/JAZvx2RV/vqKwsVUWcyPLlM5iT1Q2mGmdjjYbDq0aWXVscsfBF+/vXbmCYGgLTVEomVu5bkPnjiPF0tGdXbaGFWmNvqOIvmfIH4I4yIH3NPo2JFsKLftaSCGA6CcEENEEQWnkENEaMX0bMeEbOZaDQ0huPjlXiv9lnIgjsp5DPeM5XVXcdVWp1uqMlr8zjQfpMMUVpfH7X9E9piNe1sH/o4M6nSf5ZmRAem+bdb+VsBrf82giPYppn0+OTtw5WyV/5q14RbxRczyusSCoa/y+erc2RyT5phoZsErvqcDKWQmWtHqM76meilxv3TKKmYGmi2sGQh9SlkixeL2sE2K0JYK5QZNnovLclK9n/5riWH/STDN6kiBppmVkorjvuTvbOyf+6227T21repb8s0Ndt3YHCYKIKoNfHkmILpG2yjaLwJoZWRK6D88cPvidr64sHXhqo3D0ZGJoZyu2bSRoLj9OPkT+AHSD1WArdGgcEG1NvVieew2IgL0BToBDvdnCzPxVTNBCVZJR/qvz+FGBHkbFooW1waFht45NkVmaxlRHYu9GOl60oEJTlna76WyTDpujYg7boY34FRsDHBq2saGuyKC8jk3RZNvAL8zr3hHFbW3ku519DYHlb7QNbH4jMAw0VcgXZnlExNnXsVbAZDx7EZsaZz6JPvE4jxq5i3H0jdcSbIKi2rzmgV+oZlFc946KJ+8k31Xx9G3L31DbBgKb31DRKyRNYfKFOH5HnHsVK0+FW3Hog6KmQpGoFZUcfugjxSWOpzUBm3MtWlpRLCXjgLlIRaUcmM9CLpKEVrJaIx8S2K+GPJnRr6xuvc1tcy5reX/F/rWJ3JeendhzZkcjp6QD6WSmzh/O3frVofpeP+R4vlzeOZrqTTp3bk73JZ3rtq55N4A82v13D+7sdpMHQ/7whuTqL69r9DpsCV8oQZgIpWtTR/f+9em64qac0t2WleWhxq5tkbrR5asO39xkNCjl3966K9DWH9s07m/tm9vSXiAMclN9TFy2wpvqxvr5wPyncA2VRL5PAc9h6bhQCA2H9oVIB7ZgSNFQ/nssF1pd0HKN9Y6qnDiqls7xIjEBPEBErWiUWB0lVp+i/ENNPcUZePW8yV9EI/0zsHta5vo1M/j6bLyqg1ULqGnfpIw7nVMrvZC9ezW+xNQ1L9g2AbuOCOIPYgzsNtgCshQQaFoIYEtmEBo72uP4JxsY7FkZA3k/XfGxNEy1N9Tn0Q/52DPzn5LfQrYqA2Y0PWFtHFq6gJNCDjYIeMdo50J151pu0XJtr0J1rwLaYtHtY7DfYLA1Y7AmMNiXMNjCMej5BVBEVeDjkGssmpoGGuRwvzykUaKAdQAiaa/Qgatk2B+AeNw92aQNYdQlY6TKoBtIo3lSmr+RVl7YDSv+4FuIThp9pER/qutIqUY2vc3jdHg5euiJoVvuGVIWiEawq7aUwhvXz31tkYwGxkiSRsZwaP1w1/hD2yp4CmOVtxAdBRAFr2mU9BTqYcwG63kYscCIGUYMMELDBhLWE9BXdaG+Kll9VQvvq1p4X5WsPmzYfUkTNNkl1N2OiWrHPsRuQ73smLL2FwgTAPMvX2DBqv2IofIMhFPsQAihkklqlWZgEH6pErYGZBBhax/3JIuHTKvsAIUHTanUqorNWIr5apBPo/CiQyXfaj/wNxP7/mpvS/7AX9+J8tZvu7t3D/fdUVLchd3DvbtLAfj/9n7n+ODye6fvRPkAyo/0H92Rz209umrg6PZ8bstRTD9NDonnEP2y4Dim3vT+Zhhhq0LGVqnB1hSKrUohi6XOBopIRUGRRwkmDXCZZmBd0RgfiLBioF/E8mXLa/KF8duVmmS5J+NaR5O62FOqdF26dc1jfZFEkRi/Ec8ReqPB4PSGRTnV3B66UZ7qlrXnvRYl7DXrSEjucPh4o9FosCeGWuee/7xEHWspRVnSYDIZrW5Ek01IsH5OXkA4YhumyXcAN/9h0WG2wKEIh9Mk6pMzloyEsY5HnDsr97FRje2DiO0Z9EWMvziaTiEVmqqTcRdkVfpYKlph8yBmcwZ9azqkBCNdEJt9qGDDgnaqaFtFz2iIi8TP9QarYe510a0zWE3w0fJ9nKAzWoyEjuERTkJt5bvgswaLUd8juHnaowStDofMEbuVOhuq660OPmCVnC5u7jTNuTW+f534CflL6h3QUdnjZBMSxo1ToZQJZyDUPEM8cC7hZEhfDJd8B/gD1AFsMAoVAHl5NsPNYkj+HdD8RT2lWtelwsyTVhIXomRIWGRsSwdEW3QKWaGb1Ioi+Uuak0XBbaXfhUbWwXIOqxG+CSHNSaiVpX1CjzMgc/rXyL+nbaJsGzAJZiPxTxRCjAgzUkRx7iVSTxGkTq9D5f+10P46wjGcxM/9jrDYXKyeMvMWjRaLHzOmhVtLNm1K42cq8SPiHsoNGsFqjU5h/kW4AfkeBm4sWoHH+nx0IuwM7HdWyVOxp5evcFfyGCxYo9bn1SU9lljPRapgx36d8cSeZcF0EvfoOZcdb7ulLdQbQxXB7uL0ckiRM9uyHWvTDuKf9Ua9TocS2Nbfm2wqn6zVCcmMPsuziXDX2ja8Pw6Mg1t0m3Wr0cmbBU7gR1YzCVpBAfSCYbABbAW7wD5wCNwHhzRbuvem29Wb1bYvH+k8Ett/sPFgYNtYeMzQN2QeAsWSrsSlcvaceuTg2FAplysNjR08otKejbdKnoE771599/LD9/bcm9m9t2Wv65Ytvi22tSOOEaK9W99takhYE3ffu3fLSHci0T2yZe+9d9OR8R3BCEheTF7kKwAMffgsdzHznycQj7D9KSMwW9r+/9ZXjAAp6fpTl6jxOhRszmUz0WouVHNnNa89p2+o35jf+Jx2XF+vu2H+2vvIy6lcLnUSJx9n09l0GJfKrRn0+ZtsOp0l1uJ0zoUbiGMLfee+ncplMmGYzuXS8Pv4YflWnH6Me5/EJfI0SlKoVv55Npv+JarAJ1BhBM92D0rgdzPJ5rk+VDqVSuWIQLVTmUaFd/CwN3KpXAIVkGxSAJQPkD+jrFpcKA9WoVPEE1gKXwIWuBY4QDs8d04slQxN9N/BFcj1B+DNwAAgXFFkdYTlgstVCF1o1j9K8v0zsGm6QD9KEOjk9fbcpeTc2/jshRTzrStvX+F+e4nPJ7NXLl/BomB3WS6oaGhz6ILaTOofVUm+gMcXjWqhSNCPqmgSZK5dl+KXkvFL2lkNM5RXeO2HlJaFlVhCczSCTVk3ctoaUq/475ZWzWER5I1xJfJn124hh+f0xL2hwkiW8rlYuwUZLY9ka+qs49ZtrutMeGmS1pOUgY61Lg8OqiuDv6B5r+jw2gwGm9chenl67h8p66e/o6yfrdCpn50k9R23FsLkkyYDodPrZ3yS3NCh9I+wAqdjBI53GGgbb46Vbp07jk/iBhzXqsw1t0qzg389/6k+jujfCV7XtJ/b1r2/m7CkUs5k0pSQJFcVPbmq6MlVhQOuKl5wVfGCa4bgi75w2mw2YfRkwujJhMGpCeNSE0ZPphcIHqOnooyPb+GWNYzktCSldELvj63xr7etp9bXvA2fxf6mCqSwSi2U+HxXMpvls9rZ2f6Fc0iLk1yHWEOw6opgiP+cK4JZWHNF+rjB7pedimAgylmSEb120WdniHIvNNgriKPRfXsgFZaM8BAFjzMuf0Tew7oFswvhfYrCyH/XZydxrEhHm/SISWcW2p9tCJtdMfe1DeSzvgaZMQpeEfFgz/yH5DFdCjSDL2EeTEkgOkN0F01mx2dJb8FLeIMz0FZk+HHiaiCdShM4bNY8Sd9RjTHgBJ1tLr+CQ4lex2eql9cGmFR+PE1cVdM07j+logFagAz/KoTRLZFOnbgEhF0XIDtmcOX6R1vVqft6er9yVk1uGOhwGdHWaCZSGC32HFjTmBw51N+1oStm0Rso8kmv4lI8Qu9Drx396o+/PsB5FFdIsbl4gz/sa911enTH6bGsL+TT8x6M5Z8BgLymCwAb8kvdFc0XiDwSTRdhLxqN0ifWMfcn1K4qtq4qsNkqfaJaxyj3Jyp6tBRAxyFCU9ibKlUEHYe8Bp6v9T/8g0c/s4fDdsg//D+PlZ6PrX9QPfHY+PFNjYT/kR8fX+ZVyL9UvCvv/969ax/Z1X7tg/TOJ7B+4PVZ0foawUYNC7gQa+xFuzEgBARgdH0ciejlq5ax6FX9rmqAAduci3nkLLgrmuMRIq6PVdTNIl9VLWP66FVVv6sWKEjGl+DBhXVrnFD4G4poGTSjn/sN3gNhoxkcK2Po8ja4i0a4ljSg8hn4nB61lxC16cp+EPSz2WTWUP4xjUAEL3N0+a8Q0KqcA9T5D8gPdBlQBPvx3s76fKw0QwhTIMbOEG1FU3PoI5lCfxggclPt43YkVZOpO6r7xDusyN0VZFvxThk59JGqDWjHI6bV9vEUHjOlpu6o7RiNuhHxV4StpZVfkEYl4xB5u56u6GtNQMkPKNqoY9NDe4ZGHt6ea73toTWJ7dF/qVECbnUEOF656eaR+vtee6R/+LHX7llx5/pWu4l8RHBzBm+dt3P3qU07Tu9qdojQh4iACUN7/eXb7F7a5hKYoUdePXzfpceGRb9f8Gu8n/8UDuoiQAThypkAEPZpE7eTuh3ZKbRztOezWg1ZnC8MG8BBzWIodoPRjo/CdoOztlryX/WVkh6xYn4e8Ohdt1IP2CLgZQTZ9ESCr/AIrYHaieSvDezWzmqNYlNUmoHzRWPQkjQ1NQVzJlzjQbB5rMnBkN7ImPd27nZtiQvA/UrGhswmIj4SST6voVT2xu5L0ft1NhP+QZvpEKmdtBBworM+TZS/pgvFkK8xkuUzBI2OaLLfRkck1d+oIINZr4MZs6zUe8bl8CItDl2732wmEXglj1x7aKH1+8EANpZzOeIHvgYXEwhW6UF+iHjSATS0OqnYZuCPpzy61Az8UdECPC07mQZnYMx5O7mrgs2rBKgqI7P0uVTtoO1Yj01HFCZgNITkUfz8bgUfdGYT5CJ3yQ+DrgP+CFd+JzYchZCANO9xSF682yO8284byvH19QREH3xClby8fnkw4FcIZvCbQ8GBwYHg3N8t3auBlbhyeM0za2Pr14/E4Ee1W5pKzGN8/gNdCekqjnn04Z1/D9iJDvTIh1ITkCE7xY6HZiA7Sd1xnbHUQg7stMqO45ADi86id/zRIQddadl9Lx0+fOGezuVfeenwXeeOFKeUgS9v3Phng6HAIMoPDymE7+hPTqwuPfjD4/defGx16firf7HxcbWzuO/xNZtP7+lYvv8UtvGIZ08jGc4iSzNW0SQTIU6nuTifmyE6pyIdPDaqrCfO/7qjw5n/PeZPRYI1e5pHe8lcvoJY9bpm/m3xDv7XKuoZyP9erfbFvNQMan6J/CZhgkQOYOkpq2ZUaR/phz5ILnERTxvEOo9bEU3kCBtOLcvtqikv8hmubQ9sTnmbh9LupjqF22Si/0VMDRZPfb17dUYWaCS4pNHK/K6hlHSVhxeY+iPFG+nZtSw3sjLDMUqqGHvXJRNvhzrjcvnbcrKo6XcJ+Zc6RJt6cEs17kBsPx+woz8QmSHGp0wBbgZaz8pjpojG3F0L4YYrVSeDKDKFTsao1zkVdaMiFS7v+hMjDg60DLTouQOSX2dAwO3/lhWOw/JHqGbBrCcNrLmsEMDKrrQha+r3KazD6RaIi0oYhx9ohGTrWVGUhbl0ULv3Kj9OPk3+EHSBm8CDGqrJ+G6agZ9MA6sV9OBQmyXmBWvb+jPdN/l0oWUzkJxqGhhE2bnQkPQ+VQnXV+6u+GwWbfeVPPaomvGyLBnZhIdOq00DITwYQfjQECW9r1LVYHzl/grNsCgW+pq4Y653weucDOFs/g/vs55uVZ9R07eta7EbSAIftY1N/XeUituXB+oHenujtSuu+t6VvfUIaNtFD08/u+LPSwuXXF3FnmjdnjPbGhmbaGE5u9mOegiy4OraObSzPh9mVx372x0HXjjWy9d11O8xVry6sfyxdu1VWHl0rNNWr117VWJ4yPi+tMQ3wavIN1WC3TXfVA1qf7Fv+lwYW/58kKzyrhLxvwmJkkEKrK3i07oZ+HCRNYlPeINPshPkmcbY0/RBDEcxGl0Ao0WHV3xC9bLBJ1V2opE8ozbSsadV1HEpDIUaDI0sXtLWgIG+ctGhRUQIidDRwVs6jj8cH7y92x6PRZwM0jm9iaZNsYLSOzQ4EF8WYWhaR5A5i81ikpTTjw4fGAzrGZ43WW1Wxm4z6RTntu3bNntDRl7SbGof2tdhPQ/CCHlr2jdllJtfhBvRwyb4UJHj/XtkIxl73jGRecp8kDxQvU3VXAoyrhVZFLROjtjzqmPCnHlK1TpWb07z1ViY/o+/OG1pJQ7LCu9g9cntncs3512BZVsL6bUxmnXZcQzov8R6Y+GcnzX7MpFwf4L4Z7MFi+KyZDo5fEdnz4HheCQCE5RBR5I6A1Vel0gEcitC4Z5mJd6M99yL9ryXcoM6kABHNA+a0M3AB6fdPO9GlmND0Qncwkmr1Zg4EcCXklL9NwITxlPSwRq6nVg4VtvyNYjrtwonVTRGlzihAh10k2hcoP4bamBCMp5SpYMLcBdfYtaO09fdYDrE68Rg8f6S2OsSyids9cvTkUJGMZkM1mA83Ro4dSo68KVSz1jB96BuZSmUCwuEDrjkaFeDg2HNgssjW81G6huneiZWN8R6trTwPYPOWM5XubNsgB8TO5E8d4IhsBn8uuJN18ASiAEbXAviYCVcdyEdR3917q4ZuG6KBqtwBNANboYjxVid7mR+X2zNyaJ4k0iIfSfYBE22BMzQbA4UT7RMBDbADSeKARjA/+RgYPoCd4NCfHR2okI9ZI1mXx+dzVcd9OU3r/AVKH2Fu/KW5t3Sed1JFb1AXHNSBSKHXmE2951Qtbf8SntLS/GEit+DiB2AFnLJixCdF++J0avi3Kuj8Vrs8Q/dQbZ87goS/egvuIKE1Rqx02IctFmV7pFmf5vNZIkEHk8M5Tyh/n2DfePLfI1RTyDkcsjB7g1ZT1I8zzDfbW9117st7TlP3G1JNCcfDEmDpXh7iNX9o+wQ4lKiL+OymE1OziYRekKMtAVjK3JeR6Q5EFvmsyRdoQ6nIx9P9mXdekr6VqqV90btqRznDZd3+3yEzh11hAKsFMByvp34ESSoz7R7x2KFww74C4DOnIiRJuCHrmmZ268FcN9exEr4OtB1XpWL2iP87ziXMO2Ez1nP1iUXgh9RrEvEuomDtqKLpSzBVEIJJlLKYpSWkPQGPUGg5EKDz1ff4PehNa5EuvgM0kUBaWP17GuHD2FMh6yP0SSfZidCT1IHbzj7svJpZE6p0JMqdfCPRHItxDP1w3f2De/vD0aH7lo9sLe/7lG2rivR0BWz43z1evLjFfvXNkWH9vSu2LemsX5wT3+st9nnyfU2NvTkvFuq50VE05+i9TaBHu28GHQBFpsMs8v0SnQiyIq+/eKBxRug375iq3jrqOkVdfH5H3HvUw2G4yCaDv4UmX7KwLAizyJ5clBcxRDKoZBTaoiEBKvioJGl+hkvWWlKTzFSzFv+79dHw3v9MadBZ9Bbndo+lhM/hf9GWRGSvqmKueA/nPfZ0R8IzsA3ioxR4c/I+9jQN6k7kVN7GX2vg1tFqyLzZ1TUgwp9U0V9EBdeRt/ajhaQlhBaQFpoP+hAq4UF4b+how5dfpi1E8iBzf4TY9Xi+Fs53sS+94kGJg0ITtEOUTKxLMfAIZfbiuo2pyx47OVpymKvnAmALgAHqQcAA8wgVjuhHprWG0nzGCi8fbECA6aNZBHVpYLr7Ys1b1S7yoaDjfm2hni+LV4+R9W1xutb2xrqy6+guWfnZ+Hf6rZq/7PWVpFNBzEGAkAk8ucZroGqc6NzxluXuFdqknkeNxbd+HThwu1L+BslFy/SbwiJnqJZt+hwc3rI64Wwxx1EaNroCHs9EafR6Ix4vGGHETbjYBqJEmLezJkoCpn4awFvVGIYKer1xmSTSY6hM3T1fsumByzm8/wL9F8QKfojZPENk2hLSYQBSUVUeoi75x6mPxoH4N8B2AEFSwAAeJxjYGRgYGBz6g+7a7Q1nt/mK4M8BwMIPBH+XAGj/+/6V8ymzf4VyOVgYAKJAgCDgw3eAHicY2BkYGD/+m8yAwPb9f+7/l5g02YAiiADVl0AtjUHVgAAAHic7di9SgNBGIXhMz9sYRHwMrTVkF4iWtkbEFbFgJDcgwSsBMFKFqu0wQsQOwurgHbmCkyVtFaCbqJbBMOymugYeJ9m9tuZ+eZsM8XagapK2Y5kHtPxyiy5ss7cgWp+TbF71Z67V9n0dJrWia+oZrtK3Ip2fVPnJkn39NXwd6r7kvAp6uk6dIZF47pqTnvvj9SeWHcyWefxLTXy5s0gv1c6v1z0rEwUqe0vpvf1HdW/2y/jhsW/+6+444/7A7Pz64pn2W+elMwpCn6Z3VHVPmvb3mhrXF9qdTSaQ+1/WdvXZvZsXvLvM1vRxryz/kfmIXQCAMhnYw1DZwAAYJGN/jeGzgAAAAAAAAAAAAAAAAAAAPATb7ehEwAo6h335yx9AHic7cI9DsFgAIDhT2mb0tLiCGLqZBIHaEQMpg7iKGIwiogDGIziEAYRgxiMJoPZAQwiSBppGj9LE628eR4hhO3piV2iK9nSKXlJ9eWyvFZaylKtq6660HRtGwXpUVRldJ+OZ/OK3g4YB0zeMUrG1Of6SXYYmnMc5GZfHP6R2TBXlmM5+erd4On4UHAC5j+wB8JVrACIuBoAAAAAAAAAAAAAAAAAAEAMNQHExQ3ZJjAOAAEAABuFAIAAEAA8AAMAAgAQAC8AhwAAEkEBTAACAAF4nLVZvXMbxxVfibRlypIm44knLhJni8QiHQwoyzPyjFRBIEjCBgHOASStyrO4WwArHe5u7oMwXKRNnyZl0jr/QZpMqvwBcSZFirT5D1Kkyu+93TscQFKjeBJROLx99/Z9v7cfEEJ8eCsStwT/u7Vz+4cOviXubDUdfBvwoYO3xHtbuYO3gf+Ng98S97b+4OC3gf+bg++IZ9vnDn5HvL/9RwfviB9s/8vBd2+d3vnWwe+KX+x4Dr4n3t/5vYPv37n3o787+IH4+U8/hSa3tneg3HusFcG3xIOtDx18G/ATB2+Jn231HbwN/K8c/Jb4YOu3Dn4b+D87+I643PqHg98RH2//2sE7Qm7/1cF3b//urTsOflecv/NvB98TH+/80sH3H3yw8ycHPxCff/hP8a2Q4rF4hM8ngE6EEb5IRSwyfCYiB64NKBUJPxUwBlAkmnjTEiH+pPCAm4oZ3mU80vjWoL7EMwDlfXFXHAMeA6fFAjQD8NPgMhJLhqTogfcSnAuWGQKasi4Snxg0S8wtpchK60fiU0AfVaPPRIM1UOCQgFZCroIc4uGLV472c4xmwNLbAhpmlUUj4A1bEd6oz4Q9IcVzjMd4Q1jFfli30fKJnaWSpRR467O9pX8XmJsypgBVwH6TwM8YdyK60Im8Y3hexJ59xvM1U2gxh0zyc8BP6TQqaSXjM46qgS5l/FZ20PscWhjMzOAF8a18/OjxJ/LE+GmcxZNctuM0iVOVmzhqylYYSs9MZ3kmPZ3p9FIHzft3j/U41Qs5SHQ0WiZa9tQyLnIZxlPjSz9OlilNkcT60afyI/r6rCE9FSYzeawiP/ZfAft5PIvkcRFkJGg0M5kM63wmcSqfm3FofBVKJxE0MYTKLC5SX0vSd6FSLYso0KnMZ1qedEeyZ3wdZfqZzLSWej7WQaADGVqsDHTmpyYh+1hGoHNlwgyuaHNkDUfVYKhCM04BUI5PEbGQoyc8PS1CBeBq/TzlClrjUjn2qawY3iTonBMiq4L2BAF6jKc412lG+j5pPn5y8/R1fJmTijOMqjng/CEbXnGuTtZy72ovmPK4QB6V1FRZc4ypygxnWrOST8FRMk9VoOcqfSXjiQ1IlVjTNC4SQvvxPFGR0eTzN+9B4toUFaiWAhx2QZmJPZfhUhwxzxizRa/wd1W2h0DLozSO89c5ao4ptixtESsuLOlanGEnTICdcwEtMVoAyrn5ZFBkDDhkBazrqMgNnlPXHizXnANhZUZcxj4bG7n4U3PqsismwJALCm4bGfPVrgEZLmTbADJuhRmH17ZpalOJw5dS5pzEObcGq2UEzJylWp4Zt4eVBiQxYVtsOMpgWN1DbpXU/mauXZNWNkF81t+wxXnVzK3PrBTbvCJnl02wMVOuNK5bRF77mudZq19h3LxScA+Z25w5LNkPhVuc6v4u0z5y7Tvl9MldlLOqMWuOtXRFYK2xOk4dDVXrN457DitshC6rKCnOESq6+ZpdZbL70ESxfN/J3yypeYzmhp6nogwdLTUTOVFzEy7lwuQzmRXjPNQStRUFJpqiQYI013PMjAKUWhqhdzRlN5cTrfIi1ZlMNTqqySHDzxoymys0eV8lgGnKvAhzk4BlVMx1CspM58wgk0kao+6o7MA9DOOFnKHRS4Ny9nNpIplT34dmmIJ+G0EWyn1spszYCsr11zkmm1e6WTbEh5mcq2gp/QLri9WbOkeEhp8q2JKajLq7VnOJBgIx4DgFJjPfgDyPYdAlmaQkFoO5lUVtwp+pFIrpFB6l5Mu5IJ6KffwFvEegRJ9f6UBN1+f2AS858accINpjLIFVSAG7VxCzPE+yp/v7QexnzXnZoJrocPv5MomnqUpmy301xrK20sFqEHLforSbcEnZsrOSmS/YhoWvskkcIQBgeX23zDg5Ey4Buyco+VFxvGBNbUEsOZHtPiGv9j4ldZm+vmsxlIwN7qdEl7g9Ur2dJFwskUtjy0W7sXKtQ3PiG7bcajdmPcoC3Ny/5G6GbQnpFcyksqHxRmuYbV4B+zp3TdLuVq3cRiVn0wJb7Av2k8+t7TqfLZylhvedIe8w7T74qu9pjm2Au6DfW9vPXc/d6vB9fVvfLdpFSLplJOfI+WvtfNOCVfPe1OtZLQfIEmuLXdTKVTutFsiAl4iIlwp1o6U299RaVtkGG7untcrCBdeR3a0H3G6N22lbPkQZcsu+OUftmSZykVlxLyvE1Ba/GS8vxvnZnnHoM3KeJjvKxbD09HpmNzg6iuGg2gps7vw3q2F3o2doPrksePEznAEUWQUceWkKivLdvuP51cZpYs9V8KpjrBauUpv/5rz2hucj+eMNHr2Sh/xJldEvgbOxKjPHLqShO1etMvx1Z74yM28+95XRO60qKKttum3cbTZoJ8/2/8jFv8F2p+5MVu6M7TI+dbEu89nmV+I2dlZCzNtExbaW2aLE6uy72df+D/GovKTYdvKdcT0/cDXru61hxLrWT5KGN48Z56fT8eb4Ah6un34R8b2aj4LahrZeE2/MT6w24SX19V2usdHlSt9vzg55E2s27C71Wt1MrCpntSKVMWyI8jBBh4ZyrGsZkvBxIeR8m9VWWqv1mHXRbsUqqljW+4mN4b6LeMaVElY6lLW9nktv7tX6Sm+trK846zm98sSC/Tj/nnEsV4WCD0PWM7qmQcBPkrnyy0tQ+LU1JH9NT7YrQMAWlCvf0yvd3O7vLhm+7j4q4vWiXHHqR4pyzbiur6zPyrhf2HiNne3Xr7/qhqimlQcyztSIudtKunpY+75ZUF/rjkWHKQbiEKMLrJ4eY7rASXRTD2/OMToA9gCYh6AYuvcPOWIXvCYdg+6M1zvLw8Ozj/EL7nWHQvKYRl+Avg9eNLcjvmQZHXAbMqXHvE+A7eG74+hoRhuYM4wJPuJuaOX1McvesHXd+mg1HQEvKwvXteqyxFKzE4w88D92b1vg3WV+pD/JP2S4X+l56DRtsY+IM/FsQ6Mejwh7hu9T0A1Zfottttr22YZDvLe2dFgDktx0tlo68s+5e0MxIv16+FtZ1WIfHLM2K/+18X0KzYn/Ed6OeKUYYOYBWzpk73Wcz8jaHo9WVtlItdka8ir54ADwCT5Hle88flpdvBq3dd9d8PsVlbWv5Z5t9tyARzYabR6NOFb0tuFi6bEdm1IvOBM7TNVii4dVhhxy9lrty+y0MgY1Taw8im1dlzKr5WtqxHIp35+5SF/1C3m9xT4hvYaV5Js42/qs3Y1lRZKERgeSjo1N+SIucLheyiLTOFSbjNF0ZvZTrXLdkIHJklAt7dk/SQ3e+iDR+FY48et0bvIc7MZLPpSXt6g4Vc9xuk9LYEISGlcv/ZI0Dgo/b9DNxSXmNmhOKQBH+cXM+LOaZgsINZEfFoEOVtrHUbiUu2bP3ubWyMHhddray18TTWWqszw1vr27KAXwlUXJ6xl7YNdASq7ndL+Y0iVLEC+iMFbBuveUdZVOyZwYovAs8qTIZaDJTKKZ6TBZ92hTtqKlI6eAGL5SmZmxyfle/f7dEZSexHS1Qko7ZzfkWGXQNo6qK+4yDLvuokBHzYV5ZRIdGNWM0+k+jfZB+ZW7DN9DgDkx+MKE2Fx/e3/drftfHEWPKL4jR7+MYRU5R1/qME6sw9fv98mZazf8ZN4pBSjjq2zYDjdozJumCt4JGnKSas33wzOVTmE1+Rn+QlTBQMbjXJmI3KL4N4Yy197cDlJJZVnsG0U5EsR+MUdUlP0pwITwzS5xXLNXDt2PDN/tsUYBX57ZSFxLx9dyhK6lXMOlHGlfvg4NctXKJl6p/ZUFEriQyMIGXf2ZCX1rdkhSwKBsxkUL1uOCCjgjpMsTWLgPwzNNN3pxYuwF3I2q2qKHSFs4ztOsxGIWz19jI5VCkUZQRjODIJZZzLq81H5eptgqk1EAgeHie1qmuRrHl7r2a1EU51Q49vbPuGK2ueJeZTO6QBzrtfpVNVNTUiDLkU4GQaquKl/nAlt1xx05HByOLlpeR3aH8tQbnHcPOgfyYWuI8cOGvOiOjgdnIwkKr9UfvZCDQ9nqv5BfdPsHDdn58tTrDIdy4MnuyWmv2wGu22/3zg66/SP5HPP6g5HsdVGPYDoaSBLoWHU7Q2J20vHaxxi2nnd73dGLhjzsjvrE8xBMW/K05Y267bNey5OnZ97pYNiB+AOw7Xf7hx6kdE46/VETUoGTnXMM5PC41euxqNYZtPdYv/bg9IXXPToeyeNB76AD5PMONGs973WsKBjV7rW6Jw150DppHXV41gBcPCZz2l0cdxgFeS38b4+6gz6Z0R70Rx6GDVjpjaqpF91hpyFbXndIDjn0BmBP7sSMATPBvH7HciFXy7WIgITGZ8POSpeDTqsHXkOaXCdGPP+Xl71vdsEr/gOGcEFrAHicbNZTuBxt2KbhVbZd1bGdZnXHtm3bdr7Ytm3btm3btpOZ+Y95q2Zj1kb63XqutTbOO50EJ/3Pz182aWjS/+fHGfK//4GS4CQkCU3CkoolFU8qkVQqqUxSxaRKSVWT6kIwhEAohEE4REAkREE0xEAsxEE8JEAiJEEypEAqpEE6ZEAmZEE25EABKBmUHEoBpYRSQamhNFBaKB2UHsoAZYQyQZmhLFBWKBuUHcoB5YSCUAgKQxEoCsUgF4pDCSgXlBvKA+WF8kH5oQJQQagQVBgqAhWFikHFoRJQSagUVBoqA5WFykHloQpQRagSVBmqAlWFqkHVoRpQTagWVBuqA9WF6kH1oQZQQ6gR1BhqAjWFmkHNoRZQS6gV1BpqA7WF2kHtoQ5QR6gT1BnqAnWFukHdoR5QT6gX1BvqA/WF/oP6Qf2hAdBAaBA0GBoCDYWGQcOhEdBIaBQ0GhoDjYXGQeOhCdBEaBI0GZoCTYWmQdOhGdBMaBY0G5oDzYXmQfOhBdBCaBG0GFoCLYWWQcuhFdBKaBW0GloDrYXWQeuhDdBGaBO0GdoCbYW2QduhHdBOaBe0G9oD7YX2QfuhA9BB6BB0GDoCHYWOQcehE9BJ6BR0GjoDnYXOQeehC9BF6BJ0GboCXYWuQdehG9BN6BZ0G7oD3YXuQfehB9BD6BH0GHoCPYWeQc+hF9BL6BX0GnoDvYXeQe+hD9BH6BP0GfoCfYW+Qd+hH9BP6Bf0G/oD/YX+wUkwBMMwAqMwBuMwAZMwBdMwA7MwB/OwAIuwBMuwAquwBuuwAZuwBduwAwfgZHByOAWcEk4Fp4bTwGnhdHB6OAOcEc4EZ4azwFnhbHB2OAecEw7CITgMR+AoHINdOA4n4FxwbjgPnBfOB+eHC8AF4UJwYbgIXBQuBheHS8Al4VJwabgMXBYuB5eHK8AV4UpwZbgKXBWuBleHa8A14VpwbbgOXBeuB9eHG8AN4UZwY7gJ3BRuBjeHW8At4VZwa7gN3BZuB7eHO8Ad4U5wZ7gL3BXuBneHe8A94V5wb7gP3Bf+D+4H94cHwAPhQfBgeAg8FB4GD4dHwCPhUfBoeAw8Fh4Hj4cnwBPhSfBkeAo8FZ4GT4dnwDPhWfBseA48F54Hz4cXwAvhRfBieAm8FF4GL4dXwCvhVfBqeA28Fl4Hr4c3wBvhTfBmeAu8Fd4Gb4d3wDvhXfBueA+8F94H74cPwAfhQ/Bh+Ah8FD4GH4dPwCfhU/Bp+Ax8Fj4Hn4cvwBfhS/Bl+Ap8Fb4GX4dvwDfhW/Bt+A58F74H34cfwA/hR/Bj+An8FH4GP4dfwC/hV/Br+A38Fn4Hv4c/wB/hT/Bn+Av8Ff4Gf4d/wD/hX/Bv+A/8F/6HJCEQAiMIgiIYgiMEQiIUQiMMwiIcwiMCIiISIiMKoiIaoiMGYiIWYiMOEkCSIcmRFEhKJBWSGkmDpEXSIemRDEhGJBOSGcmCZEWyIdmRHEhOJIiEkDASQaJIDHGROJJAciG5kTxIXiQfkh8pgBRECiGFkSJIUaQYUhwpgZRESiGlkTJIWaQcUh6pgFREKiGVkSpIVaQaUh2pgdREaiG1kTpIXaQeUh9pgDREGiGNkSZIU6QZ0hxpgbREWiGtkTZIW6Qd0h7pgHREOiGdkS5IV6Qb0h3pgfREeiG9kT5IX+Q/pB/SHxmADEQGIYORIchQZBgyHBmBjERGIaORMchYZBwyHpmATEQmIZORKchUZBoyHZmBzERmIbOROchcZB4yH1mALEQWIYuRJchSZBmyHFmBrERWIauRNchaZB2yHtmAbEQ2IZuRLchWZBuyHdmB7ER2IbuRPcheZB+yHzmAHEQOIYeRI8hR5BhyHDmBnEROIaeRM8hZ5BxyHrmAXEQuIZeRK8hV5BpyHbmB3ERuIbeRO8hd5B5yH3mAPEQeIY+RJ8hT5BnyHHmBvEReIa+RN8hb5B3yHvmAfEQ+IZ+RL8hX5BvyHfmB/ER+Ib+RP8hf5B+ahEIojCIoimIojhIoiVIojTIoi3IojwqoiEqojCqoimqojhqoiVqojTpoAE2GJkdToCnRVGhqNA2aFk2HpkczoBnRTGhmNAuaFc2GZkdzoDnRIBpCw2gEjaIx1EXjaALNheZG86B50XxofrQAWhAthBZGi6BF0WJocbQEWhIthZZGy6Bl0XJoebQCWhGthFZGq6BV0WpodbQGWhOthdZG66B10XpofbQB2hBthDZGm6BN0WZoc7QF2hJthbZG26Bt0XZoe7QD2hHthHZGu6Bd0W5od7QH2hPthfZG+6B90f/Qfmh/dAA6EB2EDkaHoEPRYehwdAQ6Eh2FjkbHoGPRceh4dAI6EZ2ETkanoFPRaeh0dAY6E52FzkbnoHPReeh8dAG6EF2ELkaXoEvRZehydAW6El2FrkbXoGvRdeh6dAO6Ed2Ebka3oFvRbeh2dAe6E92F7kb3oHvRfeh+9AB6ED2EHkaPoEfRY+hx9AR6Ej2FnkbPoGfRc+h59AJ6Eb2EXkavoFfRa+h19AZ6E72F3kbvoHfRe+h99AH6EH2EPkafoE/RZ+hz9AX6En2FvkbfoG/Rd+h79AP6Ef2Efka/oF/Rb+h39Af6E/2F/kb/oH/Rf1gSBmEwhmAohmE4RmAkRmE0xmAsxmE8JmAiJmEypmAqpmE6ZmAmZmE25mABLBmWHEuBpcRSYamxNFhaLB2WHsuAZcQyYZmxLFhWLBuWHcuB5cSCWAgLYxEsisUwF4tjCSwXlhvLg+XF8mH5sQJYQawQVhgrghXFimHFsRJYSawUVhorg5XFymHlsQpYRawSVhmrglXFqmHVsRpYTawWVhurg9XF6mH1sQZYQ6wR1hhrgjXFmmHNsRZYS6wV1hprg7XF2mHtsQ5YR6wT1hnrgnXFumHdsR5YT6wX1hvrg/XF/sP6Yf2xAdhAbBA2GBuCDcWGYcOxEdhIbBQ2GhuDjcXGYeOxCdhEbBI2GZuCTcWmYdOxGdhMbBY2G5uDzcXmYfOxBdhCbBG2GFuCLcWWYcuxFdhKbBW2GluDrcXWYeuxDdhGbBO2GduCbcW2YduxHdhObBe2G9uD7cX2YfuxA9hB7BB2GDuCHcWOYcexE9hJ7BR2GjuDncXOYeexC9hF7BJ2GbuCXcWuYdexG9hN7BZ2G7uD3cXuYfexB9hD7BH2GHuCPcWeYc+xF9hL7BX2GnuDvcXeYe+xD9hH7BP2GfuCfcW+Yd+xH9hP7Bf2G/uD/cX+4Uk4hMM4gqM4huM4gZM4hdM4g7M4h/O4gIu4hMu4gqu4huu4gZu4hdu4gwfwZHhyPAWeEk+Fp8bT4GnxdHh6PAOeEc+EZ8az4FnxbHh2PAeeEw/iITyMR/AoHsNdPI4n8Fx4bjwPnhfPh+fHC+AF8UJ4YbwIXhQvhhfHS+Al8VJ4abwMXhYvh5fHK+AV8Up4ZbwKXhWvhlfHa+A18Vp4bbwOXhevh9fHG+AN8UZ4Y7wJ3hRvhjfHW+At8VZ4a7wN3hZvh7fHO+Ad8U54Z7wL3hXvhnfHe+A98V54b7wP3hf/D++H98cH4APxQfhgfAg+FB+GD8dH4CPxUfhofAw+Fh+Hj8cn4BPxSfhkfAo+FZ+GT8dn4DPxWfhsfA4+F5+Hz8cX4AvxRfhifAm+FF+GL8dX4CvxVfhqfA2+Fl+Hr8c34BvxTfhmfAu+Fd+Gb8d34DvxXfhufA++F9+H78cP4AfxQ/hh/Ah+FD+GH8dP4CfxU/hp/Ax+Fj+Hn8cv4BfxS/hl/Ap+Fb+GX8dv4DfxW/ht/A5+F7+H38cf4A/xR/hj/An+FH+GP8df4C/xV/hr/A3+Fn+Hv8c/4B/xT/hn/Av+Ff+Gf8d/4D/xX/hv/A/+F/9HJBEQARMIgRIYgRMEQRIUQRMMwRIcwRMCIRISIRMKoRIaoRMGYRIWYRMOESCSEcmJFERKIhWRmkhDpCXSEemJDERGIhORmchCZCWyEdmJHEROIkiEiDARIaJEjHCJOJEgchG5iTxEXiIfkZ8oQBQkChGFiSJEUaIYUZwoQZQkShGliTJEWaIcUZ6oQFQkKhGViSpEVaIaUZ2oQdQkahG1iTpEXaIeUZ9oQDQkGhGNiSZEU6IZ0ZxoQbQkWhGtiTZEW6Id0Z7oQHQkOhGdiS5EV6Ib0Z3oQfQkehG9iT5EX+I/oh/RnxhADCQGEYOJIcRQYhgxnBhBjCRGEaOJMcRYYhwxnphATCQmEZOJKcRUYhoxnZhBzCRmEbOJOcRcYh4xn1hALCQWEYuJJcRSYhmxnFhBrCRWEauJNcRaYh2xnthAbCQ2EZuJLcRWYhuxndhB7CR2EbuJPcReYh+xnzhAHCQOEYeJI8RR4hhxnDhBnCROEaeJM8RZ4hxxnrhAXCQuEZeJK8RV4hpxnbhB3CRuEbeJO8Rd4h5xn3hAPCQeEY+JJ8RT4hnxnHhBvCReEa+JN8Rb4h3xnvhAfCQ+EZ+JL8RX4hvxnfhB/CR+Eb+JP8Rf4h+ZREIkTCIkSmIkThIkSVIkTTIkS3IkTwqkSEqkTCqkSmqkThqkSVqkTTpkgExGJidTkCnJVGRqMg2ZlkxHpiczkBnJTGRmMguZlcxGZidzkDnJIBkiw2SEjJIx0iXjZILMReYm85B5yXxkfrIAWZAsRBYmi5BFyWJkcbIEWZIsRZYmy5BlyXJkebICWZGsRFYmq5BVyWpkdbIGWZOsRdYm65B1yXpkfbIB2ZBsRDYmm5BNyWZkc7IF2ZJsRbYm25BtyXZke7ID2ZHsRHYmu5BdyW5kd7IH2ZPsRfYm+5B9yf/IfmR/cgA5kBxEDiaHkEPJYeRwcgQ5khxFjibHkGPJceR4cgI5kZxETiankFPJaeR0cgY5k5xFzibnkHPJeeR8cgG5kFxELiaXkEvJZeRycgW5klxFribXkGvJdeR6cgO5kdxEbia3kFvJbeR2cge5k9xF7ib3kHvJfeR+8gB5kDxEHiaPkEfJY+Rx8gR5kjxFnibPkGfJc+R58gJ5kbxEXiavkFfJa+R18gZ5k7xF3ibvkHfJe+R98gH5kHxEPiafkE/JZ+Rz8gX5knxFvibfkG/Jd+R78gP5kfxEfia/kF/Jb+R38gf5k/xF/ib/kH/Jf1QSBVEwhVAohVE4RVAkRVE0xVAsxVE8JVAiJVEypVAqpVE6ZVAmZVE25VABKhmVnEpBpaRSUampNFRaKh2VnspAZaQyUZmpLFRWKhuVncpB5aSCVIgKUxEqSsUol4pTCSoXlZvKQ+Wl8lH5qQJUQaoQVZgqQhWlilHFqRJUSaoUVZoqQ5WlylHlqQpURaoSVZmqQlWlqlHVqRpUTaoWVZuqQ9Wl6lH1qQZUQ6oR1ZhqQjWlmlHNqRZUS6oV1ZpqQ7Wl2lHtqQ5UR6oT1ZnqQnWlulHdqR5UT6oX1ZvqQ/Wl/qP6Uf2pAdRAahA1mBpCDaWGUcOpEdRIahQ1mhpDjaXGUeOpCdREahI1mZpCTaWmUdOpGdRMahY1m5pDzaXmUfOpBdRCahG1mFpCLaWWUcupFdRKahW1mlpDraXWUeupDdRGahO1mdpCbaW2UdupHdROahe1m9pD7aX2UfupA9RB6hB1mDpCHaWOUcepE9RJ6hR1mjpDnaXOUeepC9RF6hJ1mbpCXaWuUdepG9RN6hZ1m7pD3aXuUfepB9RD6hH1mHpCPaWeUc+pF9RL6hX1mnpDvaXeUe+pD9RH6hP1mfpCfaW+Ud+pH9RP6hf1m/pD/aX+0Uk0RMM0QqM0RuM0QZM0RdM0Q7M0R/O0QIu0RMu0Qqu0Ruu0QZu0Rdu0QwfoZHRyOgWdkk5Fp6bT0GnpdHR6OgOdkc5EZ6az0FnpbHR2Ogedkw7SITpMR+goHaNdOk4n6Fx0bjoPnZfOR+enC9AF6UJ0YboIXZQuRhenS9Al6VJ0aboMXZYuR5enK9AV6Up0ZboKXZWuRlena9A16Vp0bboOXZeuR9enG9AN6UZ0Y7oJ3ZRuRjenW9At6VZ0a7oN3ZZuR7enO9Ad6U50Z7oL3ZXuRnene9A96V50b7oP3Zf+j+5H96cH0APpQfRgegg9lB5GD6dH0CPpUfRoegw9lh5Hj6cn0BPpSfRkego9lZ5GT6dn0DPpWfRseg49l55Hz6cX0AvpRfRiegm9lF5GL6dX0CvpVfRqeg29ll5Hr6c30BvpTfRmegu9ld5Gb6d30DvpXfRueg+9l95H76cP0AfpQ/Rh+gh9lD5GH6dP0CfpU/Rp+gx9lj5Hn6cv0BfpS/Rl+gp9lb5GX6dv0DfpW/Rt+g59l75H36cf0A/pR/Rj+gn9lH5GP6df0C/pV/Rr+g39ln5Hv6c/0B/pT/Rn+gv9lf5Gf6d/0D/pX/Rv+g/9l/7HJDEQAzMIgzIYgzMEQzIUQzMMwzIcwzMCIzISIzMKozIaozMGYzIWYzMOE2CSMcmZFExKJhWTmknDpGXSMemZDExGJhOTmcnCZGWyMdmZHExOJsiEmDATYaJMjHGZOJNgcjG5mTxMXiYfk58pwBRkCjGFmSJMUaYYU5wpwZRkSjGlmTJMWaYcU56pwFRkKjGVmSpMVaYaU52pwdRkajG1mTpMXaYeU59pwDRkGjGNmSZMU6YZ05xpwbRkWjGtmTZMW6Yd057pwHRkOjGdmS5MV6Yb053pwfRkejG9mT5MX+Y/ph/TnxnADGQGMYOZIcxQZhgznBnBjGRGMaOZMcxYZhwznpnATGQmMZOZKcxUZhoznZnBzGRmMbOZOcxcZh4zn1nALGQWMYuZJcxSZhmznFnBrGRWMauZNcxaZh2zntnAbGQ2MZuZLcxWZhuzndnB7GR2MbuZPcxeZh+znznAHGQOMYeZI8xR5hhznDnBnGROMaeZM8xZ5hxznrnAXGQuMZeZK8xV5hpznbnB3GRuMbeZO8xd5h5zn3nAPGQeMY+ZJ8xT5hnznHnBvGReMa+ZN8xb5h3znvnAfGQ+MZ+ZL8xX5hvznfnB/GR+Mb+ZP8xf5h+bxEIszCIsymIszhIsyVIszTIsy3IszwqsyEqszCqsymqszhqsyVqszTpsgE3GJmdTsCnZVGxqNg2blk3HpmczsBnZTGxmNgublc3GZmdzsDnZIBtiw2yEjbIx1mXjbILNxeZm87B52XxsfrYAW5AtxBZmi7BF2WJscbYEW5ItxZZmy7Bl2XJsebYCW5GtxFZmq7BV2WpsdbYGW5OtxdZm67B12XpsfbYB25BtxDZmm7BN2WZsc7YF25JtxbZm27Bt2XZse7YD25HtxHZmu7Bd2W5sd7YH25PtxfZm+7B92f/Yfmx/dgA7kB3EDmaHsEPZYexwdgQ7kh3FjmbHsGPZcex4dgI7kZ3ETmansFPZaex0dgY7k53FzmbnsHPZeex8dgG7kF3ELmaXsEvZZexydgW7kl3FrmbXsGvZdex6dgO7kd3Ebma3sFvZbex2dge7k93F7mb3sHvZfex+9gB7kD3EHmaPsEfZY+xx9gR7kj3FnmbPsGfZc+x59gJ7kb3EXmavsFfZa+x19gZ7k73F3mbvsHfZe+x99gH7kH3EPmafsE/ZZ+xz9gX7kn3FvmbfsG/Zd+x79gP7kf3Efma/sF/Zb+x39gf7k/3F/mb/sH/Zf1wSB3Ewh3Aoh3E4R3AkR3E0x3Asx3E8J3AiJ3Eyp3Aqp3E6Z3AmZ3E253ABLhmXnEvBpeRScam5NFxaLh2XnsvAZeQycZm5LFxWLhuXncvB5eSCXIgLcxEuysU4l4tzCS4Xl5vLw+Xl8nH5uQJcQa4QV5grwhXlinHFuRJcSa4UV5orw5XlynHluQpcRa4SV5mrwlXlqnHVuRpcTa4WV5urw9Xl6nH1uQZcQ64R15hrwjXlmnHNuRZcS64V15prw7Xl2nHtuQ5cR64T15nrwnXlunHduR5cT64X15vrw/Xl/uP6cf25AdxAbhA3mBvCDeWGccO5EdxIbhQ3mhvDjeXGceO5CdxEbhI3mZvCTeWmcdO5GdxMbhY3m5vDzeXmcfO5BdxCbhG3mFvCLeWWccu5FdxKbhW3mlvDreXWceu5DdxGbhO3mdvCbeW2cdu5HdxObhe3m9vD7eX2cfu5A9xB7hB3mDvCHeWOcce5E9xJ7hR3mjvDneXOcee5C9xF7hJ3mbvCXeWucde5G9xN7hZ3m7vD3eXucfe5B9xD7hH3mHvCPeWecc+5F9xL7hX3mnvDveXece+5D9xH7hP3mfvCfeW+cd+5H9xP7hf3m/vD/eX+8Uk8xMM8wqM8xuM8wZM8xdM8w7M8x/O8wIu8xMu8wqu8xuu8wZu8xdu8wwf4ZHxyPgWfkk/Fp+bT8Gn5dHx6PgOfkc/EZ+az8Fn5bHx2Pgefkw/yIT7MR/goH+NdPs4n+Fx8bj4Pn5fPx+fnC/AF+UJ8Yb4IX5QvxhfnS/Al+VJ8ab4MX5Yvx5fnK/AV+Up8Zb4KX5Wvxlfna/A1+Vp8bb4OX5evx9fnG/AN+UZ8Y74J35RvxjfnW/At+VZ8a74N35Zvx7fnO/Ad+U58Z74L35Xvxnfne/A9+V58b74P35f/j+/H9+cH8AP5Qfxgfgg/lB/GD+dH8CP5Ufxofgw/lh/Hj+cn8BP5Sfxkfgo/lZ/GT+dn8DP5Wfxsfg4/l5/Hz+cX8Av5Rfxifgm/lF/GL+dX8Cv5Vfxqfg2/ll/Hr+c38Bv5Tfxmfgu/ld/Gb+d38Dv5Xfxufg+/l9/H7+cP8Af5Q/xh/gh/lD/GH+dP8Cf5U/xp/gx/lj/Hn+cv8Bf5S/xl/gp/lb/GX+dv8Df5W/xt/g5/l7/H3+cf8A/5R/xj/gn/lH/GP+df8C/5V/xr/g3/ln/Hv+c/8B/5T/xn/gv/lf/Gf+d/8D/5X/xv/g//l/8nJAmQAAuIgAqYgAuEQAqUQAuMwAqcwAuCIAqSIAuKoAqaoAuGYAqWYAuOEBCSCcmFFEJKIZWQWkgjpBXSCemFDEJGIZOQWcgiZBWyCdmFHEJOISiEhLAQEaJCTHCFuJAQcgm5hTxCXiGfkF8oIBQUCgmFhSJCUaGYUFwoIZQUSgmlhTJCWaGcUF6oIFQUKgmVhSpCVaGaUF2oIdQUagm1hTpCXaGeUF9oIDQUGgmNhSZCU6GZ0FxoIbQUWgmthTZCW6Gd0F7oIHQUOgmdhS5CV6Gb0F3oIfQUegm9hT5CX+E/oZ/QXxggDBQGCYOFIcJQYZgwXBghjBRGCaOFMcJYYZwwXpggTBQmCZOFKcJUYZowXZghzBRmCbOFOcJcYZ4wX1ggLBQWCYuFJcJSYZmwXFghrBRWCauFNcJaYZ2wXtggbBQ2CZuFLcJWYZuwXdgh7BR2CbuFPcJeYZ+wXzggHBQOCYeFI8JR4ZhwXDghnBROCaeFM8JZ4ZxwXrggXBQuCZeFK8JV4ZpwXbgh3BRuCbeFO8Jd4Z5wX3ggPBQeCY+FJ8JT4ZnwXHghvBReCa+FN8Jb4Z3wXvggfBQ+CZ+FL8JX4ZvwXfgh/BR+Cb+FP8Jf4Z+YJEIiLCIiKmIiLhIiKVIiLTIiK3IiLwqiKEqiLCqiKmqiLhqiKVqiLTpiQEwmJhdTiCnFVGJqMY2YVkwnphcziBnFTGJmMYuYVcwmZhdziDnFoBgSw2JEjIox0RXjYkLMJeYW84h5xXxifrGAWFAsJBYWi4hFxWJicbGEWFIsJZYWy4hlxXJiebGCWFGsJFYWq4hVxWpidbGGWFOsJdYW64h1xXpifbGB2FBsJDYWm4hNxWZic7GF2FJsJbYW24htxXZie7GD2FHsJHYWu4hdxW5id7GH2FPsJfYW+4h9xf/EfmJ/cYA4UBwkDhaHiEPFYeJwcYQ4UhwljhbHiGPFceJ4cYI4UZwkThaniFPFaeJ0cYY4U5wlzhbniHPFeeJ8cYG4UFwkLhaXiEvFZeJycYW4UlwlrhbXiGvFdeJ6cYO4Udwkbha3iFvFbeJ2cYe4U9wl7hb3iHvFfeJ+8YB4UDwkHhaPiEfFY+Jx8YR4UjwlnhbPiGfFc+J58YJ4UbwkXhaviFfFa+J18YZ4U7wl3hbviHfFe+J98YH4UHwkPhafiE/FZ+Jz8YX4UnwlvhbfiG/Fd+J78YP4Ufwkfha/iF/Fb+J38Yf4U/wl/hb/iH/Ff1KSBEmwhEiohEm4REikREm0xEisxEm8JEiiJEmypEiqpEm6ZEimZEm25EgBKZmUXEohpZRSSamlNFJaKZ2UXsogZZQySZmlLFJWKZuUXcoh5ZSCUkgKSxEpKsUkV4pLCSmXlFvKI+WV8kn5pQJSQamQVFgqIhWViknFpRJSSamUVFoqI5WVyknlpQpSRamSVFmqIlWVqknVpRpSTamWVFuqI9WV6kn1pQZSQ6mR1FhqIjWVmknNpRZSS6mV1FpqI7WV2kntpQ5SR6mT1FnqInWVukndpR5ST6mX1FvqI/WV/pP6Sf2lAdJAaZA0WBoiDZWGScOlEdJIaZQ0WhojjZXGSeOlCdJEaZI0WZoiTZWmSdOlGdJMaZY0W5ojzZXmSfOlBdJCaZG0WFoiLZWWSculFdJKaZW0WlojrZXWSeulDdJGaZO0WdoibZW2SdulHdJOaZe0W9oj7ZX2SfulA9JB6ZB0WDoiHZWOScelE9JJ6ZR0WjojnZXOSeelC9JF6ZJ0WboiXZWuSdelG9JN6ZZ0W7oj3ZXuSfelB9JD6ZH0WHoiPZWeSc+lF9JL6ZX0WnojvZXeSe+lD9JH6ZP0WfoifZW+Sd+lH9JP6Zf0W/oj/ZX+yUkyJMMyIqMyJuMyIZMyJdMyI7MyJ/OyIIuyJMuyIquyJuuyIZuyJduyIwfkZHJyOYWcUk4lp5bTyGnldHJ6OYOcUc4kZ5azyFnlbHJ2OYecUw7KITksR+SoHJNdOS4n5FxybjmPnFfOJ+eXC8gF5UJyYbmIXFQuJheXS8gl5VJyabmMXFYuJ5eXK8gV5UpyZbmKXFWuJleXa8g15VpybbmOXFeuJ9eXG8gN5UZyY7mJ3FRuJjeXW8gt5VZya7mN3FZuJ7eXO8gd5U5yZ7mL3FXuJneXe8g95V5yb7mP3Ff+T+4n95cHyAPlQfJgeYg8VB4mD5dHyCPlUfJoeYw8Vh4nj5cnyBPlSfJkeYo8VZ4mT5dnyDPlWfJseY48V54nz5cXyAvlRfJieYm8VF4mL5dXyCvlVfJqeY28Vl4nr5c3yBvlTfJmeYu8Vd4mb5d3yDvlXfJueY+8V94n75cPyAflQ/Jh+Yh8VD4mH5dPyCflU/Jp+Yx8Vj4nn5cvyBflS/Jl+Yp8Vb4mX5dvyDflW/Jt+Y58V74n35cfyA/lR/Jj+Yn8VH4mP5dfyC/lV/Jr+Y38Vn4nv5c/yB/lT/Jn+Yv8Vf4mf5d/yD/lX/Jv+Y/8V/6nJCmQAiuIgiqYgiuEQiqUQiuMwiqcwiuCIiqSIiuKoiqaoiuGYiqWYiuOElCSKcmVFEpKJZWSWkmjpFXSKemVDEpGJZOSWcmiZFWyKdmVHEpOJaiElLASUaJKTHGVuJJQcim5lTxKXiWfkl8poBRUCimFlSJKUaWYUlwpoZRUSimllTJKWaWcUl6poFRUKimVlSpKVaWaUl2podRUaim1lTpKXaWeUl9poDRUGimNlSZKU6WZ0lxpobRUWimtlTZKW6Wd0l7poHRUOimdlS5KV6Wb0l3pofRUeim9lT5KX+U/pZ/SXxmgDFQGKYOVIcpQZZgyXBmhjFRGKaOVMcpYZZwyXpmgTFQmKZOVKcpUZZoyXZmhzFRmKbOVOcpcZZ4yX1mgLFQWKYuVJcpSZZmyXFmhrFRWKauVNcpaZZ2yXtmgbFQ2KZuVLcpWZZuyXdmh7FR2KbuVPcpeZZ+yXzmgHFQOKYeVI8pR5ZhyXDmhnFROKaeVM8pZ5ZxyXrmgXFQuKZeVK8pV5ZpyXbmh3FRuKbeVO8pd5Z5yX3mgPFQeKY+VJ8pT5ZnyXHmhvFReKa+VN8pb5Z3yXvmgfFQ+KZ+VL8pX5ZvyXfmh/FR+Kb+VP8pf5Z+apEIqrCIqqmIqrhIqqVIqrTIqq3IqrwqqqEqqrCqqqmqqrhqqqVqqrTpqQE2mJldTqCnVVGpqNY2aVk2nplczqBnVTGpmNYuaVc2mZldzqDnVoBpSw2pEjaox1VXjakLNpeZW86h51XxqfrWAWlAtpBZWi6hF1WJqcbWEWlItpZZWy6hl1XJqebWCWlGtpFZWq6hV1WpqdbWGWlOtpdZW66h11XpqfbWB2lBtpDZWm6hN1WZqc7WF2lJtpbZW26ht1XZqe7WD2lHtpHZWu6hd1W5qd7WH2lPtpfZW+6h91f/Ufmp/dYA6UB2kDlaHqEPVYepwdYQ6Uh2ljlbHqGPVcep4dYI6UZ2kTlanqFPVaep0dYY6U52lzlbnqHPVeep8dYG6UF2kLlaXqEvVZepydYW6Ul2lrlbXqGvVdep6dYO6Ud2kbla3qFvVbep2dYe6U92l7lb3qHvVfep+9YB6UD2kHlaPqEfVY+px9YR6Uj2lnlbPqGfVc+p59YJ6Ub2kXlavqFfVa+p19YZ6U72l3lbvqHfVe+p99YH6UH2kPlafqE/VZ+pz9YX6Un2lvlbfqG/Vd+p79YP6Uf2kfla/qF/Vb+p39Yf6U/2l/lb/qH/Vf1qSBmmwhmiohmm4RmikRmm0xmisxmm8JmiiJmmypmiqpmm6ZmimZmm25mgBLZmWXEuhpdRSaam1NFpaLZ2WXsugZdQyaZm1LFpWLZuWXcuh5dSCWkgLaxEtqsU0V4trCS2XllvLo+XV8mn5tQJaQa2QVlgrohXVimnFtRJaSa2UVloro5XVymnltQpaRa2SVlmrolXVqmnVtRpaTa2WVluro9XV6mn1tQZaQ62R1lhrojXVmmnNtRZaS62V1lpro7XV2mnttQ5aR62T1lnronXVumndtR5aT62X1lvro/XV/tP6af21AdpAbZA2WBuiDdWGacO1EdpIbZQ2WhujjdXGaeO1CdpEbZI2WZuiTdWmadO1GdpMbZY2W5ujzdXmafO1BdpCbZG2WFuiLdWWacu1FdpKbZW2WlujrdXWaeu1DdpGbZO2WduibdW2adu1HdpObZe2W9uj7dX2afu1A9pB7ZB2WDuiHdWOace1E9pJ7ZR2WjujndXOaee1C9pF7ZJ2WbuiXdWuade1G9pN7ZZ2W7uj3dXuafe1B9pD7ZH2WHuiPdWeac+1F9pL7ZX2WnujvdXeae+1D9pH7ZP2WfuifdW+ad+1H9pP7Zf2W/uj/dX+6Uk6pMM6oqM6puM6oZM6pdM6o7M6p/O6oIu6pMu6oqu6puu6oZu6pdu6owf0ZHpyPYWeUk+lp9bT6Gn1dHp6PYOeUc+kZ9az6Fn1bHp2PYeeUw/qIT2sR/SoHtNdPa4n9Fx6bj2PnlfPp+fXC+gF9UJ6Yb2IXlQvphfXS+gl9VJ6ab2MXlYvp5fXK+gV9Up6Zb2KXlWvplfXa+g19Vp6bb2OXlevp9fXG+gN9UZ6Y72J3lRvpjfXW+gt9VZ6a72N3lZvp7fXO+gd9U56Z72L3lXvpnfXe+g99V56b72P3lf/T++n99cH6AP1QfpgfYg+VB+mD9dH6CP1UfpofYw+Vh+nj9cn6BP1SfpkfYo+VZ+mT9dn6DP1WfpsfY4+V5+nz9cX6Av1RfpifYm+VF+mL9dX6Cv1VfpqfY2+Vl+nr9c36Bv1TfpmfYu+Vd+mb9d36Dv1XfpufY++V9+n79cP6Af1Q/ph/Yh+VD+mH9dP6Cf1U/pp/Yx+Vj+nn9cv6Bf1S/pl/Yp+Vb+mX9dv6Df1W/pt/Y5+V7+n39cf6A/1R/pj/Yn+VH+mP9df6C/1V/pr/Y3+Vn+nv9c/6B/1T/pn/Yv+Vf+mf9d/6D/1X/pv/Y/+V/9nJBmQARuIgRqYgRuEQRqUQRuMwRqcwRuCIRqSIRuKoRqaoRuGYRqWYRuOETCSGcmNFEZKI5WR2khjpDXSGemNDEZGI5OR2chiZDWyGdmNHEZOI2iEjLARMaJGzHCNuJEwchm5jTxGXiOfkd8oYBQ0ChmFjSJGUaOYUdwoYZQ0ShmljTJGWaOcUd6oYFQ0KhmVjSpGVaOaUd2oYdQ0ahm1jTpGXaOeUd9oYDQ0GhmNjSZGU6OZ0dxoYbQ0WhmtjTZGW6Od0d7oYHQ0OhmdjS5GV6Ob0d3oYfQ0ehm9jT5GX+M/o5/R3xhgDDQGGYONIcZQY5gx3BhhjDRGGaONMcZYY5wx3phgTDQmGZONKcZUY5ox3ZhhzDRmGbONOcZcY54x31hgLDQWGYuNJcZSY5mx3FhhrDRWGauNNcZaY52x3thgbDQ2GZuNLcZWY5ux3dhh7DR2GbuNPcZeY5+x3zhgHDQOGYeNI8ZR45hx3DhhnDROGaeNM8ZZ45xx3rhgXDQuGZeNK8ZV45px3bhh3DRuGbeNO8Zd455x33hgPDQeGY+NJ8ZT45nx3HhhvDReGa+NN8Zb453x3vhgfDQ+GZ+NL8ZX45vx3fhh/DR+Gb+NP8Zf45+ZZEImbCImamImbhImaVImbTIma3ImbwqmaEqmbCqmamqmbhqmaVqmbTpmwExmJjdTmCnNVGZqM42Z1kxnpjczmBnNTGZmM4uZ1cxmZjdzmDnNoBkyw2bEjJox0zXjZsLMZeY285h5zXxmfrOAWdAsZBY2i5hFzWJmcbOEWdIsZZY2y5hlzXJmebOCWdGsZFY2q5hVzWpmdbOGWdOsZdY265h1zXpmfbOB2dBsZDY2m5hNzWZmc7OF2dJsZbY225htzXZme7OD2dHsZHY2u5hdzW5md7OH2dPsZfY2+5h9zf/MfmZ/c4A50BxkDjaHmEPNYeZwc4Q50hxljjbHmGPNceZ4c4I50ZxkTjanmFPNaeZ0c4Y505xlzjbnmHPNeeZ8c4G50FxkLjaXmEvNZeZyc4W50lxlrjbXmGvNdeZ6c4O50dxkbja3mFvNbeZ2c4e509xl7jb3mHvNfeZ+84B50DxkHjaPmEfNY+Zx84R50jxlnjbPmGfNc+Z584J50bxkXjavmFfNa+Z184Z507xl3jbvmHfNe+Z984H50HxkPjafmE/NZ+Zz84X50nxlvjbfmG/Nd+Z784P50fxkfja/mF/Nb+Z384f50/xl/jb/mH/Nf1aSBVmwhViohVm4RVikRVm0xVisxVm8JViiJVmypViqpVm6ZVimZVm25VgBK5mV3EphpbRSWamtNFZaK52V3spgZbQyWZmtLFZWK5uV3cph5bSCVsgKWxErasUs14pbCSuXldvKY+W18ln5rQJWQauQVdgqYhW1ilnFrRJWSauUVdoqY5W1ylnlrQpWRauSVdmqYlW1qlnVrRpWTauWVduqY9W16ln1rQZWQ6uR1dhqYjW1mlnNrRZWS6uV1dpqY7W12lntrQ5WR6uT1dnqYnW1ulndrR5WT6uX1dvqY/W1/rP6Wf2tAdZAa5A12BpiDbWGWcOtEdZIa5Q12hpjjbXGWeOtCdZEa5I12ZpiTbWmWdOtGdZMa5Y125pjzbXmWfOtBdZCa5G12FpiLbWWWcutFdZKa5W12lpjrbXWWeutDdZGa5O12dpibbW2WdutHdZOa5e129pj7bX2WfutA9ZB65B12DpiHbWOWcetE9ZJ65R12jpjnbXOWeetC9ZF65J12bpiXbWuWdetG9ZN65Z127pj3bXuWfetB9ZD65H12HpiPbWeWc+tF9ZL65X12npjvbXeWe+tD9ZH65P12fpifbW+Wd+tH9ZP65f12/pj/bX+2Uk2ZMM2YqM2ZuM2YZM2ZdM2Y7M2Z/O2YIu2ZMu2Yqu2Zuu2YZu2Zdu2YwfsZHZyO4Wd0k5lp7bT2GntdHZ6O4Od0c5kZ7az2FntbHZ2O4ed0w7aITtsR+yoHbNdO24n7Fx2bjuPndfOZ+e3C9gF7UJ2YbuIXdQuZhe3S9gl7VJ2abuMXdYuZ5e3K9gV7Up2ZbuKXdWuZle3a9g17Vp2bbuOXdeuZ9e3G9gN7UZ2Y7uJ3dRuZje3W9gt7VZ2a7uN3dZuZ7e3O9gd7U52Z7uL3dXuZne3e9g97V52b7uP3df+z+5n97cH2APtQfZge4g91B5mD7dH2CPtUfZoe4w91h5nj7cn2BPtSfZke4o91Z5mT7dn2DPtWfZse449155nz7cX2AvtRfZie4m91F5mL7dX2CvtVfZqe4291l5nr7c32BvtTfZme4u91d5mb7d32DvtXfZue4+9195n77cP2AftQ/Zh+4h91D5mH7dP2CftU/Zp+4x91j5nn7cv2BftS/Zl+4p91b5mX7dv2DftW/Zt+459175n37cf2A/tR/Zj+4n91H5mP7df2C/tV/Zr+4391n5nv7c/2B/tT/Zn+4v91f5mf7d/2D/tX/Zv+4/91/7nJDmQAzuIgzqYgzuEQzqUQzuMwzqcwzuCIzqSIzuKozqaozuGYzqWYzuOE3CSOcmdFE5KJ5WT2knjpHXSOemdDE5GJ5OT2cniZHWyOdmdHE5OJ+iEnLATcaJOzHGduJNwcjm5nTxOXiefk98p4BR0CjmFnSJOUaeYU9wp4ZR0SjmlnTJOWaecU96p4FR0KjmVnSpOVaeaU92p4dR0ajm1nTpOXaeeU99p4DR0GjmNnSZOU6eZ09xp4bR0WjmtnTZOW6ed097p4HR0OjmdnS5OV6eb093p4fR0ejm9nT5OX+c/p5/T3xngDHQGOYOdIc5QZ5gz3BnhjHRGOaOdMc5YZ5wz3pngTHQmOZOdKc5UZ5oz3ZnhzHRmObOdOc5cZ54z31ngLHQWOYudJc5SZ5mz3FnhrHRWOaudNc5aZ52z3tngbHQ2OZudLc5WZ5uz3dnh7HR2ObudPc5eZ5+z3zngHHQOOYedI85R55hz3DnhnHROOaedM85Z55xz3rngXHQuOZedK85V55pz3bnh3HRuObedO85d555z33ngPHQeOY+dJ85T55nz3HnhvHReOa+dN85b553z3vngfHQ+OZ+dL85X55vz3fnh/HR+Ob+dP85f518gKQAF4AASQANYAA8QATJABegAE2ADXIAPCAExIAXkgBJQA1pADxgBM2AF7IATCASSBZIHUgRSBlIFUgfSBNIG0gXSBzIEMgYyBTIHsgSyBrIFsgdyBHIGgoFQIByIBKKBWMANxAOJQK5A7kCeQN5AvkD+QIFAwUChQOFAkUDRQLFA8UCJQMlAqUDpQJlA2UC5QPlAhUDFQKVA5UCVQNVAtUD1QI1AzUCtQO1AnUDdQL1A/UCDQMNAo0DjQJNA00CzQPNAi0DLQKtA60CbQNtAu0D7QIdAx0CnQOdAl0DXQLdAd6Jru5bBIuHE//kM5cz5fz/dYv/zGS1cmCzXsG3Tsk2z5wSPIHiEwCMCHlHwiIGHCx5x8EhQ4E5O7xX0XiHvFfZeEe8V9V4x7+V6r7j38hohrxHyGiGvEfIaIa8R8hohrxHyGiGvEfIaYa8R9hphrxH2GmGvEfYaYa8R9hphrxH2GhGvEfEaEa8R8RoRrxHxGhGvEfEaEa8R8RpRrxH1GlGvEfUaUa8R9RpRrxH1GlGvEfUaMa8R8xoxrxHzGjGvEfMaMa8R8xoxrxHzGq7XcL2G6zVcr+F6DddruF7D9Rqu13C9RtxrxL1G3GvEvUbca8S9RtxrxL1G3GvEvUbCayS8RsJrJLxGwmskvEbCayS8RsJrJBK0ZzCn/wz6z5D/DPvPiP+M+s+Y/3T9Z9x/+rWgXwv6taBfC/q1oF8L+rWgXwv6taBfC/q1kF8L+bWQXwv5tZBfC/m1kF8L+bWQXwv5tbBfC/u1sF8L+7WwXwv7tbBfC/u1sF8L+7WIX4v4tYhfi/i1iF+L+LWIX4v4tYhfi/i1qF+L+rWoX4v6tahfi/q1qF+L+rWoX4v6tZhfi/m1mF+L+bWYX4v5tZhfi/m1mF+L+TXXr7l+zfVrrl9z/Zrr11y/5vo116+5fi3u1+J+Le7X4n4t7tfifi3u1+J+Le7X4n4t4dcSfi3h1xJ+LeHXEn4t4dcSfi3h1/wtCflbEvK3JORvScjfkpC/JSF/S0L+loT8LQn5WxLytyTkb0nI35KQvyUhf0tC/paE/C0J+VsS8rck5G9JyN+SkL8lIX9LQv6WhPwtCflbEvK3JORvScjfkpC/JSF/S0L+loT8LQn5WxLytyTkb0nI35KQvyUhf0tC/paE/C0J+VsS8rck5G9JyN+SkL8lIX9LQv6WhPwtCflbEvK3JORvScjfkpC/JSF/S0L+loT8LQn5WxLytyTkb0nI35KQvyUhf0tC/paE/C0J+VsS8rck5G9JyN+SkL8lIX9LQv6WhPwtCfkDEvIHJOQPSMgfkJA/ICF/QEL+gIT8AQn5AxLyVyPkr0bIX42QPxUhfypC/lSE/KkI+VMR8qci5E9FyJ+KkD8VIX8qQv5UhPypCPlTEfanIuxPRdifirA/FWF/KsL+VIT9qQj7UxH2pyLsT0XYn4qwPxVhfyrC/lSE/akI+1MR9qci7E9F2J+KsD8VYX8qwv5UhP2pCPtTEfanIuxPRdifirA/FWF/KsL+VIT9qQj7UxH2pyLsT0XYn4qwPxVhfx/C/j6E/X0I+/sQ9vch7O9D2N+HsL8PYX8fwv4+hP19CPv7EPZHIeyPQtgfhbA/CmF/FML+KIT9UQj7oxCO/j8J/w/yRyHsj0LYH4WwPwphfxTC/iiE/VEI+6MQ9kch7I9C2B+FsD8KYf8LRtjfh7A/CmF/FML+KIT9UQj7oxD2RyHsf5UI+6MQ9kch7I9C2P8qEfb3IezvQ9jfh7C/D2F/H8L+PoT9fQj7+xD29yHsj0LYH4WwPwoRfxQi/ihE/FGI+KMQ8Uch4o9CxB+FiD8KEX8UIv4oRPxRiPijEPFHIeKPQsQfhYg/ChF/FCL+KET8UYj4oxDxRyHij0LEH4WIPwoRfxQi/ihE/FGI+KMQ8Uch4o9CxB+FiD8KEX8UIv4oRPxRiPijEPG/P0T8fYj4+xDx9yHi70PE34eIvw8Rfx8i/j5E/H2I+PsQ8fch4u9DxP/+EPGnIuJPRcSfiog/FRF/KiL+VET8qYj4UxHxpyISTZDN2/Ts0CISC4JHCDzC4BEBjyh4xMDDBY84eICDbk7wAJddcNkFl11w2QWXXXDZBZddcNkFl+PgYBwcjIODcXAwDg7GwcE4OBgHB+PgYAL8qglwOQEuJ8DlBLicAJcT4HICXE6Ay4n/ezmaMyd4BMEjBB5h8IiARxQ8YuDhgkccPMDlILgcBJeD4HIQXA6Cy0FwOQguB8HlILgcBJdD4HIIXA6ByyFwOQQuh8DlELgcApdD4HIIXA6Dy2FwOQwuh8HlMLgcBpfD4HIYXA6Dy2FwOQIuR8DlCLgcAZcj4HIEXI6AyxFwOQIuR8DlKLgcBZej4HIUXI6Cy1FwOQouR8HlKLgMxEVj4DKgFwX0ooBeFNCLAnpRQC8K6EUBvSigFwX0ooBeFNCLAnpRQC8K6EUBvSigFwX0ooBeNA4uA4NRYDAKDEaBwSgwGAUGo8BgFBiMAoNRYDAKDEaBwSgwGAUGo8BgFBiMAoNRYDAKDMaAwRgwGAMGY8BgDBiMAYMxYDAGDMaAwRgwGAMGY8BgDBiMAYMxYDAGDMaAwRgwGAMGY8BgDBiMAYMxYDAGDMaAwRgwGAMGY8BgDBiMAYMxYDAGDMaAwRgwGAMGY8BgDBiMAYMxYDAGDMaAwRgwGAMGY8BgDBiMAYMxYDAGDMaAwRgwGAMGY8BgDBiMAYMxYDAGDMaAwRgwGAMGY8BgDBiMAYMxYDAGDMaAwRgwGAMGY8BgDBiMAYMxYDAGDMaAwRgwGAMGY8BgDBiMAYMxYDAGDMaAwRgwGAMGY8BgDBiMAYMxYDAGDMaAwRgwGAMGY8BgDBiMAYMxYDAGDMaAwRgwGAMGY8CgCwy6wKALDLrAoAsMusCgCwy6wKALDLrAoAsMusCgCwy6wKALDLrAoAsMusCgCwy6wKALDLrAoAsMusCgCwy6wKALDLrAoAsMusCgCwy6wKALDLrAoAsMusCgCwy6wKALDLrAoAsMusCgCwy6wKALDLrAoAsMusCgCwy6wKALDLrAoAsMusCgCwy6wKALDLrAoAsMusCgCwy6wKALDLrAoAsMusCgCwy6wKALDLrAoAsMusCgCwy6wKALDLrAoAsMusCgCwy6wKALDLrAoAsMusCgCwy6wKALDLrAoAsMusCgCwy6wKALDLrAoAsMusCgCwy6wKALDLrAYBwYjAODcWAwDgzGgcE4MBgHBuPAYBwYjAODcWAwDgzGgcE4MBgHBuPAYBwYjAODcWAwDgzGgcE4MBgHBuPAYBwYjAODcWAwDgzGgcE4MBgHBuPAYBwYjAODcWAwDgzGgcE4MBgHBuPAYBwYjAODcUAvDujFAb04oBcH9OKAXhzQiwN6cUAvDujFAb04oBcH9OKAXhzQiwN6cUAvDujFAb04oBcH9OKAXhzQiwN6cUAvDujFAb04oBcH9OKAXhzQiwN6cUAvDujFAb04oBcH9OKAXhzQiwN6cUAvDujFAb04oBcH9OKAXhzQiwN6cUAvDujFAb04oBcH9OKAXhzQiwN6cUAvAeglAL0EoJcA9BKAXgLQSwB6CUAvAeglAL0EoJcA9BKAXgLQSwB6CUAvAeglAL0EoJcA4hJAXAKISwBxCSAuAcQlgLgEEJcIeQfBrwrEJYC4BBCXAOISQFwCiEsAcQkgLgHEJYC4BBCXAOIS4H+9BKCXAPQSgF4C0EsAeglALwHoJQC9BKCXAPQSgF4C0EsAeglALwHoJQC9BKCXAPQSgF4C0EsAeglALwHoJQC9BKCXAPQSgF4C0EsAeglALwHoJQC9BKCXAPQSgF4C0EsAeglALwHoJQC9BKCXAPQSgF4C0EsAeglALwHoJQC9BKCXAPQSgF4C0EsAeglALwHoJQC9RCJB/c8jmDNnTu8V9F4h7xX2XhHvFfVeMe/leq+49/IaQa8R9BpBrxH0GkGvEfQaQa8R9BpBrxH0GiGvEfIaIa8R8hohrxHyGiGvEfIaIa8R8hphrxH2GmGvEfYaYa8R9hphrxH2GmGvEfYaEa8R8RoRrxHxGhGvEfEaEa8R8RoRrxHxGlGvEfUaUa8R9RpRrxH1GlGvEfUaUa8R9RoxrxHzGjGvEfMaMa8R8xoxrxHzGjGvEfMartdwvYbrNVyv4XoN12u4XsP1Gq7XcL1G3GvEvUbca8S9RtxrxL1G3GvEvUbca8S9RsJrJLxGwmskvEbCayS8RsJrJLxGwmt4zoOe86DnPOg5D3rOg57zoOc86DkPes6DnvOg5zzoOQ96zoOe86DnPOg5D3rOg57zoOc86DkPes6DnvOg5zzoOQ96zoOe86DnPOg5D3rOg57zoOc86DkPes6DnvOg5zzoOQ96zv9XEXdsRDcMA1Gwpg/gTlL/jdmJ1xkikskbJjv46fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6f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')format("woff");}.ff9{font-family:ff9;line-height:1.364258;font-style:normal;font-weight:normal;visibility:visible;}
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ljd0K9hiAuRnzNZV5C2fSj1bGxP5BQtsliFyWUbbLYH0wo22SxixPKNjp2UIsdgdgrR/T08MjPQtpGRn4BGPmlmH9m/tnY8Z/51+h58xvmN9E7zLepoiuEseA8GAsWj+TKS+lloJxxU2LwW5rmXK9pTjNoTssD+H5Y1ofrvmlEz99J4r9EvxZp6tNhHOtN+H6iETcmG+9x3Hzvef3yOF+vmvLXa+7r6z+/r6/Xal/nj/v1ZDxmspGnyfAM+O7P7pja+jto17umqFx74BR/cweKIm2xuUCNzRlmA9WPj6vRRrV/h2dU+x+PSuUUqHjvSOUTU6DivyOVqilQeWkUFaJRKQA6XJJeuQOVsRwan0r1XVHxTkDlk3dFxT8BlZq7ovIStC5GhVEQaCvj3P3jKUmJnrvjUVk+JSm5E5WXpyQld6JSMSUpGd0DRoCGSMcGw1Q+NiVu3InKsilx405UXpoSN+5EpXxK3BjN3TD0tF5NdyH0B5OM8yb/ctEUtVHilx+ZogZK/LJsilon8cuPTlHTiPDldN2oYPGd26K0ddwv/3CKeinxyyVT1EWJX/7RFPVP4pdLp6hzMP2Sj9qiGm8XTCI5o2V47JcvTlFDJX5ZOkWtlPjl709REyV+uXBK7W141WPPHVZn3s3i4r9hUHh7HNfgf0M4xNFWahbHcf7rFFZnbGPWXNl6q3611YbYiiSbA7M5BatJ1q6Z/CFYSa1ErFdiq8dstZ6N3hBaTd066jag0WsoDxRiL7pAYQQ4OIPqu0I6n5pPa2Ax1cAVtNeuQ/V0DN1Ceb0ebUJb0Xa0C+2l/DiIjqBj6ARbE5LpyEx4D51JYaHDsI3CtQB/DuE/AsjjnGPhYjLgGxkUjwB+CvDXAOZAyHNAbS7ADwL8NIR/Oh4uvgK4D/Aw4CsBzoKYUQZpmZrRa8JF4b+EXwvXhf8Wbgq3RUE0i4poFVXRJrpFn+gXU8SImCPmis+L08Q8ka02E/yf+Ar+L/xbsDFi6xNs7BCijs4Lh1yyivDgLxmk4+l/ZLwkHeOM4D+PpjqCX3dfX3/lvr5uva+vv3pfX2+4r6+pNOEKTOe2uJrKbwTNozPAUtp3LaWjqipUS2e5jbT+16BWtBFtQW1oJ9UV+9EBdBh1oi50Cp1B59El1Iv60HU0wBa+sDK8ciycYlAEnc1XPcV3QnsBC0Ph5wDXxnExDPhlgHylvFoXk6+aw56JMBdgGVsHpO2O4e8ByhwvA/hpCOH6KAj4d+O/4vfrfi2LQ/S6LkWAlCczFZfiUXxKkpKspCghJaykKRlKphJVspS3KW9X3qG8U3mX8m5ljlKgvFeZq7xfmad8QPlj5WXlk8qnlH9QfqQcZbwW+EouX2N8L4VX0EkkYBl070Trog1Uj62mOmwD2oy2oR1oN9qHOtAh2nZgffk28HUc/KYOPwf4EYBFALcDDOvw6QCX6Ojw+DkJdLrjMYdg9XcQVrfvcSWR7dnkUzcTjafd8Tja/UHp7fj+oB9CPo306zjxNcoA1eb63wVkwP24n3ajikBlnZZsNay6b0RpZCstUcTcbe5G6dBnZYyixkZBQVq6+vugd++p+6keDtHW3YB2PbL07yW3mPaJbBe7j8qGc9I9g+G2gQfngBzWAoRdQB5ye1c85DZolNt5ulYQToBzxkL+lZ7yA95DdqJ7Gc0gqg0Q5RKiGgFRnYCoVsBDJ6FN7gN4FeBJTYrjOJf/5njIUKcOTww5CPFjgG/VUYjbGMxHBvqHkAlsSy30T0BW+ifSEZuNypyD/knIRXMh0xbgRUYqiX4aN0D/zLQ9BOkXIfqn0NFnmH4XoX8qpZ1Bv47SPztNPUZp5NA/J5WGXEprGv1z05FuHvJQ6cinVKfTPx96B/3zo3fSvyT0LvoXQO+mf8noPfQvSHXue1EKeh/9C9F+bh5KpfkvomkW07802jJKaMrz6V86rY0FNP1S+pdJx3ELaS4W0b8s2i+W0bwspn/ZtKaW0BwtpX/P0XHeMpqvcvr3PO03l9PcVdC/F2gtVtI8VtG/36PjwGqa0xr69zbar9bS/F6lf2+nct5HR4399O8dhiZDE5ppWGVYhd5paDY0o1mGrYat6F2GfkM/mk17oVz0buVF5SPoI8rnlVVoqfJXyja0TPmu8l20XPm+8mP0svKa8hpaofxU+Sn6rPIz5WdopXJGOYP+RDmrnEX1yjnlHPqc8ivlV6hB+Q+lF/2pckW5gv5MuapcRU22n9kXoM87BAdBt2nfuA830d7pEK0X3/2MBrAT+3EIZ+AcnIdn4Nm4EBfh+XghXoyX0ZFH9XD/cXtlvF+5XR5vpbfL4n3Mbej3td5olw7fpvtW3+ZX6uKsHUtH6728jxrn+7W3YXQ0uCeeZ30c5Bu3x/ySZjP05RF7nw1wYoHpS8L2z2h4q268zXctMibpCc/RmQjbXWX7qzlUVqcyf8Gon2oZjAbo2IHCoZkjOKJjBAqHWIo/GCph+KACcDpAsCK+9S1dONhJD0IPS3kRh0UjcAC+GrjNei03OSdZJbvkkbxSUEqVtkvflfbIZtkt++SAnC5nyTnyc7bv2nYDByeLG5JT5fCoL3xIv/vN9iTZHg+z2UKgL9dQ10rdRuq2UNdG3U7qWA3up45Z9rAdaKY9WQ2z+j1D3XnqLrESwJp7P9UsDH6Mwh/DbgNC3AaazrvQXzF86BL6kK6W2hFfWddCht5gdTr0M6jZ8Wr1eYBjf+VpAaSzspOICEZa5+od56an0Vk6u71Mx6r96Aa6hQVsxCp24wAO4yjOxfl4Jp6D5+JivAAvwktwOa7ENXgFbsCr8Gq8Dm/Am/E2vAPvpvqkg2oTPLQCpPxavCXQdNF44XysP074rAnC544frqevtTEIx1vGjz9h+Po7h+vpC/MnjV+liw9jcG4xooUHdOHTJwkXoN2P2ZmyBW0h2qtiZAUt8mk4rRHXIi0w8rYivhc0m/bUhdRnbW0+YrZmGNYRl1GfWfVX09/raEr1iO8ETqRJuHSeTAg5q8NvjP1V2Ei5hIUtVBaLEuY4R9FxOkPqpjrqIuqhfeU1dBMNYoLN2I69OIgjOIan4el4Fi7A83AJLsVleClejqtwLV6JG3EzXoNb8Ua8BbfhnXgP3o8P4MO4E3fhU/gMPo8v4V7ch6/jAQEJMh2hOgW/EBIyhBwhT5ghzKaj0X+U2tlZBRKgeIlUw845sJMLo/CTEOezEIfH/zrDhe8A3ssgCUD8XgbJCi2EwX0Q8m2G4xSIr2jhIyHSZyAE4mjpcjqAk0UQcgTwQPxb8g0G5V/r0noZYDak8grL+Sj49Xg4HoyXQgt5P8M5FBUG0b9D3n4M3zbo6LRwCBz4OHkbxQ1AwSV9bJhLHErvAPydACsAFnEcKOgh8F9fC6PgP46UWqAyv5RqVmToMvwzEgyXDL9CMoyazHSeXoIylErlE2iOUq3UoALlm8o30fuUw8phNFc5ovwIvV/5MR1BfQBm6mR4pj60Veyg/x8VWik8TqV0wcPWkPgoPo5P4m58Dl/EPfgqvoZv4kGBCGbBLniFoBARYsI0YbowSygQ5gklQqlQJiwVlgtVQq2wUmgcWeE4AxAs+bS1E1hNwR6AP42H8DUYLXxvXANqay1lcZ2rxamEkFUAYT4lgPWRYIRfrwMc1H3F88Ct33bpvtLDch0OelNbDYL5lyjoSsHXh27G42sx+yaAk3OjEeANHR8aJ+DDrISy60s9aXnR1zTOtA3bpApBgD/SpbVXl1a5RqcNctsGpWBwJYX3YtMxjp3r0yXTNB+MjzuBL3weDnWDVYDc+g1sqzGsdnALdi18HUCwDhxqjceh5Y3HAe7TeQ+DPQBBYhDvsTbp4HUdzfMA2+J09JByMR5CdJR1Oddy9U1drtbFaXL6Q/+ZgE/Ojc9ByC90fPhcAh++GefAqLInlnqC8sKKBEZfAvhegD/QUV4XhzxEC/+DeG41bjBq9yrTo23e35Lpt2T6LZl+rDJNZ/7oLfjMwv+RMq3tkB15quDDy/PTyI3J4L3K9JfHlemup0OmRdgl0iCsQYl8tx5Wa4TPAIQ1KxFWdMSrunDYTxIuQPjOeBwCfOD3+whdcWriGgiB3XcRVsMQ/7UEvoLdJhHmcyQfoDv+1Sj4jzq8CWKGAN4CWBP/lfwzQLaSiyXQXuSwjn4CvAM3YNQhunR8+MX4fOAc0JddX+rJy8t5y/Og0eRfXdKl5dbxfOf4uSXue5bp4bNj4547e8rkG9q3BmFHRTuP1wtleRlwWFUQOa9vxcO1WT+3WKnQxYH2MPRV+PVQnJq4GULeFk+Fn9cVYT9K+uN4OCkEKMe/GgVf0+EwpifTAH4BIEi8CNqXZAME+SAgMeSkjn4CvAM3fgJ4uo4PP5mAD9fGll1f6snLq/H8iI5mS5wmT4tDLa2K8XML1O5VvtkJs2dCvgWwwtEg2OiIfwY41B/+BuDc8oprcXs8HMN8S+Bral26OKApuf7GfXFqAuxRCpvjkOtvAawiRNiX0LTRIoAzdV/p4f/V4XwHg8vH3wK+If6r+AZArsthxsm1oEY/Ad6BGzALFN6h48Pt8fnAOTCq7LpST15ejefdOpq8JcvxtLQUu3SQ57YpniJQe0t/vwi8ACj8NeA/Awizfq03/DqEfArgV3ThHH4ewj+gi/PtuHwLr8SpiaBNtZ7ao5Pv/xrRN1h8U5eH78e/GgWX6XA4w85HLBKsVxBb/Fc+ViGQEykL8I/p6CfCybnRALBdx4eGCfjw7bFl15d68vJqY48XdTThK/ELYzmvpfWB8XML1P7Hy/dbezRP3B7NxzTOtCPttIIQBHinPZp2yG07lILBlaj9nuV74vsphm8bYhb5/I68Zm0WKiDzGBvL9ZTSBrIRPUc2kU1oGvkr2mpeAMuA3zMfNx9H+WB1+TawP5wOVPaMnMRmZ0iWoK0PNIUHl0Nm1cJOBC1F29iZiycojw+ujGGoaYKWoTZ0EYefqVI+GC4N6/oLT4eu5/Y7HHL9JUL/zOdL+HcQDpaK2m0xtfFw/Oc6jQM3sYhgFanZCjXodDFQE2HnRAjF9S+CkxH8LAaBnQptHtgBcHP8q1GwQIfzeTKfefJxL58v8LlZbxwSWB3R5pwdE8BJuSEsA/iNOB94yDh8aBlbdn2pJy8v562Wh/L4V+JL8bS0FI/pYEJugdq96fp7PRExnoX4AzvJprWrS09Hu9LqXtcGBD6u4b10qU4a+Hke3sZehTh8lBQGyO8Te0kXh9OElR6xLiE+3IglwqyVj0T4eFg7lfQdgNU6OmCdrI29v6OL+acA4WyS6NRJbclkuEYzGi+vAHus5H2Aw0hHBPpay4d1FPxrwPmIEmahIuyraqezfpuQ4n74tV+X1uuT4aN4osP1POHaCsNoi4/RtBOl+nTjdXpv7UodsXj83Dg2j6zMd775ajzb3wfWxvRQa29Xno72JhZDnvnYHmqRj+pFXpd8lQVGy1yPigt14bsB8t7jCsCPxKVZiwN0tHU/OEGozTBh5qytrEDqIpzN0Wa8fHWez2lTE2CpDuftB9qMCNREmBGIIR0Oc2BeUvKHgMP8gigJ+KTcEGAVVOiJ80ELSeRDQ0LZ9aWetLyUbwMQpx1otsNXDF4fujaS1m5dWle03LZDbg9DbsHu857nLI/8lNODantTgCKc14vAOcThmwfq0bAt3b3eS3pvdzIRuCO1DG1G8TtYHkRe7nc8fy9lkRC7Z2Ax2oLOwVznySnN4+CGTCUsBnPu8zgIs/Bnhx+Pnp9Y3En1ORbZjRblT2I/KjQLa4RWYaOwRWgTdgp7hP3CAeGw0Cl0CaeEM8J54ZLQK/QJ14UBqn5kOgNjNvWlaNiy/gqJstkWhLyihZeyNTg6A8NCn84Gv5eF4Fz2ogWH/CvpbwE/zSCBcKEaQsLSARrSyubXdMR0kp0hALyEhYu98Oub5Jdga3+A0YTw+RAOcfCHGZR2QwjEkdwatT0j+D6AbwM6b4OY3wPYxKB8BvBAnCZJhVRKtRK1QOk6KPy5tB84QEOE90hdFL9M0in833DaIJdxCb8AvJoBeJTFl51A5zXxeyM85PDHLI7weZLC+AB8+y15O8V/CBS+zqD0GcDDALfqcJ63ySHkMxHyekH/DnXkisNReUuEXRAnAcpqPI78LS4bWu1HNVyg/dhr9A/hQjyX/jIPz0OESn4xkvCH8Xwk0zawABlpO1iETHgxXkxb8BK8BFnwx+mIXcF/Suc7Km7CTcgO5yoccK7iOaVM+SP0fuVjSgX6kFKp1KLfV76qrEdLlG8p30JLlV3KLvQxpVPpRMuUXyi/QC8xnYb//2H7maEviAb6/wFcQevATNvtc/d3/8REJ05R/NThXcHbznv56k4QXvZ4AHGmAm/f1KCArHiI7U4KkmBChOplGzIJTjoHtVK9lYn8VHNNQ0EhT8hHKcIM4R0oLMwW3oMiQqHwPhSVfyP/BsXkN+U3UbZ8W76Nch4CxeeoVLAZPBvtstPnR6hj6y8nqGN7wczKhdljsJExG8+yOSrbG7jFhrbU0RkwsxnGburo2ALTUTmmM1V2JwnOp24mdXQ8TeUfUblHVN4RlXZEpRxhOiZlM1NMx6SYjkkxHZNiOibFdEyK6ZgU0zEppmNSTMekmI5JMTtniobWTABPAoS1dDgvO4xvYDI1BGfphv4I4C908PsjuDQEtzAPfV0Hv6qDVTo8TQe36lKHd3y0tJp0cfYlwM7JRsMaHXj9aGjnqPhj3yX4LIrvZNzrrf38buDiBHp3d/fEvabuhftWS1DDfab/aHI7HufZmPEbD5CXenqPgzv69Ccor7H/wZZ3hN5jKu9I+hOV940HXN43HnN530DspoIQ/XIlvEMCd9sLn5bmsDV60HXsPRLa35BT5BxCkkVKRRYpT8pDYekvpL9CadI26TsoJu2U/hpNY2f9UZ4syU40XXbLeajQssLyOToKGVQG0cvWX1l/hSpsO2y70cfZ+gOm/Qym/Qy76x7TfgbTfgbTfgbTfgbTfgbTfoaWBfagMe1naH8HK60C7WcEdlMa7WcE2s+wFVGB9jO0r8PCTOpoP8NWQAXazwi0nxFoPyMs4XsO8MpLDcVpP8PsNdh+tUD7GYH2MwLtZ5j1EFs5Fmg/w9ZwhH3UdVB3iK0bUv84dSep66b/U34IF6nrofhV6l+j7iZ1g1Q9E+rMCCyf2GqvSOeXYoS6GHXTqJtO3SzqCmicedQvoY6NHcuov5S65QhsnthujLiSOrYS2IyYdRZYKYobqduC2EtjiFlF0ZkXEtnY/AD1D1PXycanCGxUxTPUnafuEnW91PVRd526AQSXVjDbE7a6RpzU+akLUZdBXQ51edTNoG427DBhAjdEyLkA4QYnCW5NIG8C3kZrK4WdGB5qg7f83iTsTtIB9s4cJhLbRR+AOxiGGI5V+KofpUOcdSwE4vB7GoYIe43vx4T1fqclthf77xJ7N+zH2s0NACEOgq80SC4Nw6E34HYHLQ6Ew00PKERepnA2mTkCYzrcrYNIg9N0kIe8HL8xYlT4zHjvzXHxFoS0T9bPP1w4dGkKMUOjQuA2i6E3AP/QfeeBUfsQ0OF12g81xXEOf6uTBx5yWs4aqfGJIJcEgEIF1QpYOEy1V8GDvisH1+F6OvtqwWvxerwJb8Xb8S68F7fjg/gIPoZP4NP4LL6AL+MrVPfeoJoKD243nKJ8f5FB2k7q6Miz0wBvR8LNi8gAbyPJC3VwPf3qv7T4BwB+azJoePvob0dD7dczgAcBcsoFw/kZgT/UfVWty9sOgHDawmCM4zxc397kyNgQffg4vw5MEDMxb/py8V/fNwX4Ku2tVPyfbHdDEAUReYSoEENe4TnheZQkvCC8QOdFbxPeTudF7xTeRedFBUIBShfm0h4jQygRylCmWC6+jPLlN+RraIZ8XR5AM+Vb8i30nodGt+CxzKEQpn0bpn0bPkQd7dsw7dsw7dtwN3W0b8MXqeuhjvZtmPZtmPZtzJpLoJ2GYKaO9m3M2pntpQq0b6PcQHTWiQTatzF7L1p+JNC+TaB9G9sXZvZmAu3bhOXU0b6NWfaynV847fVr2cJaAINUc+6hLeZHvK2Qn0Ctgl0WgTkT+Sc0rOFlaRBwOmoa+j75G8A5rBmBnyC7dd/Sed5Qn8j2FhB/LZVDcnDMV8Mp/gDifBRwuMFPo1avC4E45PM6+H0dDvNFfPRBQk5TK5Ee7tTBk1OGlJpUKKlIkErYnuj96j9BEIyCKriFgBCmbSRXyBdmCnNoSygWFgiLhCVCuVAp1AgrhAZhlbBaWCdsEDYL24Qdwm5hn9AhHBKOCseFk0K3cE64KPQIV4Vrwk1hUCSiWbSLXjEoRsSYOE2cLs4SC8R5YolYKpaJS8XlYpVYK64UG8VmcY3YKm4Ut4ht4k5xj7hfPCAeFjvFLvGUeEY8L14Se8U+8bo4QOjYhyjESfwkRDJIDskjM8hsUkiKyHyykCwmy0gFqSZ1pJ40kRaylqwnm+g4ejvcpNxODpIj5Bg5QU6Ts+QCuUyukH5yg7D+vp/2MmxHno6HaA/EcDPg5wCvBfxVwK2AHwe8GPBPMJyOkxjeCOHPAf5DwD8I+AHA5ybEr4dwdSw+NI3hQ/xdtr/X0WnWxU9M1wl4uy5v6wCPAP5lwOGeDLQP8NmAlwCdHsAX6/C9ujwv16XFafoT6OvzMxF+GuKvTwjfDeEFgPcAXjkpz6fCq/qEPEfG5n+oQcPbJwm/H9k4BfhLgH8b8JIEedDHmYo86GVgonqfqK7vp34/oouj54M+z7q0RuV54nINQJz20fiUeBvP273tyQ+/ncnm88zihd/inTgiFuF2W3bn1/C90Xy38U8e4b4222FfgtjIypuQh0e/e3jve/PMIpm9De1/4KV4WrjwYGXp/kr95MnV/Zbn2ZOx++XIg5S34fXlJ0tqhnP1rNX9cLkecA3CivmDpvkGwmKhsJfC83RGsvBJuZtSKBSKhPnCQmGxsEyoEKqFOqFeaBJahLXCemGTADuAfKVFg9t0ENZV2GrM0DpDGcX/Xb5C4XmZ7SH0y1sovMXiYMLWYTBhq0AU3waQfXscYL8hDSBbXzrJKfP1IglWGLWVWXhtzrAWjayc8DUcbS2Ir0QV68IhROpHIytCUn0c6testBWbHTo68Kv0GQaFTwNkd5wiZl0wAmFXQ4CZPLt5dAz8ThzScTGDBTp4IA6FMl34RQjZD3ilDp6YFLKvagT2imS/cTPjrTEZOHwK8IphnHK7D+IUxUOMCsDNALePwHZjA5VzPzlFfgH7IwoyS6pkQ4rkoNxSJZ+UjJxSihRCPtg3SYJ9k4C0Tfo2SpO+I30HZcLuSVTaLX0PxWRJNqEc2SI70QuyR/aid8h+OQm9U06TI+hdcoYcRe+WY3I2KpBzR3ZYPgA7LB+GHZb5th22XfDKadJDz1OynELzxHI2B3JWADl7H+Ts/ZCzYsjZAsjZi5CzUjryZ/WM8HLqqqirpW4ldY3UNVO3hrpW6jZSt4W6Nup2UreHuv0gCwgfpq6Tui7qTlF3hrrz1F2irpe6PuquUzeA4GifIDNdS52TOqrN2akVIYO6HOryqJtB3WzqCqkrAslEwkLqFlO3jLoK6qqpq6Ounrom6lqoW0vdeuo2UbeVuu3U7aJuL3Xt1B2k7gh1x6g7Qd1p6s5Sd4G6y9RdoY71Azeou0VbCs2saKSOziBEqk3FAHVh6qLU5VKXT91M6uZQN5e6YuoWULeIuiXUlUOb5KuufKUV1u+leQC/xiCzS5pwf2ZI2g37MOsgvBnwTRDOQn4ssVOQp4H+v2v7P1xTwJqZZEbxVaVfxvUChIQI0+2ziX0E3mnXJUMHR3ZdxoToIN9pGdLtwDw8OHRJB68Ohw+9gWwUf157a2TqNNkJS9ghwSbYByOsFjSeD2khHK8fCdd2SKAWJoCGo4ZWqoLPwqreffZtwnZhl7BXaBcOCkeEY8IJ4bRwVrggXBauCP3CDeGWKIhGURXdYkAMi1ExV8wXZ4pzxLlisbhAXCQuEcvFSrFGXCE2iKvE1eI6cYO4Wdwm7hB3i/vEDvGQeFQ8Lp4Uu8Vz4kWxR7wqXhNvioOEEDOxEy8JkgiJkWlkOplFCsg8UkJKSRlZSpaTKlJLVpJG0kzWkFaykWwhbfDy+H5ygBwmnaSLasEz5Dy5RHpJH7lOBiQkyZIiOSW/FJIypByqAWdIs6VCqUiaLy2UFkvLpAqpWqqT6qUmqUVaK62XNklbpe3SLmmv1C4dlI5Ix6QT0mnprHRBuixdkfqlG9ItWZCNsiq75YAclqNUA+bLM+U58ly5WF4gL5KXyOVypVwjr5Ab5FXyanmdvEHeLG+Td8i75X1yh3xIPiofl0/K3fI5+aLcI1+Vr8k35UEDMZgNdoPXEDREDDHDNMN0wyxDgWGeocRQaigzLDUsN1QZag0rDY18P5pCOOGhvQ6XGALnwrUX5D7MID+rIfB7I/kpB36mnJ+ugjMcmP/KX52HUxTa205/CRDel9LOfH0WID9LwU85wX0R/MaaRDoYTmnBiQPtznLt1DinnAkhEEe7y+OzE6QFN3rwew94WvzGoEE4T3j7n+Bbfk4NXqjid1QmlpSfwBJegJiv6XL+PHz1yXh+hGQI/wcIh7MmQ3CKahDuEOIn2vBvAPIbM74N8Cs6yM9S8nOP/AQMP1HJ77ni9zbwMyiQivCHE+RwKiH8DhQ46SLIE8ThNxAAz/H/gdTh1KsAOL9JiN+KpN1OZgbIz7Lyuyz4nRX8FbF36iSKU4NbYAS47YXftCRaIOR7QJnfA8Zv+eC3IvEzrvwGI2kC/txTyMNrKfxUIOY3KPBTwfwVR3jRB8MLjYntIvGre2sXia1gSjI/BQl/ePI8jm5JrIsJyq7PoXYGm58fzh6fh+NwNVG3JIbckyQklPTe1mvGewGdtZpp9De2DjCLugLEzlVimDuXUsdmSeyt1uXUr3oQ4x25SGaDhjY6jsikqbSiU+gaduMZdHbdgLfSGfRFOpqYLiyiI4YtwiHhgojECO35K8Q1tHc/IfbRHjyf9tSryS7aG1+lM5E82ru2I4KcyA8nrIbfwMHSeTa2lM4jdk6ihOGkieFCH7NmoCNhZrk/IHYj9tphbDwKpmnsJIGhmr2MYwiyMadUPyRTOpfk1azmGI6XSqzmcofYO+NmZEdedguHGGbzZrED3mzpYenh60P/MSpGC5s1U/ofGonRiJL0MYRDQKMUaLSx2TVeP4ZGGGi0AI02NiPHxePSaAEaxxkPBOdQxoQ0elgMWpaMCfMBNCbNB6fB8iEiFblH3qQdroNvTFIHE5c+746lz5tK6WktyHfKeUKMpXcofQuzK0ko/SgahpV3oDEHYkxOY/4dacyfnIZwiK28TEZDOAcxJqUBPA3DK09AA/WMWy+9g0fuQOP+JWqnFBuWKDGHdE4uUWPa5A4a4+KYVCsg1SNaqjvGqQVlFI2949AoHUVj7zil72Mra7R/5TRyWcsfQ0OBGLUaDRajgNK4k47Tc2POuNwYh4JhLtMshl0spuQGaguAQlgehDpi549UNiu+ewrwss1YCgKyWF61vIqQ5YuWLyJs+Q9LHxKs77O+D5nVavVzyGLbaPsLlOSQHBJKdrzfUYSCjlWOV1HY8Q3HN1DE0en4Pyid2U/dgxVxABXKaXIe+iCsJ30U1pM+ButJy8CW+CV2nhlvp46OX9ktFLgdTWRbjHW2xZitv2u2xXB3oM62GAnsJZ0wwjrbYiTMpI7bFmOdbTEW6ChHZ1uMpmBbjCexLYYz9zrbYqTZFuMxtsVoHNtirLMthttkNNtiGLFotsVYXE79uG0xFhup30wdty3Gmm0xGmNbjHS2xUjsou7OtsXsXjt2cv/+1qT4G276lSn+npt+fUqzGZ5glWrUm2+Tr1hxm2HdutWwzfADWb0asRlOWMPio61Em+E7rGd9fNJfpwj563ajQnQv3WmrWtyOd7y1rYnexJsIPqTVLv1re+ZCs4qIeSlb+brbs7+iU/SLITFDzBHzxBnibLFQLBLniwvFxeIyOqatFuvEerFJbBHXiuvFTeJWcbu4S9wrtosHxSPiMTrePS2eFS+Il8UrYr94Q7xFBGIkKnGTAAmTKMmlY+GZZA6ZS4rJArKILCHlpJLUkBWkgayiY+R1dKy/mY70d5DdZB/pIIfIUXKcnCTd5By5SHrIVXKN3CSDEpHMkh1eWYxIMWmaNF2aJRVI86QSqVQqk5ZKy6UqqVZaKTVKzdIaqVXaKG2R2qiG3SPtlw5Ih6VOqUs6JZ2RzkuXpF6pT7ouDchIlmVFdsp+OSRnyDlynjxDni0X0vH/fHmhvFheJlfI1XKdXC83yS3yWnm9vEneKm+Xd8l75Xb5oHxEPiafkE/LZ+UL8mX5itwv35BvGQSD0aAa3IaAIWyIGnIN+YaZhjm0Byo2LDAsMiwxlBsqDTWGFYYGwyrDasM6wwbDZsM2ww7DbsM+Q4fhkOGo4bjhpKHbcM5w0dBjuGq4ZrhpGDQSo9loN3qNQWPEGDNOM043zjIWGOcZS4ylxjLjUuNyY5Wx1rjS2GhsNq4xtho3GrcY24w7jXuM+40HjIeNncYu4ynjGeN54yVjr7HPeN04YEIm2aSYnCa/KWTKMOWY8kwzTLNNhaYi03zTQtNi0zJThanaVGeqNzWZWkxrTetNm0xbTdtNu0x7Te2mg6YjpmOmE6bTprOmC6bLpiumftMNE23L/A5EDDcPYZizwruWE4fDehKCe4MQzN2H4C7sUSs0L8GvsK7A7wTCcN8PhhuJEKymoB8BnBOnMAT38dKRCQv/IcA/gnB+92rCqp42I+e3N/5vgDAvh/c2J6YPt7bDnSLaPHvwIoTD/TIIbj9FH4Rf4UaYUasUMM/m91NMmB9YacP8vmy4kwXOp+Ih4KR+ze8W8BDz/Xu4cQq9HWJun4xv2p2Yvw8hsOaBlkEI3F+Jn4MQWCkZ+mxC+L8BhFtvYGY+al3wNryEo9277YM4wFUEq2LCRoAO+PXf4rLB72oSIIf4r+P55Ldtavcq89UIWJPTbsnkFGBNAl2dtFx3GS5YIZzfCgprTugbk9I5ARBqHPF3h/gN0nzFi6+1QK3x94K023Z4HLihGvN7rRJWFvE8Xbrv0fGf3xcNbYrfCI25pL0XQhLWPvFsiM/vgoZ7iwW4PRfDO0XjrC1tmpT/Dyj8cekNDLcjw/0/GG7CG35Xin8LNBHcnj3E7ySbQD9MSOdB6YcJ9MBdt/e7bNePq/1OqG8nkoeJ+DlBuRJXOrmcTFhfE4VPUF8Thj8guZ2Ab/e28jrxC7/8Pju27iqgedTx++yG112xtu4qoFrqr0QiaqSumbqHc59d/DwyW2NhYez0FH/9CZNvaWvI67WSmKEkljt+RaH5lu5sMruRa8G41O/yxPEI1cnTfv2hpD1MlZ3u9o+laO4ZlWbxmDTv/uz85Lz3g4UhO/G96j7SedC5CsA9YfOpzO7W7n17FPl60KV4cDWol9jhGiu9rxq733bz+ORGn4u4nDQ/Qjm5X949PdKtz3UQbqtbQEdc7CzzxSc63/deNw+2zb7+RLTZsbl4PG329aeyzSbm+mlos6//j2izr48awxXdX8tKGHfVP0rZHEk93kZ3Pbm1RXOLnchxDBmc+UhBL75l+8hsHw3NhjWGVsNGwxZDm2GnYY9hv+GA4bCh09BlOGU4YzhvuGToNfQZrhsGjMgoGxWj0+g3howZxhxjnnGGcbax0FhknG9caFxsXGasMFYb64z1xiZji3Gtcb1xk3Grcbtxl3Gvsd140HjEeMx4wnjaeNZ4wXjZeMXYb7xhvGUSTEaTanKbAqawKWrKNeWbZprmmOaaik0LTItMS0zlpkpTjWmFqcG0yrTatM60wbTZtM20w7TbtM/UYTpkOmo6bjpp6jadM1009Ziumq6ZbpoGzcRsNtvNXnPQHDHHzNPM082zzAXmeeYSc6m5zLzUvNxcZa41rzQ3mpvNa8yt5o3mLeY2807zHvN+8wHzYXOnuct8ynzGfN58ydxr7jNfNw9YkEW2KBanxW8JWTIsOZY8ywzLbEuhpcgy37LQstiyzFJhqbbUWeotTZYWy1rLessmy1bLdssuy15Lu+Wg5YjlmOWE5bTlrOWC5bLliqXfcsNyiwqvUVEVtxJQwkpUyVXylZnKHGWuUqwsUBYpS5RypVKpUVYoDcoqZbWyTtmgbFa2KTuU3co+pUM5pBxVjisnlW7lnHJR6VGu0pn4TWXQSqxmq93qtQatEWvMOs063TrLWmCdZy2xllrLrEuty61V1lrrSmujtdm6xtpq3WjdYm2z7rTuse63HrAetnZau6ynrGes562XrL3WPut164CKVFlVVKfqV0Nqhpqj5qkz1NlqoVqkzlcXqovVZWqFWq3WqfVqk9qirlXXq5vUrep2dZe6V21XD6pH1GPqCfW0ela9oF5Wr6j96g31lk2wGW2qzW0L2MK2qC3Xlm+baZtjm2srti2wLbItsZXbKm01thW2Btsq22rbOtsG22bbNrZ7bdtn67Adsh21HbedtHXbztku2npsV23XbDdtg3ZiN9vtdq89aI/YY/Zp9un2WfYC+zx7ib3UXmZfal9ur7LX2lfaG+3N9jX2VvtG+xZ7m32nfY99v/2A/bC9095lP2U/Yz9vv2TvtffZr9sHHMghOxSH0+F3hBwZjhxHnmOGY7aj0FHkmO9Y6FjsWOaocFQ76hz1jiZHi2OtY71jk2OrY7tjl2Ovg+1HtsHaCqznau9H8bVduOMc/x7AT4A+7Y/HIRlxXLufHl4r4O8RaJbAsIbL72LnOH//Q1sJhRVGBJaB2itSp3Q4t5msBQgvR6BX0cg6kdgVx/mbFJivX4OVKToO4bASTexxXHuxAu6bx3BbPIJy8TcpNItN3fsUaABwuD8e8ZeyfqpLkeOwQs3X3TB/v/6HutQDutT5Df2wZofhjVp0AH7lr6H06nD+UgasruKau8xnPeDwcof2Lg5/xePHgKu6r3hM/lJoOI5zi0ctJl+XhNdT+Uoct4Hkrwpwu8ohqC8Eq/Do73USEtBJSGLZm+HXWbqyc/zbutRfuKc64u8GrIzj2uonvAyCYxATXgDga7WaJK/S5bNYx/l18CusovLXazUc3iLEEYB8rfPL8Cukor3vymNyq1e+vrkAYvKVTaOOJn+7hNc47FtgaDXa2jR/aaEjjguAI3gVAR5LZvc2oOFVY/5Oj/ZK27GEmHt13ObtiL8VUqCTOpANeMVDa4+aLB2Iy5LG+bCOS/AKnBSL4wQshPnaPd/X0WLCKjDZEMf5CykaP6fH653zkL/vrL2Y97ou9c88tJjwWqom8706HCyi8XqAM+6S5m4dt2/pcP5aKuf/inh98VYpgczw/SrCLZkr41DTirCLRvjLfrATRjDESdCK3KpZAhnjZy4Ibx16rQi1z7Wr9poM17pg1a+1TYipaQZ4W4Pw/bkZcbkaRzNAitI8Xeq8p9BrhnodP9foUv/1+FKncemwDg8myJJOPuUQMlMctDR/01wvn9pLYDpJFg2jJJn1mNsfGs1nr4flKfLXnariOIYdJr4DhEFXI675uQwP6PBlgJfoYk6935x66o+335x6b/gw+riH0XM9e/0R3wX/GsSBF7jpOITdL/SfutT5OITThxdQ+Vv0HNfK/ncQAiPGoR6tRO0jPQt/BxVqhJ9qQfDGHirWuN0+IiEc5y+U8fe5/0gndbCvTBbFpU5cnSB1dyvzU4jJ72iaRObbIfWBu4p5t1yK6rjEX5T9tY5LXINxnQAvzY6MVNtHNBjwUNNgXEJWQswNcTxBQgRkIt8k30QIdqYx7EwHYWc6FXamw7AznQM709NgZ/qDsDP9YZqGj3xC9/5TLfkMWZHwBtQXyWqySXsHitkpxPelsbYvzUolwxunaxBBrdTfiES0heasDXoMjNir8PtBg2J0GEmI3T3fBXoSI3a3KLu/C05AQ8kfP9SvSc6GMGbFy3d3bWNezGKc0r+VJSALaRuxEQhATaSYf2b+2VhLAfOv0fPmN8xvoneYb9O6KYS6mQd1UzxmHbN6VB7udq3vUeY4vva59T7y/CSXkNfJHDT3LuVi6vv4NdqboA+rvu9m734b2vEE1eNU7VDuts2Ot3fwcNvc+PsFT1KbSeTJvcr8eDYHj0bGx9+xfxJlOnH/+n64PXa3+NFxO3Gv9Unl9utjuF19l9y+23I8+D625r70xZNcQr30nHiCpOdx13lBQkt+0Hme+tig9j5b9qPPedySog3u/nta5WqqVosPW6eNN4Z5snSSPofPhk5JLFGh9sriw9cKDO7QUhjdouq091GeqJofN8chZKC/Mhu+7dobLk+xJIxbwkfbU4w3wn4ye4bx7WCfhZ4gcX71KGt/7Ij/ya39RIvKZ6X2Wcn4ORSntoYZr3dMNiEcWJK0jcJypIj5b528vvuT12bBbDSrZrc5YA6bo+Zcc755pnmOea652LzAvMi8xFxurjTXmFeYG8yrzKvN68wbzJvN28w7zLvN+8wd5kPmo+bj5pO09s7RMX+P+ar5mvmmedBCLGaL3eK1BC0RS8wyzTLdMstSYJlnKbGUWsosSy3LLVWWWstKS6Ol2bLG0mrZaNliabPstOyx7LccsBy2dFq6LKcsZyznLZcsvZY+y3XLgIIUWVEUp+JXQkqGkqPkKTOU2UqhUqTMVxYqi5VlSoVSrdQp9UqT0qKsVdYrm5StynZll7JXaVcOKkeUY8oJ5bRyVrmgXFauKP3KDeWWVbAararVbQ1Yw9aoNdeab51pnWOday22LrAusi6xllsrrTXWFdYG6yrraus66wbrZus26w7rbus+a4f1kPWo9bj1pLXbes560dpjvWq9Zr1pHVSJalbtqlcNqhE1pk5Tp6uz1AJ1nlqilqpl6lJ1uVql1qor1Ua1WV2jtqob1S1qm7pT3aPuVw+oh9VOtUs9pZ5Rz6uX1F61T72uDtiQTbYpNqfNbwvZMmw5tjzbDNtsW6GtyDbfttC22LbMVmGrttXZ6m1NthbbWtt62ybbVtt22y7bXlu77aDtiO2Y7YTttO2s7YLtsu2Krd92w3bLLtiNdtXutgfsYXvUnmvPt8+0z7HPtRfbF9gX2ZfYy+2V9hr7CnuDfZV9tX2dfYN9s32bfYd9t32fvcN+yH7Uftx+0t5tP2e/aO+xX7Vfs9+0DzqIw+ywO7yOoCPiiDmmOaY7ZjkKHPMcJY5SR5ljqWO5o8pR61jpaKRzwTWOVsdGxxZHm2OnY49jv+OA47Cj09HlOOU44zjvuOTodfQ5rjsGnMgpOxWn0+l3hpwZzhxnnnOGc7az0FnknO9c6FzsXOascFY765z1ziZni3Otc71zk3Orc7tzl3Ovs9150HnEecx5wnnaedZ5wXnZecXZ77zhvOUSXEaX6nK7Aq6wK+rKdeW7ZrrmuOa6il0LXItcS1zlrkpXjWuFq8G1yrXatc61wbXZtc21w7Xbtc/V4TrkOuo67jrp6nadc1109biuuq65broG3cRtdtvdXnfQHXHH3NPc092z3AXuee4Sd6m7zL3Uvdxd5a51r3Q3upvda9yt7o3uLe429073Hvd+9wH3YXenu8t9yn3Gfd59yd3r7nNfdw94kEf2KB6nx+8JeTI8OZ48zwzPbE+hp8gz37PQs9izzFPhqfbUeeo9TZ4Wz1rPes8mz1bPds8uz15Pu+eg54jnmOeE57TnrOeC57Lniqffc8Nzyyt4jV7V6/YGvGFv1JvrzffO9M7xzvUWexd4F3mXeMu9ld4a7wpvg3eVd7V3nXeDd7N3m3eHd7d3n7fDe8h71Hvce9Lb7T3nvejt8V71XvPe9A76iM/ss/u8vqAv4ov5pvmm+2b5CnzzfCW+Ul+Zb6lvua/KV+tb6Wv0NfvW+Fp9G31bfG2+nb49vv2+A77Dvk5fl++U74zvvO+Sr9fX57vuG/Ajv+xX/E6/3x/yZ/hz/Hn+Gf7Z/kJ/kX++f6F/sX+Zv8Jf7a/z1/ub/C3+tf71/k3+rf7t/l3+vf52/0H/Ef8x/wn/af9Z/wX/Zf8Vf7//hv9WkpBkTFKT3EmBpHBSNCk3KT9pZtKcpLlJxUkLkhYlLUkqT6pMqklakdSQtCppddI62uvAW5F811+PS/WDLTREZpDblnGLHD2uhRyJ49zKh9uRTIh/H2gKQF8fDjdCiuHB2tG4WDrYOhLeFM+DHtf218lkOG5kdPBqBskyjX7DsHUIGmC4BDvZfMdXBJsbbhvB97CFQ0BhKVDIiFMehS/T5RDOcJOZCeEr4uFixeCSEcsGsEKYCCed8RJxHG+BnPBwbr8F9jrcxkuPC2W3z7GysxfqBW4zATZqepzvnfPavGt8D+SkkEFukcZtCzhvaT5Z3cGuOb9hVo/zEvE9flIb55K266/HK8aXQF5fmvTym2e/yFLULCNb4t+i44zbmnQpLI7UFs+DxluwYuG33PI6ZfdhISwf0NdjvNb0dSQdBvr7GGSvKYJcsZCSwe7hnGg126tJ1BJmW8PurtTqgtuvtAB9PYe7dHwoGp+rvEQULhluU5rlk6LlhP5qglP7RrB1MMJNHgawsZBOw7fQyoxAU94B/DkOqeg0g75NjZJVXW65LYsBLIG0NjVB69ZzW+wFzTAdoB4XWEzKq9rhdppYCj1NuU4rb8WYdjeBrptIU02kSSZvoZoe0LXWiVqNsHaQvTZxgEGhjN1TKkSZnIzScsuAS2eBD3PiMsBT5PZV+rIIfcCrMqhNXd70LVEIgu7tZFCI8tsHQfsNaG05XuO8rXELTm4lNleT29qRtPidHL/WlQ4gu8B5ND/1mlb2MymVELQOHa9G5ZNz+Cc6yef38II9K7dVJU26kh5LgIfiNLW2AHcx4xlxadcg5+o2aDvnuExCONc/tdCiSbx+NVgAcAdvuRo1GlOG/kLqhxZ0Pk5Hy21HvFVKcN+MZoV2Oa61NEvuYZlnqe/gePxXsTtOB1+HOFAuDrltqDALQlYzWyC8HlI/EucD5xLPj7ROV+NRrT2OtFatxrcBNHLKAPmNHad0+rBFV0dz4q2b55C26NqRXzvGUjOsgpyApjKCXZ1m43sKOAn209ImyFVVvJVxDvD+jnwFYu6O16lmX+jnNRIvI9eHes3P+0qtN+QaFWRDqMbnRvqL4/H4wxDiXIT43PbxFcihHTjfqJOxLghZCjpqIcQJaPXLwiGEShrDC3RfdQMEvmnaoBPgGoAlcTq0leWPtLUo0FGBPtfhJ4HOZp3G0NWXJv+HNP3A9W03aJJuyEkr6KvWMaO++UBzuC8biU9h60j4Kc7DeK0lalot3WpNq2wHfPvodLUWB/U4qgdJGBNq44EJxopcLwnnmPajdbF9GOo1vL5X4jinyfsyXkZOE5N4HjguHBuEm1yBD2uhFnJBcpp17X0CfFRvtTOeLuUJp9Y90htuHKvhp4IP92WQKx0+ztiyMR4+IsPdEL8bjR5broL8OLn0xsMnijN6/Ak5qYRwKB3VUd0Qn2u8JSPjGdDMNA/bIeb2MeET9bDlcW2mz4N+jHoX+L54CB9P6vEJx7pNcVniZeS9PG8vnA+cDv9WP8rSt9MJRy9Tx++HTle8zVIO109xrjdlnNMcPeLiUgo84TI/915kfhR+P3R033J9pd0edx/zJj2dUSMfrjc0XB+ukxO4FY+ApfiEs9HOeD3qxxX8xjutZnl+dLMqXiMaBTkuw/oRmtYWIC0J7sbTdFdX/Fs+PtHywLXB3HiKvG0mzha1tgN51nolfY/Dz2xAL6D1jx2jZKYBjZq7cb2qla4vLld87DFOv89TicZzpZ2f4TwvivNN4x70UNpoRMcBjasNd4Zar3oqXjo91G50g/NL/PwP6h9boomgJm+JEG6mNDjjudX6Nd5HHGXadVQZIY4B5hp8BKVJ4yodN6oS8Kq4zGj5h1Nz2rmsrgTYMhYmyrO+T9HrWP1qgHbuZYt+dKeb9Yd19X4KZkB8rDLBGpc2emSpCygVGeCU3l70d2gH6kDH0C70Gv37AepGr6OD6Bo2odNYwcnoCg7jNDSAM/C30S35m/JPcIM8aPhL/F3DNsN/C+83vdf0XuFbzNJIaGN7GsK3TR2mDmGX6QemHwjfVVxKrrBbeZtSInQqLyq1wgWlXqkXBpXPK6uEIeWrynoRK3+h/IUoKn+lfEskyi7lu6JJ+b7SKVqU15RuMVk5o/yrmKb8SukTs2wem0f8PbbDJDhgz4nOM1Fs6Aa84jkTzUHMDgXD7RcIfW4Ku1/DO3D3csfeg7G0EtEsVAC3kLC9tMa7zDlGAvk62fRYSyBACVj+BbQCbX8kvH8cNnGspipRjVZTUy/n3e+wPl6JJGg2qkKb0TbE34A//ZBK+rTxRQS+1AJXBKozHxZfnrZ2QcDqbwucvApSqt1YeOol5vHol9moEBVr8tWk2bY9qr7g8UgOb1H1mqaZeonvRRKehL5SGmkru6C1YM0a8MloK08Ch7g2qUMNmjbZ+9A49LS2Ggls7bbSEQh7eSRE6V7AyjMjRY+Do6NHsA2PYAQ7uT392J6g5RH2BJPnTICcsXyJaCUdA+1+4kb7d+asfgw39fw/qrHH5PlPGGuhc09Qy38YLYH3Bqy0Itr5EMv7ZMgnGdHtTLOL6Awm2PyU1/CDbb/sjGqJJg+r6Oig/YkdJU+lJevHOVMvyaPulScvyTjjEXT5CZLZh1dyop16aNRa676HWPInS3olOAPGTl2wOVuYhlzEKnY/I7X+IDn1uMaWwyd0Hmf6rz8RY9lhTjwZOXn9KRpF6zn3NIyah/P7rI6S4/XxbI6K4/X31ih4tA5/evTF60+Zvnj9GdcXrz/j+uL1t/TFOO3vaZslj+65n6ZZ8bOQ82d9FqvvR6u0fnQzOqbdyfK4dcT9jczfaumPur08++td/xM1w6O1HsTanUqPz/pvOAdPuvWenlNPsvXdcD6fNeu5OP+fLeu3eH39z7Ze09fv02F9NrqlPQ3WY8M5fnatv0a3pmfReiteh29ZX+k5gp8/+vw0JEwLIEU4bSm2LLAssiyxlFsqLTWWFZYGyyrLass6ywbLZss2yw7Lbss+S4flkOWo5bjlpKXbcs5y0dJjuWq5ZrlpGVSIYlbsilcJKhElpkxTpiuzlAJlnlKilCplylJluVKl1CorlUalWVmjtCoblS1Km7JT2aPsVw4oh5VOpUs5pZxRziuXlF6lT7muDFiRVbYqVqfVbw1ZM6w51jzrDOtsa6G1yDrfutC62LrMWmGtttZZ661N1hbrWut66ybrVut26y7rXmu79aD1iPWY9YT1tPWs9YL1svWKtd96w3pLFVSjqqpuNaCG1aiaq+arM9U56ly1WF2gLlKXqOVqpVqjrlAb1FXqanWdukHdrG5Td6i71X1qh3pIPaoeV0+q3eo59aLao15Vr6k31UEbsZltdpvXFrRFbDHbNNt02yxbgW2ercRWaiuzLbUtt1XZam0rbY22ZtsaW6tto22Lrc2207bHtt92wHbY1mnrsp2ynbGdt12y9dr6bNdtA3Zkl+2K3Wn320P2DHuOPc8+wz7bXmgvss+3L7Qvti+zV9ir7XX2enuTvcW+1r7evsm+1b7dvsu+195uP2g/Yj9mP2E/bT9rv2C/bL9i77ffsN9yCA6jQ3W4HQFH2BF15DryHTMdcxxzHcWOBY5FjiWOckelo8axwtHgWEWlZZ1jg2OzY5tjh2O3Y5+jw3HIcdRx3HHS0e0457jo6HFcdVxz3HQMOonT7LQ7vc6gM+KMOac5pztnOQuc85wlzlJnmXOpc7mzylnrXOlsdDY71zhbnRudW5xtzp3OPc79zgPOw85OZ5fzlPOM87zzkrPX2ee87hxwIZfsUlxOl98VcmW4clx5rhmu2a5CV5Frvmuha7FrmavCVe2qc9W7mlwtrrWu9a5Nrq2u7a5drr2udtdB1xHXMdcJ12nXWdcF12XXFVe/64brlltwG92q2+0OuMPuqDvXne+e6Z7jnusudi9wL3IvcZe7K9017hXuBvcq92r3OvcG92b3NvcO9273PneH+5D7qPu4+6S7233OfdHd477qvua+6R70EI/ZY/d4PUFPxBPzTPNM98zyFHjmeUo8pZ4yz1LPck+Vp9az0tPoafas8bR6Nnq2eNo8Oz17PPs9BzyHPZ2eLs8pzxnPec8lT6+nz3PdM+BFXtmreJ1evzfkzfDmePO8M7yzvYXeIu9870LvYu8yb4W32lvnrfc2eVu8a73rvZu8W73bvbu8e73t3oPeI95j3hPe096z3gvey94r3n7vDe8tn+Az+lSf2xfwhX1RX64v3zfTN8c311fsW+Bb5FviK/dV+mp8K3wNvlW+1b51vg2+zb5tvh2+3b59vg7fId9R33HfSV+375zvoq/Hd9V3zXfTN+gnfrPf7vf6g/6IP+af5p/un+Uv8M/zl/hL/WX+pf7l/ip/rX+lv9Hf7F/jb/Vv9G/xt/l3+vf49/sP+A/7O/1d/lP+M/7z/kv+Xn+f/7p/IAklyUlKkjPJnxRKykjKScpLmpE0O6kwqShpftLCpMVJy5IqkqqT6pLqk5qSWpLWJq1P2pS0NWl70q6kvUntSQeTjiQdSzqRdDrpbNKFpMtJV5L6k24k3QoIAWNADbgDgUA4EA3kBvIDMwNzAnMDxYEFgUWBJYHyQGWgJrAi0BBYFVgdWBfYENgc2BbYEdgd2BfoCBwKHA0cD5wMdAfOBS4GegJXA9cCNwODySTZnGxP9iYHkyPJseRpydOTZyUXJM9LLkkuTS5LXpq8PLkquTZ5ZXJjcnPymuTW5I3JW5Lbkncm70nen3wg+XByZ3JX8qnkM8nnky8l9yb3JV9PHgiioBxUgs6gPxgKZgRzgnnBGcHZwcJgUXB+cGFwcXBZsCJYHawL1gebgi3BtcH1wU3BrcHtwV3BvcH24MHgkeCx4Ing6eDZ4IXg5eCVYH/wRvBWipBiTFFT3CmBlHBKNCU3JT9lZsqclLkpxSkLUhalLEkpT6lMqUlZkdKQsipldcq6lA0pm1O2pexI2Z2yL6Uj5VDK0ZTjKSdTulPOpVxM6Um5mnIt5WbKYIiEzCF7yBsKhiKhWGhaaHpoVqggNC9UEioNlYWWhpaHqkK1oZWhxlBzaE2oNbQxtCXUFtoZ2hPaHzoQOhzqDHWFToXOhM6HLoV6Q32h66GBVJQqpyqpzlR/aig1IzUnNS91Rurs1MLUotT5qQtTF6cuS61IrU6tS61PbUptSV2buj51U+rW1O2pu1L3pranHkw9knos9UTq6dSzqRdSL6deSe1PvZF6KyyEjWE17A4HwuFwNJwbzg/PDM8Jzw0XhxeEF4WXhMvDleGa8IpwQ3hVeHV4XXhDeHN4W3hHeHd4X7gjfCh8NHw8fDLcHT4XvhjuCV8NXwvfDA+mkTRzmj3NmxZMi6TF0qalTU+blVaQNi+tJK00rSxtadrytKq02rSVaY1pzWlr0lrTNqZtSWtL25m2J21/2oG0w2mdaV1pp9LOpJ1Pu5TWm9aXdj1tIIIickSJOCP+SCiSEcmJ5EVmRGZHCiNFkfmRhZHFkWWRikh1pC5SH2mKtETWRtZHNkW2RrZHdkX2RtojByNHIsciJyKnI2cjFyKXI1ci/ZEbkVvpQroxXU13pwfSw+nR9Nz0/PSZ6XPS56YXpy9IX5S+JL08vTK9Jn1FekP6qvTV6evSN6RvTt+WviN9d/q+9I70Q+lH04+nn0zvTj+XfjG9J/1q+rX0m+mDGSTDnGHP8GYEMyIZsYxpGdMzZmUUZMzLKMkozSjLWJqxPKMqozZjZUZjRnPGmozWjI0ZWzLaMnZm7MnYn3Eg43BGZ0ZXxqmMMxnnMy5l9Gb0ZVzPGMhEmXKmkunM9GeGMjMyczLzMmdkzs4szCzKnJ+5MHNx5rLMiszqzLrM+symzJbMtZnrMzdlbs3cnrkrc29me+bBzCOZxzJPZJ7OPJt5IfNy5pXM/swbmbeiQtQYVaPuaCAajkajudH86MzonOjcaHF0QXRRdEm0PFoZrYmuiDZEV0VXR9dFN0Q3R7dFd0R3R/dFO6KHokejx6Mno93Rc9GL0Z7o1ei16M3oYBbJMmfZs7xZwaxIVixrWtb0rFlZBVnzskqySrPKspZmLc+qyqrNWpnVmNWctSarNWtj1pastqydWXuy9mcdyDqc1ZnVlXUq60zW+axLWb1ZfVnXswZiKCbHlJgz5o+FYhmxnFhebEZsdqwwVhSbH1sYWxxbFquIVcfqYvWxplhLbG1sfWxTbGtse2xXbG+sPXYwdiR2LHYidjp2NnYhdjl2JdYfuxG7lS1kG7PVbHd2IDucHc3Ozc7Pnpk9J3tudnH2guxF2Uuyy7Mrs2uyV2Q3ZK/KXp29LntD9ubsbdk7sndn78vuyD6UfTT7ePbJ7O7sc9kXs3uyr2Zfy76ZPZhDcsw59hxvTjAnkhPLmZYzPWdWTkHOvJySnNKcspylOctzqnJqc1bmNOY056zJac3ZmLMlpy1nZ86enP05B3IO53TmdOWcyjmTcz7nUk5vTl/O/2vvbcCaTM9E4Tdv/hBDCCGEEAKEEEJIQggQQgghhJBxrXWtda2HWuta13Wsh8/jONaPWmupda1LXetY67HWMtbxuAy11rrWdfz8PNa6rus4DuM41rWOdRzqoYx1qOWzDnXgPO/9vMl7h/BqqLp7fefymut5c8/t/fzdz/3//jDkGHYyToVT5dQ6Dc5Cp9XpcHqcPmfQGXFOdc5wznbOdS5wLna2OVc4251rneudnc4tzu3OXc49zm7nAedh5zHnSecZ53nnRecV53Vnn3PAOei853zgYl1pLrVL5zK6zC6by+WqdvldIVfUNc010zXHNc+10LXEtcy10rXa1eHa4Nrk2ura4epy7XX1uA66jriOu065zrouuC65rrpuuG65brvuuu67RipkFekVmgp9BckMJaPSn5IIe3A0g8DL5LL4X987rHiPwzNLOFhpjsGSHvkpjnLkHtAUQd9PcuPIsxkJ28CNE8Nz9GyejPuKXvkoV+0cUHyHwLbRyxxevobAP2RquW/nKD4PX4Tykesu+SJC2T9iHQsrauLwc/JOcv0u15cZVYzGYMmAbDf3lZfRGRyskMZgdodsJ8kygqPHxsJy73iwxKU4zn2LbvSjMbBVzv1FuP6Pb3Gw4s04/JL8V2SErwPNS7K15PoZgEdl78V4QuC7Aiy/KfBKlsNdR58jmG/KSBbLZo5eITSvy6Pk+lcjZDR2kpxb4SQY81PyMLl+a5Ql17+ULSR47q+hSiQ35e9wV+6LaBKVXE+uUxkt+VeLrDd2XvSsY2uAc28ftcXPCM5C8rpsX2xecu4hJANBAebPfTbA7vhZW+SbY3OxFsVfonkHYvOyeYq34ueeB+fOw7ycbBVkY/Qs0BQn0SwC/BeS8AqQE6MgM0rN+LKEYZDth9NIlZ+Pyxgve6ObEKwUaAC2Kl4fQ//WyPtktPeU/yUut39U5sfhIQGWHFB8KMiwfL0AU9keGY7DrSPfjsGSGyP/ayxefhnpwv+L4J8/Wi8mpiNMP7d3qgtYhh8HJvL/TzE5lHxb/mEcBv2iusbOkP8jWY9b0DseP4lbD68vbyhNMZjqEfPuyEHQ2RZBZxPgrybiiS6/jeALY2iwPj4czh7pjukpsxrwNzk+8zp7U/GyAPM0WYBfEsdb5ENM7G8WY3uoUnD/OpWzq5J0WSW5Thn9JXeVhxD8rRiMbUIiLH8D6e+XEPwviOYlBL8d1/FbSmY8O8NaAJ7P28D/IeAVLYj+d2BPfAhWEbhfxq1h/8gPORj2QuEmxY64vgzIp44vz0hWsa3mbeYIp5UWxaUYP+M25BtxfwQ+K9HmgF2Kwd8F+L8jmv8B+E/FbekuRf5D7Mk/w/eKYvbh94KOjwYS90LWvze2fqJrVQh+pN4l+ib5zCQ/xVmPLPlbcT8S8ymhuByGRjUcrOxAsvrzOIzlfEDxz8h2LR/vXMRsbALNAOgsHWeX8oUYDfE1XcgHvRyPSUZlduRny5GPA1ka8YKcX0My/25c9vplhwUZk/0sDousLQGepKyM2xYU5/AyAHCCDCCbOY6vzwX7hvmZxfk4/ly+z/lQ4q8VY+CYX7g8xtffkJ+Hub4Rl7GhEQfSi5WJNpO5h+yASbElzn8U8/D28/eju2CPH6D9foD0ooQR4roV8XFGORpe9xP2LsQb2B6yGfLdTOzv1rZzcYjExbyQGCcwg3ITnK8jEcY6G8N//CARxjFDvK8+EcbxCZG3X4Fd+igRxnEIwf8a0fwa0byFaD5ENHEY84Tgjwo0YCtcSTTtioE4TbuyOEYj2QFy2zdCNEKyV+6GeGDxGHg8mvfHwOPR+MfA49Hox8Ao/sFxEY6FeHv4FWrPUayCY6E3ONngbZdL3sPNwsOdcfgl+V8LNIofCTSKb8XhNzga3o/zNMATSuMC+A3BvxP+F8f6YljMdzN/UCwl8H+l5wKydHiE82IuGYmWJUtGzECjiNFI5nO8kuwc4ezJF9jfEvjHH7/CwdINMRjHMMwgJxv8ehCc6K8T/Hjcd2MfPcbvx326ZIW0B+T/jKALsE7ASw6AHY7h54yB27mckeopkUlzDE7IGdu53IHIKpczflnGeeSfjZzkuMTRxGQewTx9gu6vQPP6x8B/UK6M8RbnmGTMITR+HMa5p5iOjyfno5Ex8Hg0H42Bd0DMxtMoIgINgh8jtyUyNizIPIXBDifQcLId152vCjQoXlrCwdKpo19PhMfQvI1oBFgsd54ofEDGndHwx3dhnesEmUd7PKD4tECj2IP0YmpcL7DNHFSmxc93UNEet5ko1yb4B4hmddz24hw80f4IMPLdpO/cWF8MJ+TsO2VHyPUy4DGMcnnaN76eOJzg65FuSr4sBS2j+quICn0hHnDx/iIo6CnK5du5XJ7XNbFcfoV0JDYXztPjOrUpEcb5eyxm4/UrDhO9MCLduY50R4B3QC4f0533ke68j2jMAo0yS6BB8MPz969wsGhu/uTy8XFzcCJLJG5ke0deT4STdZzt5WIYDCfreIxGgJN1XKYZGU2EE2kUBkHHEYxz/2FlaUwHiX59XtBBZcb4OsjLpDImkxQeV0+BRrFufBpuHOKv/XHZXgIxiUjdIKFWsFf+Pvct5CRYPMY4E98Lqi2QdZai/ZYKNKjOwI8zsmAM/MYEYpW3EU1RnMYFcGKs0hRfD4IT7ZIQT2L4CdNArSNm9+gZCTCugcRtmj8RxjWQOH5TIpxQGxnHt9J4VYDHxDxC7eI16Q/I9f8D+7lC+i4jxDlvoBgjDifULlC8NJ4O8rr8VUGXx/rQuA4KcJJfY01c35hfgzFxLv8GgkVqI5L5iucZPs7EdQ+MxzUQsfgK10biMZI/EU4t/xJqKTF/ATQIxjUWMTnBtZf4OisSYVyTIfi3kE+Mw0R+8pH8PI/8iwCnkhNNtLbj4uozcTsDMF8Hno9k4K8EOwM2bS9ve5XI9gYEGsVlRFMvjKOMIpob4vZZsmS0CMUMRePTINtL9foNodYkZhuxrNI8N2avBJjaYb42BTaTyL9fsMMA45rVTuAJH0chGNeyYvGVcgyMalzitkiofRG7ulCIYQQY18TIfr8gyJgApxQfplJDc8lfRjLzclxmxstBasbA48mwKhFOnEvhEuZCMK7R7YAaXSzu+jaKu+IwiS1p7Y7GnC/HYGI/T8ft7WH5fMGeCDCh+RdE80VE80VEA3b44z5B90fYRFisBkhybS5njOXdX4rB4/LqZCI85lzy0bnE4TE0VYgmDuNaIpEZJdKdOBz3NTgHn5IIj9HB8cd5A2q/LwpxDpvGx4pQSwE40Q9+H/mC7ws8l+WicxlC5zKEaP4g0Ci+i/xFHB43r1ckwmPssxP4PzgGTiGvHLfOpmT4OhuFcT02ng/SWHR1nCZRlzchXY7DCfXbnYoLgo1C8ACXT/H5WqzuoUiEE2hidkmRCKdUB0a1Vlyjjs/lT4RF68aQL7AdQu7Aw28I9WSxGp1onTkp32cXcl+a5/P9o/DtfFR/jo9vT4RxXZrs5QO0rziM69UxPB97xGFcxyb4Xwg2X4AT6tsDspuCvig+BTRzEuFU8qCE++9i9QpUexSpD7CMQXZDns4wcre8knHKq+RbmQr5j+UHmG/LD8kPMy/JjxAd3Sa/p5AxbyuyFdnMzcmSyQHm/cnByc2SgsmzJn9OUjJ5/uT5korJL0x+UeKe/P3JtyRVGe9n9Em+mvFb9d9Ivqb+onqpZDgzNzNf8iDTmvkiK8kqyIqyn86alvU59stZC7O+xn4r6ztZ32Ffzfpe1km2h6xJLeslms7IJ8uLmMlyj9zDmOXfJfakWN4lf4Wxy/eRHM0tf1W+n/Eo5Aot41XoFEYmoihWeJhPTF45+cvMZ1UjqhHmrzN+k/EbZkHm3swe5gvMEhLG7iGtm7QDpB0m7RhpJ0k7Q9p50i6Sxt1tuE5++0gbIPAg+b1HGnfaLMNwf1OLVZOmI81IcGYG/qYF6yKtmjQ/aSHSyLmx08jvTNK4U51HfheSRtbBLiNtJWmrSesgbQNpm0jbStoO0rpI20v69JDfg6QdIY3YJvYU+T1LGrEL7CXyS7jE/XUs9hZpt0njnh25T35HGEYqI42crFRDmp40E2kW0oj0S93k10saiQWlYfI7hbTpDPwNOGkracSnSheR36WkLSdtFfn/NeR3HWkb4a9cSKTbCLyTtN2k7SNtP2mHSDtK2gnSTpN2jrRe0i6Tdo20m6T1k3aHtCHShhlGxv29CSKhMnhrQWHhrvJhuH4SrlPg+hJ3ldkYyehuGfckyZ9kHOWwnJN2mZz70tcwQ7InZhR0XC2HHJCZCTTrALMdMH8NNNy//kLOacFFmPE9rmrB/IL7G18k29kOM7bDdRlc4esNsgtwfRdofgH4F+P470OvQhn37klQpolf7TI/wNxVh64Mf7WiK8X8LdnjTeaTSXi4wn0uHpY+AAy8pzyK/nWc6/MP/dcUr6O/ZwrHYN4WMORfMwHmsqoKeAsqcYTCCc7I0X+S44NkEnde5JR74mc3ymMo3B7HX1SUxU9T7EpPGa5etibEsF4Vo5LWqC6oLqmuqm6obqluq+6q7qtGMmQZ6RmaDH2GKcOSYc9wZ3gzAhnhjCkZ0zNmZbRmzM9YlLE0Y3nGqow1GesyNmZsztiWsTNjd8a+jP0ZhzKOZpzIOJ1xLqM343LGtYybGf0ZdzKGMobVjFqhVqm1aoO6UG1VO9QetU8dVEfUU9Uz1LPVc9UL1IvVbeoV6nb1WvV6dad6i3q7epd6j7pbfUB9WH1MfVJ9Rn1efVF9RX1d3aceUA+q76kfZLKZaZnqTF2mMdOcact0ZVZn+jNDmdHMaZkzM+dkzstcmLkkc1nmyszVmR2ZGzI3ZW7N3JHZxdnFzIOZRzKPZ57KPJt5IfNS5tXMG5m3Mm9n3s28nzmikWnSNRqNXmPSWDR2jVvj1QQ0Yc0UzXTNLE2rZr5mkWapZrlmlWaNZp1mo2azZptmp2a3Zp9mv+aQ5qjmhOa05pymV3NZc01zU9OvuaMZ0gxnMVmKLFWWNsuQVZhlzXJkebJ8WcGsSNbUrBlZs7PmZi3IWpzVlrUiqz1rbdb6rM6sLVnbs3Zl7cnqzjqQdTjrWNbJrDNZ57MuZl3Jup7VlzWQNZh1L+uBltWmadVandaoNWttWpe2WuvXhrRR7TTtTO0c7TztQu0S7TLtSu1qbYd2g3aTdqt2h7ZLu1fboz2oPaI9rj2lPau9oL2kvaq9ob2lva29q72vHcmWZadna7L12aZsS7Y9253tzQ5kh7OnZE/PnpXdmj0/e1H20uzl2auy12Svy96YvTl7W/bO7N3Z+7L3Zx/KPpp9Ivt09rns3uzL2deyb2b3Z9/JHsoe1jE6hU6l0+oMukKdVefQeXQ+XVAX0U3VzdDN1s3VLdAt1rXpVujadWt163Wdui267bpduj26bt0B3WHdMd1J3Rnded1F3RXddV2fbkA3qLune5DD5qTlqHN0OcYcc44tx5VTnePPCeVEc6blzMyZkzMvZ2HOkpxlOStzVud05GzI2ZSzNWdHTlfO3pyenIM5R3KO55zKOZtzIedSztWcGzm3cm7n3M25nzOil+nT9Rq9Xm/SW/R2vVvv1Qf0Yf0U/XT9LH2rfr5+kX6pfrl+lX6Nfp1+o36zfpt+p363fp9+v/6Q/qj+hP60/py+V39Zf01/U9+vv6Mf0g/nMrmKXFWuNteQW5hrzXXkenJ9ucHcSO7U3Bm5s3Pn5i7IXZzblrsitz13be763M7cLbnbc3fl7sntzj2Qezj3WO7J3DO553Mv5l7JvZ7blzuQO5h7L/eBgTWkGdQGncFoMBtsBpeh2uA3hAxRwzTDTMMcwzzDQsMSwzLDSsNqQ4dhg2GTYathh6HLsNfQYzhoOGI4bjhlOGu4YLhkuGq4YbhluG24a7hvGMmT5aXnafL0eaY8S549z53nzQvkhfOm5E3Pm5XXmjc/b1He0rzleavy1uSty9uYtzlvW97OvN15+/L25x3KO5p3Iu903rm83rzLedfybub1593JG8obNjJGhVFl1BoNxkKj1egweow+Y9AYMU41zjDONs41LjAuNrYZVxjbjWuN642dxi3G7cZdxj3GbuMB42HjMeNJ4xnjeeNF4xXjdWOfccA4aLxnfJDP5qflq/N1+cZ8c74t35Vfne/PD+VH86flz8yfkz8vf2H+kvxl+SvzV+d35G/I35S/NX9Hflf+3vye/IP5R/KP55/KP5t/If9S/tX8G/m38m/n382/nz9ikpnSTRqT3mQyWUx2k9vkNQVMYdMU03TTLFOrab5pkWmpablplWmNaZ1po2mzaZtpp2m3aZ9pv+mQ6ajphOm06Zyp13TZdM1009RvumMaMg0XMAWKAlWBtsBQUFhgLXAUeAp8BcGCSMHUghkFswvmFiwoWFzQVrCioL1gbcH6gs6CLQXbC3YV7CnoLjhQcLjgWMHJgjMF5wsuFlwpuF7QVzBQMFhwr+BBIVuYVqgu1BUaC82FtkJXYXWhvzBUGC2cVjizcE7hvMKFhUsKlxWuLFxd2FG4oXBT4dbCHYVdhXsLewoPFh4pPF54qvBs4YXCS4VXC28U3iq8XXi38H7hSJGsKL1IU6QvMhVZiuxF7iJvUaAoXDSlaHrRrKLWovlFi4qWFi0vWlW0pmhd0caizUXbinYW7S7aV7S/6FDR0aITRaeLzhX1Fl0uulZ0s6i/6E7RUNGwmTErzCqz1mwwF5qtZofZY/aZg+aIeap5hnm2ea55gXmxuc28wtxuXmteb+40bzFvN+8y7zF3mw+YD5uPmU+az5jPmy+ar5ivm/vMA+ZB8z3zg2K2OK1YXawrNhabi23FruLqYn9xqDhaPK14ZvGc4nnFC4uXFC8rXlm8urijeEPxpuKtxTuKu4r3FvcUHyw+Uny8+FTx2eILxZeKrxbfKL5VfLv4bvH94hGLzJJu0Vj0FpPFYrFb3BavJWAJW6ZYpltmWVot8y2LLEstyy2rLGss6ywbLZst2yw7Lbst+yz7LYcsRy0nLKct5yy9lsuWa5abln7LHcuQZbiEKVGUqEq0JYaSwhJriaPEU+IrCZZESqaWzCiZXTK3ZEHJ4pK2khUl7SVrS9aXdJZsKdlesqtkT0l3yYGSwyXHSk6WnCk5X3Kx5ErJ9ZK+koGSwZJ7JQ+srDXNqrbqrEar2WqzuqzVVr81ZI1ap1lnWudY51kXWpdYl1lXWldbO6wbrJusW607rF3WvdYe60HrEetx6ynrWesF6yXrVesN6y3rbetd633rSKmsNL1UU6ovNZVaSu2l7lJvaaA0XDqldHrprNLW0vmli0qXli4vXVW6pnRd6cbSzaXbSneW7i7dV7q/9FDp0dITpadLz5X2ll4uvVZ6s7S/9E7pUOmwjbEpbCqb1mawFdqsNofNY/PZgraIbapthm22ba5tgW2xrc22wtZuW2tbb+u0bbFtt+2y7bF12w7YDtuO2U7aztjO2y7artiu2/psA7ZB2z3bgzK2LK1MXaYrM5aZy2xlrrLqMn9ZqCxaNq1sZtmcsnllC8uWlC0rW1m2uqyjbEPZprKtZTvKusr2lvWUHSw7Una87FTZ2bILZZfKrpbdKLtVdrvsbtn9shG7zJ5u19j1dpPdYrfb3XavPWAP26fYp9tn2Vvt8+2L7Evty+2r7Gvs6+wb7Zvt2+w77bvt++z77YfsR+0n7Kft5+y99sv2a/ab9n77HfuQfbicKVeUq8q15YbywnJruaPcU+4rD5ZHyqeWzyifXT63fEH54vK28hXl7eVry9eXd5ZvKd9evqt8T3l3+YHyw+XHyk+Wnyk/X36x/Er59fK+8oHywfJ75Q8crCPNoXboHEaH2WFzuBzVDr8j5Ig6pjlmOuY45jkWOpY4ljlWOlY7OhwbHJscWx07HF2OvY4ex0HHEcdxxynHWccFxyXHVccNxy3Hbcddx33HiFPmTHdqnHqnyWlx2p1up9cZcIadU5zTnbOcrc75zkXOpc7lzlXONc51zo3Ozc5tzp3O3c59zv3OQ86jzhPO085zzl7nZec1501nv/OOc8g57GJcCpfKpXUZXIUuq8vh8rh8rqAr4prqmuGa7ZrrWuBa7GpzrXC1u9a61rs6XVtc2127XHtc3a4DrsOuY66TrjOu866Lriuu664+14Br0HXP9aCCrUirUFfoKowV5gpbhauiusJfEaqIVkyrmFkxp2JexcKKJRXLKlZWrK7oqNhQsalia8WOiq6KvRU9FQcrjlQcrzhVcbbiQsWliqsVNypuVdyuuFtxv2LELXOnuzVuvdvktrjtbrfb6w64w+4p7unuWe5W93z3IvdS93L3Kvca9zr3Rvdm9zb3Tvdu9z73fvch91H3Cfdp9zl3r/uy+5r7prvffcc95B6uZCoVlapKbaWhsrDSWumo9FT6KoOVkcqplTMqZ1fOrVxQubiyrXJFZXvl2sr1lZ2VWyq3V+6q3FPZXXmg8nDlscqTlWcqz1derLxSeb2yr3KgcrDyXuUDD+tJ86g9Oo/RY/bYPC5PtcfvCXminmmemZ45nnmehZ4lnmWelZ7Vng7PBs8mz1bPDk+XZ6+nx3PQc8Rz3HPKc9ZzwXPJc9Vzw3PLc9tz13PfM1Ilq0qv0lTpq0xVlip7lbvKWxWoCldNqZpeNauqtWp+1aKqpVXLq1ZVralaV7WxanPVtqqdVbur9lXtrzpUdbTqRNXpqnNVvVWXq65V3azqr7pTNVQ1XM1UK6pV1dpqQ3VhtbXaUe2p9lUHqyPVU6tnVM+unlu9oHpxdVv1iur26rXV66s7q7dUb6/eVb2nurv6QPXh6mPVJ6vPVJ+vvlh9pfp6dV/1QPVg9b3qBzVsTVqNukZXY6wx19hqXIxE/q9pXi6L4q6yFwX4PxIvPymCnyPS9ynjFfUI//6fj0/Yewp4tv7pwoq/GH+/GMb0YmeXAIusPxW8NEcE/86fz0NR/I8Q/G9P5nxTOXdpwWPgJyi3CTzveTRvxeifGM+fEF75D+PzPBU+yJhH48XkU/FTNNdJkTWL4f91fFjMBir+6dFjyq6Ov3f5mwiWPlpW5QbE2xXj8yEVO5DAN4RXfvjoM8XrUbyN6A+icdA65X9A9M0iPJ8zPpwgG2+g9b83vvynokeKV9BcryP8UpHzLX8MWX1//L7SYYTfMz59Olr/JLSeNEQzCfFKaULjINlID6C+zPj0qchJgj+aoN/EYyasoeDRY6Y012PEAAmwb/z9pnIWYuOntaA1z3o0ryYcj03Q10w49vgP9KEpyZKYjnchuDyF8V9Ge8E2XDU+LKbvEz0XUb6J0EtHUF8UC8nQ2vB5KX84PpyKX0vFdiXsHfFZ+utHz5WSnReRVUXNBOUthfFF9yu294nyCp878n3Y/mNY/k3Ut1NEzsXmPSiyhgsT229K9qEbwf8+Po3sEpLDgkfDomv7YHw81gXFKcTD0fHl4UnBsh+JwFhuex4Nyz6dAg3mw30Ed48/r0IkrpO9hGCsv8sR3icCi8m/mJzjNeCzQ/KcIKsor5GK8FOKbXsKupbWhGTs7wV40k/QOtehvlMQfgeChxBci/iG9/IcgtGY8svjw6n4slT0QlQ+ReRQLEZlBxH+GtrvnxCNiB1IWBuWyfuPXj9em6JUZP3Yr02QJwnycywFGWZE8BOM5xPseUiEb2JnJBKLphQTPqn8/WmPnwr+P6l+KCqfT6hO+KTwE43hn1Tt93FqhqngFSI2cKL4p83/J1VvTCkXSAX/pOqWT6ie+bT18Unh//9i38TqqE8b/zTOMZW6bip4Ufv8GPdHnuH/c/X9SeGfdo3rPw0vUm9/2vgJ+0exGvtTxj91fyRB8M/H37tYnJNQ+xKrt/eIrOe18fumBIvEDAoReyiWp4ietYg/FfMjYvOmEttgGuyzROuKYrWCCeJTqb+J5siPkc9ONM8VXWcqNSKxGu8EZUxUBlJ5JuE/EJ6oj5joGT0NGN87U6QiSyL6K3ZGCffm/kFkHJGzTgmP4Mfx0WJwKrKaSh460Tj2seL8FPw+Xhu+Po1cHsEsY2aUTA/DMAeYnzJ7mSPMGaabeZP89xpzifmAOcbclUxiLkpUknxmQGKWFDPDEqvkh8wDxQ8Ur0tWK0aU35O8quxS/pF9blLzpGb2Ze5vwrC7J+2Z1M3+cNKRSUfY7kmvTXqNfVWVrXKxPaoa1XT2tOrTquXsdVW7qp0dUX1N1cGOqr6t2iKVqL6r+q5Uqvq+6mWpTNWtelU6SfUz1WnpZNWbqkvSfNVl1a+kxarfqO5IyzJzMnOkVVnzsuZJq8keJJO/ObmTgdfQuO8gMwb+zSPuu0Wt3LcFRz8nh6/zyH8O8M+fvTX07K2hZ28NPXtr6NlbQ8/eGnr21tCzt4aevTX07K2hZ28NPXtr6P+Mt4aUbSTXeX/kL7lsEOB6Dp44Pm3Hn4uXnwT8jbHjy+cA/KOkvnOg7wTwExuHZN0ELzUB/n3Av/BwPAcn4xP2/j7ALyTxENGzMI7ElDrMjZk6veIvYJ0lY/eLYUwvdtYJMNoX7iu2L4yX5gC+Mwn/DuAHknmIeTs+D0XpfwTwOwD/G8B9qZ6jOH58ecBrkBbAXjaPXXMiXoR+gnKewPMeGOczY88I81aM/onxfML48cdX/gPw/8zYsxDng7BfGQN45mF4MflU/BTmah1roxLWLIbHdiwFW6r4J5jrsw8bU3YV4P9rrE2Tvwnw/wJYCvDXHybDcgPgNwFvVwD+tYfZDbH1J/AN4ZUfwph/fNiZ4vUo3gb4i0B/EGiuwDiwTimsU/4HwH8E9M2ANyfxHPNExObL3gB4Maz/PVj/8mR9EdMjtP5XYA2fhrleB/xvAL8U8LVJ51sOeN3DdDZRVhEew6ivdBjW9jHg9wD+02Pp03s4mZfD+ifBemSwnjSgkQHNJOCVDHilNME6wf7IVghzpQc4WF4AfWGdMmYsvZivF/NTqdhPsb2nMRwNv4YCYQ2PY6tlLwJc/+eMk2BbfIDPH7vfdJClh5+F2PhpLUBTDGueBfhXU7axqcRjE/Q14rHHxM564j700fiUZElMx7sA/ymAQWdZXfI4KJZ7GWjeTLLhKsBvGAuL6bv4uYxvx0T5JnJe0hHY4yj0hVhISvdL16YYe17KHwJN71g4Fb+Wiu1K2Dvl8zZY569hDR8+bK6U7LyIn1LUwF7ykuVEGD8xBnv0+KL7Fdv7RHmFzx35Pmz/MSz/JtD/Avp2AvxckpyLzUv9b2vSGi4A/Hyq+00pf+kGeDbA/w5w21ga2SUYc+lYOy8Gi67tA4C/lGR/kC4oTgH8BeDhKNCMjpWHJwXLaD7ymSQYyy06LzFY9mmgtz+UBvPhPsBrAAb+s7OTbQvyfVgGXgJ4apL+Lgf4KOCR70uAxeRfTM7xGvDZIXlOkNV3BDmRAj8l7yTZQLDtkjdT1bW0Jg6WFYGM/T2s5zQHT/oJ4H8J61wH+GboOwX6Qn6t2AH46QAPAbwa4FqAjcA3upd/gb7PAWwBGMZkYUz5ZYA/GAun4stS0QtR+RSRQ7EYlR0EmnbAXwP8Mtjvn2ANX32YHUhYG5ZJLKsp7FdRCnNpH2b/J8qTBPk5Bvh3HyrDmD8TtPOi9jwENC8n8U3sjPD4SAdTqt2llO+L4VOIOR9r/Anin1idUAz/6PoDC/kXL58TzHdSq7c8uq448XojjuEFWCxXmmitWLw2iGuJwryp1BITYjzguTTJBorjAU7CP225TS0nEngy4RwKy2cq+CdVtxSNpR+nPo/kLSW8mD6ObycfB//k7FgqOSzS9wnyU/kPICdJddQnhwc45TrtxOvbYnVd5O8miE+IH8TiXpG6x9O4FzZxPLbD/5HjpzDvEzr3p4N/tN2Y8P21CdYMnw4+BX/xNuCT6u1PDg98SMJP1O4pXoHxk2vsTxn/pO4ji9oxCbJFPwd4QZJdEolzEmpfYvdlsM/C63kN4Gtj+6YE472L3VdC9GJ5imgshGKwhPsmCX5EWIPYvGLrFKPBPku0rihWK5ggPpX6m2iO/Bj57ETzXNF1plIjEqvx4uc9EuDxzwXTYDsm5mv+s+CJPrMx0TN6GjC+f5cQv4nJkthzOyJnlHB/EOmXmC1NGBPZTFE8gsVyVTEYr1MMFpdVAU4lD51oHDvxOoaYTR7f7+O1MTAvk1SnmmhMm4Lt+j/krSH2OfaTZA/cX2UrJL9W0hwE9pBfH2lBAkcYyeh07m8ZsV+QHyK7/0dFJsF8ZpT7m97wNhG7hr5fNHqTkTw3EL3OSKd4GBV7/dm7Lc/ebXn2bsuzd1uevdvy7N2WZ++2PHu35dm7Lc/ebXn2bsvjvdtSU13jrwnVRGum1cysmVMzr2ZhzZKaZTUra1bXdNRsqNlUs7VmR01Xzd6anpqDNUdqjtecqjlbc6HmUs3Vmhs1t2pu19ytuV8z4pV5070ar95r8lq8dq/b6/UGvGHvFO907yxvq3e+d5F3qXe5d5V3jXedd6N3s3ebd6d3t3efd7/3kPeo94T3tPect9d72XvNe9Pb773jHfIO1zK1ilpVrbbWUFtYa6111HpqfbXB2kjt1NoZtbNr59YuqF1c21a7ora9dm3t+trO2i2122t31e6p7a49UHu49ljtydoztedrL9Zeqb1e21c7UDtYe6/2gY/1pfnUPp3P6DP7bD6Xr9rn94V8Ud8030zfHN8830LfEt8y30rfal+Hb4Nvk2+rb4evy7fX1+M76DviO+475Tvru+C75Lvqu+G75bvtu+u77xupk9Wl12nq9HWmOkudvc5d560L1IXrptRNr5tV11o3v25R3dK65XWr6tbUravbWLe5blvdzrrddfvq9tcdqjtad6LudN25ut66y3XX6m7W9dfdqRuqG/YzfoVf5df6Df5Cv9Xv8Hv8Pn/QH/FP9c/wz/bP9S/wL/a3+Vf42/1r/ev9nf4t/u3+Xf49/m7/Af9h/zH/Sf8Z/3n/Rf8V/3V/n3/AP+i/539QT9L8enW9rt5Yb6631bvqq+v99aH6aP20+pn1c+rn1S+sX1K/rH5l/er6jvoN9Zvqt9bvqO+q31vfU3+w/kj98fpT9WfrL9Rfqr9af6P+Vv3t+rv19+tHArJAekAT0AdMAUvAHnAHvIFAIByYEpgemBVoDcwPLAosDSwPrAqsCawLbAxsDmwL7AzsDuwL7A8cChwNnAicDpwL9AYuB64Fbgb6A3cCQ4HhBqZB0aBq0DYYGgobrA2OBk+DryHYEGmY2jCjYXbD3IYFDYsb2hpWNLQ3rG1Y39DZsKVhe8Ouhj0N3Q0HGg43HGs42XCm4XzDxYYrDdcb+hoGGgYb7jU8CLLBtKA6qAsag+agLegKVgf9wVAwGpwWnBmcE5wXXBhcElwWXBlcHewIbghuCm4N7gh2BfcGe4IHg0eCx4OngmeDF4KXgleDN4K3greDd4P3gyONssb0Rk2jvtHUaGm0N7obvY2BxnDjlMbpjbMaWxvnNy5qXNq4vHFV45rGdY0bGzc3bmvc2bi7cV/j/sZDjUcbTzSebjzX2Nt4ufFa483G/sY7jUONwyEmpAipQtqQIVQYsoYcIU/IFwqGIqGpoRmh2aG5oQWhxaG20IpQe2htaH2oM7QltD20K7Qn1B06EDocOhY6GToTOh+6GLoSuh7qCw2EBkP3Qg+a2Ka0JnWTrsnYZG6yNbmaqpv8TaGmaNO0pplNc5rmNS1sWtK0rGll0+qmjqYNTZuatjbtaOpq2tvU03Sw6UjT8aZTTWebLjRdarradKPpVtPtprtN95tGwrJwelgT1odNYUvYHnaHveFAOByeEp4enhVuDc8PLwovDS8PrwqvCa8LbwxvDm8L7wzvDu8L7w8fCh8NnwifDp8L94Yvh6+Fb4b7w3fCQ+HhZqZZ0axq1jYbmgubrc2OZk+zrznYHGme2jyjeXbz3OYFzYub25pXNLc3r21e39zZvKV5e/Ou5j3N3c0Hmg83H2s+2Xym+XzzxeYrzdeb+5oHmgeb7zU/iLCRtIg6oosYI+aILeKKVEf8kVAkGpkWmRmZE5kXWRhZElkWWRlZHemIbIhsimyN7Ih0RfZGeiIHI0cixyOnImcjFyKXIlcjNyK3IrcjdyP3IyMtspb0Fk2LvsXUYmmxt7hbvC2BlnDLlJbpLbNaWlvmtyxqWdqyvGVVy5qWdS0bWza3bGvZ2bK7ZV/L/pZDLUdbTrScbjnX0ttyueVay82W/pY7LUMtw1EmqoiqotqoIVoYtUYdUU/UFw1GI9Gp0RnR2dG50QXRxdG26Ipoe3RtdH20M7oluj26K7on2h09ED0cPRY9GT0TPc9IWHjmTzZd0U7g741uJFenQkcwk7m/Ds5KAfOOspeRSD9CNFGORtoPNHpKA5iPuCv7vY+vkmud7BccDXdl9RxGynLjyD8D41xF4zyAcWo5TJwmLE7DvgI0OhhnBmBe4GgIBtEgTAdg4Kk42U3oRTEetIs0YeQnQHMcePgWzH5I4IaMFbhBuSr7MYxzCHoFxnJeaoadvsTRSCmfWxGNCbhqFriaQGPENMCNz8B6+mD2VsVeQuMXaNg/oNOhp/wVWOFfAIZy9XU0DpaEBwLnJWVcL/YO14v5JWAMdF74e/MXAWMBml6guYho7iTRHE+iOY5oyjiMZAiuk7hd8JhTAoashFvzbuhLpaUW1rwYaF4G/tTDTr/BzSU5iuYKwFybYJw+tPcOwNC9vwnjDABGCzL/Jpwy1Z1O0J1zwMPnYeTnYF8m2Nco0KyCcc7ByCAbkmxhF8wJGBkkXHpE2IXEBfA2oBmkc6FxKE2BwB96FlTqEk6Zjvwm0q/Xk3baCft6APui0nJHZBysy7NA5qdDr4+Bhp5FBdUL2gtG/p0wslTP6Sk/cp/IyEjmE2h+h2jKBd3BNLLyJEtCx3kdOLYF1tYryBh7CFkS0GXJFlizkrsyg8CN4yLjUHnugXG2gYwdBJpVQDMCa/6OHOQHaLoQDbYtexBNG+zipoJqbjcnUQC3yv/AvQnAYdgX0DhOKnUwTj6lEaQO20xeopxAYwGaqyKnjPhMPUgyDW+jah86zvWH0nxFMTtuox46jmwOpsE2iuoOyOFkKmMgG29y4yi/DTZzNWCyoNc1GKeP9xfCXG3IbsDeJUdh5G1j+cyqgOYSpaF8TjqLobE0vLT8HejpNWRXrwO+iWqTsC/pD5CX+RPQdKKRf0rlAdHsEmiInIxyWiCMTGnkdVTyYS6l4luMRHEeRqM+xcatVm4HHr6Q1At0WboeMMPQaxY/DvSiuoB1EDAvCBaAP51WylWgeRetmdqNE2gc8O/EYgs0YP1kW8HiWahVh118JKyH7YBx1kEvsOrUoipeBpr1wENqe7fQcQS9kHwoYNj7MM4UGOcd7HMFzvPjQAwgMVAe0lmAxgb86YfZfTR+EOIo/pSV1FMDf4wCf3hvvglozNQewjiXBQzP1W8I5yX9AdAcoD6UzsX9q/xFOjI6r0WIY514X7Aeag/TKedHlnOaAjQHAQM+jm0CC/kl5AdbFc/FaUDqJGGI8YBvrBTsKrU/Nq6XxAVzrUIS/gLSFOCSZI1gx3ga6q0oD3+BvMwryBNRblQKssr7pp8j3/R3QLMaOPZZ4IZXOGU6suQUzNWBrHGUWnUh7pX8K5INSqOl/hRxbAZgbAKfqZ2XnIJxvgbj7ES7AElgfsn1SgtxtiV9LsdJ5X2ORgm7mLSVo1F+hcNQqUjzchgFjJOWDxiWSj7QQLSjWAG7283Hh7qYzaERYxrEeJPc3JUfGTRCCVGr4uscjUJGrShcv4miXD+cNbXYTVTawdJm0CgFIqJOjoaP60B32DbBC/Mevx3Gofb5eeCYNck7TAGaQ8jaYJoo8FACkgCxulzH+S/lK1wv2T6YaznsaC/XSxoS9IvGkDF7iLSSxi1TYfaZ3Dg8jZaeKYqxj6MVdlCLDfwxAkaK5uoROM/HSNdhrigf87cBTVigQTuN0hPk/Q5HkwsY8F8yCY0lQONolNsqRLlp8zhM+otwslSijnPz8hLVQc+dg7FESb3C6fB7DyTtvRfGhCuNkXjfBFrA3BKkhefPNhQn9CfEG9y+/nZ8iZJ8lALNCJ2dz+OEuWyIh2mp0vDSexyk9wPAGJD0Dj6U5hWgeU9EwumZKpLi3ofS8DJWJ2gBzSNI7KeLzf4ImvcQzSeRNrWivZuoX06ieSGJZhVv/Tga28erBDsPZxHmMFRTqDfkfcEQyLwZrB+NtXpRZaCLngWfnwpzgXTFsn7oFUD+qwPZ3unU9go+jp+9VogTeIvtGbk01qpzmFQsGy/hdJxtNGdEGWIayt+TzjQhNv4x6Hs10DyPYgkqz+dRzkhzvcEkuwFeRjIfcZ7GNtmwo/ngU8DyS4GHCoi+pCDz0l7Q9HdhtG0f/zu3d4ic+yGm3TbKffUX8n353/C1HfodYBJ9yRvk5+F0rDFu8Pmpid9pezw2DgCNTYgciI3i5soAzO8B8xZgtinqSK8vyN/mTgd28aFcQWi+IgsR+FcoPpwuRA58VMAAhp7Xj9C5/zdEg6tGUYWHe1pLXsad10gIosq4Z5ScotoNMPCW+Qm3Qmket0L5m9yVfZfrxcdjX5Pt4c4UMMj6xXQQdpoPZ3FR2AUfk3xe8Du8HO4FbrSi2IZKHcXMAYwWRYNGjKF6QX1K0sg3AONEFTwtsgCUq1FBm/hIOIo8bI3gYXmZ7x+Lkd1EGHrKP4DZT41+I24BKOZlhOkXMHyc2c/vnaN5jnpk4CGqnPB5Si2KqMuBEmH4cWYIESzPHymNRQHzrpBFJnC1FnlhHpPEZ6CJ1WRoFEflh+76oRiquTCaJFuw2DxmBcpTaDXMgGzdXwgWQLoedDkM+/0CzdowJpkmKQepFcG8gCKr2mT+wFz/FUZWw8hTAQM1Ivk1wOiFHISPPM8Ax4AP7PPAk9lo77C7GAZoXqE00GsvrTsJ0TLGUP4k0nDjMIOAacLRO5INvK/pKLuhunNSkBY+TwH9ZYYRBiwM89HH75Prdlg/zTRRLkMzNckWrhdzC+BfUQuD8kqKsSTLM1rhQYTBu5CiHI162CHgfBb0ugc0fcjL0IxVmqwXSfnOXtjpCJ4LfKVN4JjkMs13kjAZwly8/clA9lmLMBAhS96icSbiPK51t9P4WeCGdAfS3FahF19Ve0G+jrNjyAJQrtK6hE3QZVqLIDL2VuK58xH1DaCHeqnkVZQzUgtpEnI96UkYZwDxmVbRaVYC8b/y76h20DwF/PJHgEnnxpG/BDRtPI0iXoGZIpwgsQYGzhoLkRXlp7wHdvc5OHeKeQkwGoGHstuCnvIVGJ2gp8kZK4l/ZsdjLSotkDvE1kMzoCTM36GowJPkZYDzvO4cp7GNYLXkw2iFtEZ9Hcl8Jz5Bzlcme1gJ0Et/I2ASIxCgeY76eqiLzkfeio9JePlRcE9ycxEIsYfcXO1yFYEHZd0EDgLNMtkdQnNN1kngao6G3kVSTIX9Qu4pMXE0bD1Hw9zgfYGAeW/8fbGzYeQojExrTWsAcx8wYcAk8JlGDpjPsOYEPqPoIpbnxnvx49Be1O+sgV7XIP5JOB3olXA6Akb8dIAmKRpMtqs8DdxBkHwk9KIjS4ZEYkhq/fYgGmoz/dT+CzuNay6HSYzehZH5uAVWmBC3JPcacYyJGN8DmnqgAb5JPhbZaWKllOuVD6fs405Z8ms+MhdsZhv0+gTa6as0koHMhZ57AGSjDZ0pipZ5mu/RCFagkXwEGEwTTaIZAUwXf6+Wo1mIKgPTkZ3HUXcAeiEa4kFCY2haU6BpQtnfdMH6JdA8n0STARhcz/w8YDzoBJNpOkRo4N6fbK2wd8lbfB1AF8vE+UoOyJiUxXYVxqHVwquIh3wmzt9V1MVtHc58u8eeBZ9x9Cm74jR8xsphEsa5g8Y5lDTODMDguV5Bdyf5cdB92P+btyQChsr8L9E9xIRsC+1LmrSeDpg9iuaSCplUbD0iNJ1jdyGxIKv1HqWB96wwTRm8mbMN02ArSmnQOG9APTyBBu19jbB36X/hdspX/iupRwP/PgmkiFYdKU1ZEs1sRAP1OgW9u2eG/HQexNgGSgNrvsNX1QT54e/5Il/Zi2zd94SMNUaDzj11mm2oCsHTCFVQ2QWqy4LH572DKQUa/k7EWL2QvAowjeffgF59SDa64LxeRVnAbKoXiKY3ieY5oKF3+v4nklVas1qPYkh634rSPA+9tMiqD/HjdMVpoIrO5oIO0riXH2eCNHSuXLSeDwHzPKz5tmDnJS6uF/sJGMeFqnO3kTzT6twn0N4xTSCJZnYyDbqbQ2k+Bef1a+AzzcS7kGz8DskGpnnlMWgOga2jckjv3tI76SdRBvQKktWFsItaFM/DecXvFHN9vyPkp/IPhBibp+lIojmRRJPKOG2IBu7UyHcDzVVKw2FiNLBCiJd4ml/DLugTSvSOGK1a0zvXR+i+6N4RzaokGlohp/pVIfivBJrzyMcdFPSUvwdNaWgGje92OUF+aIxEaU4JdpWnCSTRnBc8Pp+N1lI5BH96BuTZR/2pYg3HDajX9fFZyRpONjgMv+ZPAOYk0NA7UFtgnOepfRZiEj6OorYOx1EDNN4Af9GP/CkdeQ/MRe9EUN+UjsZB0SBvE45DDJCOxonCOG/SqiMdB84ikUaw4bE7EZy36lD8VSxTkGRz47ABbhweQyPPU4JHiz1rBDYTMHwGTe3hVWTnrwt2nsQtQizRN/oS+BRuzddhzbFY4m+Eiisah1YGTLxv6orTxHwTN04/jGNCckj1lFa/02DvNOY/iu5K06c+VsHIsbxga/zcqU2oQDbBJsz1EBpdbM08DQNRt4S7Sk4DzQJZH8Gsks0gsFU4d1zrTsySxqfhq9ZImxKrxLCvJq4iLX0X1gzyQ/JTgmGn0PwUaCCbkL2IfNM1yE8hA2J3J0n4NjQ7rplD9MXfv7iKbCY99xkoUziIPCNdM4p7ac2c7/VxUswP8szHYzRivCX0wpV23mbqxs6FeUjpFWrA69Eu/iTMlSDhfeNzPoGmN/kskjjWKkRWMTuGdorvO+CqPp3rJLbqQNONZn8+qdfneUwBmeu/U3tIbR3OapOzfhpHCTFJrBqGdkErXQkZ6/gVmHEqAzjuNSFrw+e5SZifJNcTxteUlKo9LyRhkuskSTn+OPdcUqn/JGTiqBdfhaC+W1hzrJqK6xKoF76bk1xZeofP1oV70O8oo6C5Agbr6fdoHSDpScJ3eI8fv19JbPhvQcaEO4/0/juTdE8Tnj/k5Sd1TP8jMLPH9PoEkkx6d8lJfRx9qgFo/iyMZAlwBu62S6ZxGOY9wDQJ97up/aFPbPJ3WCgGnjeWTEKRDL27jfSdv1f7wpPH8E9RPg4mitYM3KByoqQz/hHZOlQz5+8B0Wdg5sE4UGfmx2kTLK1sJbXbwvMb8fvCWHrjGP5+t054LpdaHuU/w2gaoIGoT5kL8rBfkB86O/H4nITjZ27b0FxGNPvx8bUgYYWYRqQXH2d2wjPbYP2YYYTpobEWesbjMND8BDA2oHlx/L2ngolrpfDUK8UsSsIgGokLbAg8q8zHG63I4z+PLO0WFJO8wufd8efV+fjnS+gJ5E7EH3r/fUjQOP6pV+xPZyTJoUeYi3g0YS58ynsFnyLXIY37ChoHarDSEP8EhdgbEJydh7cJyDrjbxPw2XrCM3goW38LqjQOPvKMP9dNc2fpkaRnYB5Og6MC+qw1fu6C3uEtQ5j3yOws44p/8+UnzF7mp+S/ffDll3+EL78cZbgvv7wGX355C7788lv48stH8OWXP8GXX76sGFHKJd3KNGWW5KBSr8yTHFOalE7JCaVb+QnJBeUs5WclA8p5yi9J7ipXK7/HqpRdyh+yLuUR5f/DepRnlG+wPuVN5W/YkHJQ+Uc2At+OmQbfjvkkfDtmOnw75q/g2zGz4dsxn4Fvx/w3+HbM38O3Y16Fb8f0cN+OYfdz345hD3DfjmF/wn07hj3MfTuGPcJ9O4Y9w307hj3PfTuGvch9O4a9xn07hn2X8GKy5LeslGFYOTuJyWdVbCZjZrWsibGyFtbOVLJOto7xsfVsmGlhI2yU+SQ7nW1lZkgXSv+W+Zzi94qPmb9m2hhGcoi0o6SdIO00aedI6yXtMmnXSLtJWj9pd0gbIm2YzEmOgFWQpiJNS5qBtELSrKQ5OGlmWNZHWpC0CGlTCX4G+Z1N2lzSFpC2mLQ20laQ1k7aWtLWk9ZJ2hbStpO2i7Q9pHWTdoC0w6QdI+0kaWdIO0/aRdKukHadzNFH2gBpg6TdI+0Bw0hZhpWmkV81+dWRZiTNTP7fRpqLtGry/37SQgSOkjaNtJnk/+eQNo+0haQtIbhl5HclaasJ3EHaBtI2kbaVtB2kdZG2lzQin9KDpB0h7Thpp0g7S9oF0i6RdpW0G6TdIu02aXfJmPfJ7wjDyGSkpZOmIU1Pmok0C8PK7OTXTX69jGTkQ8Vkcv0ddyXY/Yzk458r1AC/zl0VGoAPwvXf4HqTkYwq5CMArybwz2Q/Bphel8WvX5T1oL4/I5R3CBcITPbPX0ePSdeT6+nRr8OVaOno23AFmPQ6BpifASb5upSRPHiLp/fB9X+iK6X5N7h+A81Cr23ouhSuu+Dqjl9/BiMcG72UOE7CHmP8eQ129FmAu2OzELgHjRlfOcG3xyhpX4Lfiv71a+gKvbjvNZF/vZZ4pTSxf+WuBLOUu0pOPckrHZM/R3zdF7vGZ7+Q2hWvloP/N2PYihEAAHicjZRNSFRRFMf//+P41JrGMkudsiaxL7PSsWwqsxQJKZOYTCpaOD6/ht6M8mYCayEtpIW0EBfSIlpEi3AhESERES3CRUiEi3ARLqJFtIgW0SICu+86TWOONpvfPfed/z33fNwZEMAaTmaNITtkhzrhM2/YFt712t3X8L2vu9Om1wrFo6zAVrhONwR9CJxruexD+4XWJh/iF4OKY8DCAtaCyEI2crFG2W4Uohgl2KZ97n9861f1elb1Fqzq3ZD0ulRljmKdWnKQp9ZN2IwibFGVlGI7fNiR1HjU4vqvKgsCA16VvbS0NfvgbwueVZ3IIIKjyE9RbMxAk59GU2b6YybemiErjjnTjAxg3iE9mt4uK9zLcs3Krmh/hP6ecDTEQI8dMlkfjobjPB2O9VtsUZIQg1b0eoQdVr9psUfT0rQ1BzWHNIcj3V1hjii5zdF+59T4gMP7tmnF+dB2bpzQfBxTuXEqFjEH+CIWq6rmtOaMop+zijWcux4Nm5xXtWapbjr1QU2xSHEz9uMADqIK1fCjBodwGLU4ggCO4hiOow4nUI+TOIUGNOpeudTk89TsnVhOFFEU3Tlnt0+zTNOtPbrTaufRXKuYrd5MgZpIYeJMhaahWaKZo5mtma+5eNc6zR067m7s0bu9yVqo3onDSs1ynWGpepfbk3uql+pwl+bOhH0JT/AML/Eab/AO7/EBH/EZX/EdPwkadLOAxdzGclawirWsYyOb2co2XmEHe6jmx0EOcZgjHOU47/EBH3GST/mcrzjNGc5yjvP8xC/8xh/8JSK54pFC8YpPdkml+CUg9dIkZ+S8tMtV6ZQ+iUpcbsotuS13ZEzuyn15KBPyWKbkBQznT2TxV5IgEza1vci8pG1o20jYqd70dCXItHZqHGPJWWRII2PlSvyTT2omTOtdrlzJm0oui7z8rtQvJJJ9EP1FMr5LlkwEKRP8y+X6FP4G5LC0KgAAAAEAAAABYXJhYgAMAAYAAAAAAAUFAA0HDa4Nrw2wAAB4nGNgZrnOtIeBlYGDdRarMQMDozSEZr7IkMYkxMHKxM3OwgQCLA8Y9P4fYKiIZmBg4ARihhBfZwUgpfD/D0fRn78MDBxFzMwODIz///9nYGBRY90FkmMsBAAt9xNpAAB4nO3UfUyVVRwH8Oe5l+dy03s4iC9Yys650rllcxqmzoyZb6VzM3GaxnzHmaU2bb4QKmFFhoYIoua7oMhFQVEjKrWywpfQJan5gi+kz5V7sCYEF1b87v09PSKxWKutzb9cv+15zvPbzu/sbJ/vHkVRrMr9p6uimm8leK7ZqU19UHCMoqhlZhOslClcyVEKlU9VTW2rhqoRai91kDpGnazGq8vUDMtxyynLJWu8NdGaZF1lTbVmB13SemnjtVXaGu2kdkfz2RbYqm0NNiM4yV5k/8JuRJSyjiyCvcBGsQkslk1kk1kiK2Il7Dy7yqqZjyGnPIx35OG8C2e8J+/DB/IpfD5P4El8Hd/J8/kxXuPUnO2d4c6ezpec45xTnMnO9c68bqxb927TIy2RoZFOoQiLcIhQ0UF0Fl3F46KH6COixVyxXCSLFJEqMkW2KBCHxGFxVJSIM+KsuCIqXdGuQa4hrmmuGa5XXXNc83ok9Qx3p7lL3T+4z7uvuI38OXUqKGCDcOgH0TAQBsMwGA1j4GWIhckwHWbC6/AGvAmLIAES4R14D96HD2AlfAirIQPWwybYBjsgG3JhD+TDPiiEr+EiXIZyuAYVcBN0kABg+Gf4fYHnA7UBXyCAkbgQl+O7mIwrMAVTMQ3X4jrciFsxC3MwD/diAe7HA1iEn+FRPIYleArPYBlewMt4DX9CD0q8izVYi37Dbxim8J+iimpXQ9Qwlau91aHqODVOTVCT1ExTtNRyw7rEFE02RdOsu4LKtSgtVlutZWhlWrVNsS2y+WyNwTH2LHux/UKEEoGsM+NsBItpFp3KlrNidoJdZNdZLWvgyl9En+K9ebQpOpsvNEXTeRbP4fuaRTuZoqOcY50TTdH0VqL8H0RjWkTTRZbY2yJ62hS9bIoOaBGd6Zptik4zRcPd6e4yU/RHd23+002iVmgPEdDfFB0EQ+FFU3QsTICJMBVmwCyYA/NgAcTDUkhqJboGMuEj2NIkuhvymkUPwoVWorfhDgT8U/y1gegm0UbkOB8Xt4iuMkXTTdENuBm3407MbRE9hMV4GL/Eb/AEluL3eA4vYjnewFtY2Sxaf0/U0I1pxnhjtBFsaIbVsBgKIvqxERuwHuvMXTVYjVXoNadu4U0zERV43UxGuZmPS3gWT5uZ+QqPmOl5LTAiMDwQVRUlUfplo/xNNsh66ZN1slbWyGp5V/4if5ZVUkqvvC11eUtWyGvynDwrT8k9crvcIjfIFXKpXCIT5EjZT3aXT8h23jpvtbfKW+L93Ov2RnmfrPy1ckzlsMq+ngme8Z5RnpGe4Z5hnsGeAZ5nPD08whOmG7pf/11v0Ot0r16hl+vn9XP6af24/q1+RC/UJ+mx+iv6c/qzen+9r977+pCr+XEFcflxuXG743LiUqdOCj9Jv6Mn6RFaTD+hRfRjeogepAdoId1P99ECmk/30j00j7ppLt1Nc+guupNm0yy6g26n2+hWuoVuppvoRrqerqOZdC3NoOn0bZpIl9GlNIG+RePpYrqILqSdQlJCBpM1JI2sJLNIF/IYeZR0JuGkE+lIOpD2JIy0I6GEkhBCiIO0JW3II8ROgomNaCSIWImFqERxGA50BBx+BzgaHPUOn6O2bd39v/H/9RCVzdLm3qIqf7NVFUvzl0X597o/aX2wF3v4y7KjeU15QAfa/tNurXX7B1W21RwAAAB4nH1VfXSPZRi+7vt5nvc3kiQfTeMwWY7pY06+MsU4acnsWJSvSuYcQyhSqeyYSaEYEvmI+R5qZUU0po4OolkkSbWjliY7Z5EIe5+un+qc/qn3Oe/5/d6P576v+7rv63rddsS56LkOcTYBcYD/8Z8zzPI/Rp9Ff/U0IE3/Ov8+3sMmfCWtpTm2yCU0xkWJlSSkwuICDN5BDV5HAzyIhVIfN6MR+iNVLN9JxGxZ4if5SnTFPOT7rZLjC/h8Dj7FRSL4zgo6Io3v98cIVJoKDPRvIgYzcA26oJ80wjAc5TpPDPOxADvlBX+RWRsgh/GS0R3d/W5/BW0w2851x2q9jzzskMAP91lohnjM1ER/1H+PBAzEKmwipkQpsfehBUZjOhZJrPmU/17HaoRSR4eaHm4XM6ViAMbiGcxEAfZLfUl3x1y1f96fQoAb0JqYslAp7aWPrrF1/N3+OAbjQ+xlvdFVYgfbdW5weI9f5j9GQ2yV2vKR7Hbt3Gs1U/1K/zbqEE8SGUljnscxDbuxD7/irGb7bNyHDGbeI02luSSQ8aMaq1N0ijmM21jtUKJ9Gm+hkB3Zjh0oJjffoBwV0kBukvvlccmTs1pHM7XULDFF5ogVu4F8t0QrcjQRa/ABDuAgSsUx/h2SLqNknLwhy6RcC/WMXrAxdpq9bGtcQlgeXvZp/jxuRBM8gMnIJrersAVF+Bxf4izO4XepJ51kpKyUQimXM1pL47WvjteFukY3mzSTZ3bb9jbFjrYH7XH3kpsVGRYJr6wN54ebwzK/1ZdxduoyfgLuJaNTORVrsAuHGf1rfIuT0flh/C4ySB5hlgnysiyQzbJHyuQ0q8TVFa9dtCezjtOnyFOOztcFzF7KdUiP67f6i543zsSbDuZJs9IUmm3mkPnJ1rMJ9jabZPvaQdazM+1cL5fh1ruN7mNXHSQHmcH44OdITiQ35kBNm5rvQoQjw8JwC2c3hpM0mUwsRz7nvog92E9GPyficvzGLjSRFnILcXeWe6W39JGHZIiMkByZIfNkkSyRfHmbFbAGjRB7onbXDB2mIzRXZ+irWsS1XffpUT2mVUTe2LQ0iSbJpJpBZrAZyxommikml8zmmQJTag6bU+ZnU8WuNbbN7NN2sl1s19kiW+YecE9w5btdrsSVuSvuSqBBkyAuuD0YFawPTkaCSIdIeuSVyJHIuZjxEidtiLw5/nVoLDXYTAu0gc2WKt5oKhbXsfJE9iGDqjiHe0zIvtSNPie2hhprb4juDLrZQu6fKDvQXvYgO1AjgC3He3JCy+0n2hVfymMSa9eZsW6/tsBGutFc/Uh3SAqKNFkH6FIDqZD1qOC8P4sFMlomYKNUyV3yonSUbBzRRiZDcpHs89VKLUmVahABptpMPIL/PaQzTqAyXG6vtS/Qn7ZhITu6Cd/LBlwS58/Q3QzdaBhdZjbnfTqirjeUOsumHmPpIGOCUhRJAEQ6BnfbyajGH6h02zlRKXTSU2GWXW5/8B39rVQYVYb11N1I9KJiKjglxbyOXg2h0mvTS9pR1ekYhEy8SNfL84V+qZ/mn/Pj8Bn3XpK2cklWUBHbuCMZe7nm4GuZRR32+v86/+sIM1GC03KjtJJ21EOVm+TmugJX5Ha6g0ES2c7FEk70SU5zbVYwHGU4jQsSw97Eoi3uJN5OxP4wxuhAU4we0gTjqdnW9PGUvyuZwCg5ZG8p9VxMbVTTJ4ZgJ46JSmNWNJz5YxinN3l+lG+vZQenyRbeyaRrt8EvrLuudNKJzNeNkRbStUqI6QR+Itv+Kq629IWeMoCxLuAhZDJDB6TLu+zAB+hMZ+1pDpDvm6UeUiReVnPfY1RoXTRFZ/eDKNqGab6TZplifmM876/g1+smdJUnieI61lGDhtIX7cN+xHBYjC2UL66iWKwj/AzzTDgGn2EDe9LNTor0tE/Z6fayu/5PQxboFQAAAHicfVRNb9tGEN2lFFuW5ZiOY8uW0mbZjdTUkup+pVUV1yFEkXAhFIhsBSCNHEh9FHJOPgVIT7oEMdYu0H+R69DtgcrJf6D/oYceG6CXnN3ZpaRIBVqBIN+894YzuzuiWX/SNh/tf7f3sPZt9ZsHX335xeef7X5aKZd2Prn/cbFwj39ksLsffnAnn9veym5u3F6/taav3lzJLKeXUosLN5IJjZKyzR2fQdGHZJEfHFRkzAMkghnCB4aUM+8B5isbm3ea6PzxX04zdppTJ9XZHtmrlJnNGfze4Cyixy0X8c8N7jF4q/APCv+i8Apiw8AEZm8NGgyoz2xwng+E7TfwdeFy2uJWP10pkzC9jHAZEWT5aUiz+1QBLWvXQo2kVrApyPGGDdu8ITuARMEOevC45dqNvGF4lTJQq8s7QHgdVkvKQixVBhYsWFRl2IlcDTlnYflKXEQ66filTI/3gqcuJAJP1lgrYd0GZH/6c+t9iC+/ZbmvZtV8QthbJ0yGQrxicNVyZ1VD3j0P34G5WsHxhYOlL3ATm0cMq2kvPRfoSyzJ5ErkquL19bktGf8ZgyVe5wPxzMejyQkghy+My1zOHF3/QXI2E22XG/Aoz72gcSe8TcThi1+3TbY9r1TKob4Wb2x4c3UMMiuzoD/VFFJ2iZqH052lsiP+PQ4EsC7DTlyOa6rKW79KRLeKNvx5FLOghydyAkuWL/Sa5GU+3CjonIl3BCeAv/1rngnGzEJBf0cklHMyHTXUJxhKJdjZkSOyaOGZYo/7Kn5QKT+PtK/5qc7wgdtHHuPeBl5tF7ffMOQBn0cm6WAAw5Ybx4x08pfE3C15oPlSuZooG0+kMpwo03Sf4yT/RighZANSxem1qm+u24Ma0M3/kfux3jzizdaxy2zhj/e22Z6LYr061cYI1i03kdfGSMsnlIpD+XRqloGbgWQBrwU11D1I4FAqgjIHdP8gvntpw/jPnGgxNZMUXf8ts9Tjfdq4S6iV5uOHc/FcdxmRwH6TRa3ZPhYiPac5+AESwuHMEb4IouthhzOdi5H2WnstTm1/cqDR9ZvzPDgXHi5iQGs4rBqph5yetUKTnh0duyOdEHbWdi81qll+3QvvoeaOGCGmYjXJSlIGTAakSXHOL7WU8udHJiFDpSYVoeJuRIniUhOOkm6kxZweFyqqQibRUEnGijlxJ5FLxdwwdt8fu1Oo6FJ5Q/CbTpQY/+RHw2q7s+Og/mNe5R+GX7hgAAAAAAAAAwAIAAIACgAB//8AA3iclLwJYBRVtj98z62tu3qr6r07nd6S7k5oQoekQ4ggKReQHURAQJugoqCgkKiI27AIgivguI76B9+IPh0VBNQQZobMGMENYcZxmXFUZmSEWfJg3uc2A6n8z73dScCZ977vy9LVXX3rVt1zzj2/3zn3VBFKzieEzpdmEIEoZMjLQHIjdyjioO66l2Xp9yN3CBTfkpcFtltiu3co8vZTI3cA21+vJ/RUQk+cT+NmJTxqLpRm/PMn54sHCHZJash7YrP4R1JBcuQ3xvmPOx7SH4o9XvGc4xn9mdhzFZaHxccsj/kfDm8Vf2L5iX9r2BLpKDsS9R3xdrjVDusRu3CEdhBPg63h8CAYdIF7lH2Uqx3+YNQdr4TKC8obyChoiI5KhGq9DZGGYPRIeUcZdJAjgv2IrcPq6XAf8Y0qG3U8A5kLgu2wwnCrDbTBOkoYdbgGai6Q5a2/CmZJc3fhCP704Oar7m6t/+/IEZisfTWJfddd6GEvR45opzUYWgsFUvBkGgOjoL7OH2gMKFHweWUloGScUJFMZ5RM4xBoyA8LeP31dcMa8umKpPzymmfWN1w7vOm6/J3Prongz53Prq+7dsTwxfnVz6+OlJd9eNNF05ctmz59mfDiHTvWl0ci5Xc+t7b+2rOars2v/cn6CO644z/X5K9talr0dLHdMpQz9HbLmni7vB/1V26osIfQsERC4tzdMJ4Es5O1I9qXJDcJL1loSPg84kZZe+01dhx5k54NfxBm4nGuV2ia0OGE5Lohhy09qNY3IYTfh8yjhPT2Ynsi7ZW/daftHkJ0xb4fVsPVxG+olNicEjEo2HbTPKkmWcg2YPtxvcfEIdL92L6+2J4cwS54+/phoojt63fThoH2vH9lcH//b8L9MJvUGUG61AMeI1WV9xihMnyxO/NbcI+1vXfmrrFZCq7+07Zms9m2gXO/33/uN8mX2H2VodGlI1aOoLUjoHPE8RF0hNjeu4T30dh/KYXW1obieM050l6po/96Dogi9mF7lZKEDYiBF014u3HmHLFJHNV/rgP0vlK7cfUO+0C7y3qPSnOVK7Gdj7d7A34CD5Cw4YB4GZCyqKoaAIn+sRTYOGbgOJr5OBqKx/TJEEi4PBDAA+JnyLB4jrH953gLnoUbi+3LoooT25edoaPv9//W6f17cZAQPqP/B1FHlykjsL2ft38PXLCQlBlOWps0kjQJZCEKM33aIJhaBXJh7zGpU+ogNlJGqshuY+g/fHB19JrklZVXVomz3TP9s6OXJGekZlZd7b7Sb2lyDQuelcinxrtGh8Ynzk9ZZFXpgMlEhl2GQ7WtAkLsDrUsTNLt9IYdASWOG8Or29R3KKyyKZXk6bKK6nAoXeZoh2rDQexg2OfZV9oP20V7Ox36SiThDVXP2g1hPjm+mtTdU2jtHtkz8kvNPIKbbvQJ+DuS/faM/KoH9KahtaRQKEAB6n1eJyiZUdBYISQa2DwnuuaurwvoCfAGBua5+HpP1eKJdRPPhVuuNE+e8/Kc18yT5i93rIZQjzt3/i2XrV+zYP46qeOVpSvnl10dmjPh5HlPXDIbMmABJ4QepNqppc9PvG7r0689tZnZTm8Pyv1yqUOX7R+iPOUdmXKAAurjIULEE3xOBkpzcmZxTgKxu4Ci/uxn6Psc1HeGz8nG0pz8Y9+cLI9bnDgny8/QN+9fmdXf/5vY/9pi/x4H71/7N/2/39//m+Tjvv4ro7z/xL/pf2x//29h/zf+v17/QP9vkT/879ePc/MEn8PF/g8I5/K5CSQYtNkG5uY52C7D53Cx3wOwsTSHa5PoqvrbFa93RH9/78EUtP9KnMMuZ7NzilOIO8EptkNw18IsgD4wD0o+5fvX/x75BDv24fVDzOZdmKFQ0X/9rP3lOJ9/xn1GqOQzPkWfweWTqFTpGQ6DjXe6eaE4j/ffVGpf3ief2np3COVTe4Z8iv2P7e//Lez/xv8f/b8Fkf+9/563pZ/x9sX+j8NfSvJPJGW5JFf0D7xf+Wr0D4PIMLAY56yvgtmR2TUzczPrZzdcHbm65qrcVfVXN3xXZrMOuym6PiCM8DVER+Tq6yf4RkfH586v/9r7z5iqKLJMVtjAZiPttMHQZYgroFTaVBXSNlsy7Gjv7XwFMcRRb8d3O6sG5fm2IlXcDs3zrWH1leXn2cHe4kLHsivt8vqG4JtX/WpcjkXzzOeUo89B12JPDq32pJMjh28YDqzvnTZHHn1O+6v2+mwiPKtR+6b7q+5sq/ZVD1IH9CpNTc38peerNkSq7JEs6O6mXHdTTvuqoDeR5vpcQa/P1eeYu2kF/Es05NHVBNDl1IOE3mUUnA1yRRJpBXc6DQkd3VFFPN2Q95xGMuhB86Pq5Velxw+X1/Q8D+fI/zH/svgPXl99aJ75etdKUGZ90WGafz91Q+vlm25ZvnSZuHXODbe2RNZ6m0b8c25mUcPFhcdfePTkepCh/MWHTl3w3mdLX3zMRW/fuH3z0/fv3MHt+GH0R4O4XYZLdnZ/n13ivJX/Zd4+gPNmttKA7c/qs0u4vNg+EPZbsX1goD3yRgn770C88JAAedLIqbIqU4eXUq9DABD11DYf+JDIWCwidbk8FtWu2p0Wv8Xvih/ECdhO7zGqQ0ZoamheSFgaWhmi8VBtaEuoMyQKIIBH8kk+dzzuqfV0egTPbnoPCWrfFHrq6nI5vb4+lyu0tp3xmSkG/5iuCt34EsB9xW+QJ1U01COpSuB/va8CSRP+An58eNMmyNDRkNm0yfxtzx7zt+yTOLKjC386TnbRVT0rxJGvv44cDGeGOAfHGiE/M7wNUt49WjzfLSqWgGWWZ6FHhBAzyTLdnw8dCwZbKHpFqz1PaZns9ngFvyjpDP2CslJG7H7VnrYZ8cr8Nhv04jQYGQ2yg/3JyvzG6JYoXRo9EaXHoxB82B/x0XZ6xyuC4EuH/ayRHQ/b4ocTfvA3l2vftLZlEfyQOY7U/obyyPI9aMMjuQXrgSYmjWxhpNaTHVmkwoBS8A2rr0MWjELID0FslNk7LiDkOinzk3W/vP2Fs80vA9PPX7rMPHrzzRCSpu35bnPrS9t7NtGhGxeOenBvz9/ER/YsZJjXgQHEddzXlnGb2de7H9YVbUZyc2yQTrex3j3Yfom0C9t3YXvZvu9N8v3WfZ6JY+rvsP1cjp3F/vdj/yXsFBV+hHhG/7w9x85i//v3k++3PqN/RCZ6IcfOYv9vYv8l7LRJ/AjLGf0jEtNp3FcW+3+z7/oHWp/ePxlrzoE9HNvKePsDrqJnDYtE4J4V21yAbTp4mxHFNs4iqkUtotLX5l7EgOelDq3vOiPwKfrk9GswxbnBSZ2kHW4wtLFZsplsI7QWDTZw79gipGVb2dz+oXmh8Gt+/Ah+/Eg6GI8/xwjXxkCgrogWMSIrItsieyOdkUORExFrRGyngw0fdkJaRBRfXKwVD4qiGN3I+21raEDe2FBg11bRe1S8h/uZSMlvfIF+JvYyeLjJ2vQ88fgJoHQ8/bIsYgrt/Q/zQrSH94lM/GTDbtzxlREC+yPIiKlfTavxYKMqrgwCtEnrRZnBRc7ltPvlFh30++0u4a/inRL5q3ynJPnSmgUs4eCGIEwJgqteQxcTCgSCHXQRSdBrXh4ZzDIaWQhNOlJoDU5G1zGpJ9SU+yrYHdLwhUWYzXpTXfPIr1jQ2FpoHT5c8CQ8FRklwN13MtPIXXuDPuzXIB78ww2Lvxv80OppS4am47mzbOILkDF/+9BDd548ufulq6MnrIPPXyR8jbJ5DLH1da7b8hK2/qiErXaHzTLAWe7qeVts4e3OLrVz/ms7VCtGLeIVYprYwG7UjxWXi3eJvxfFQcoscbo803qNeKW8wPoGelyj8ay8aOTq8AUBVBSWCiuF3wiiwDRyUWUmLwtUDggZOWOdKVwkzxcuk7cKu4T9gt0qq5Jgka0iAUEU05LqlSRVliWrxZJWZC+CtyBbVdEiiSArFqJaLaoiChLD7GAkL0kKQ1j0fUo7hHc5BDVN2FeJZJ4027VvsuitvsnW5bJu5poQTEcifR/pDjStk4Zk11lu78JtMCvernURHfcy5G16WabnTZ/1ijVuG5TH6z+8wzooT7LZ2Qx/s61oSmjlLL8BCSskQNHvgxCMgznmQ7DW/JX59R1i2rwblpm39cyFT+8yXyjK+0mU41alCeUd5fK+jfw/cBXjeAAyJWMzANZ+W2Xtb0ZjHaXUYvtRxfa9P0d3WvkqKIbbl2eDNmw4fgVW4/QAZcDOS37gSdTvVuml/vMdR0Za1K+sEGnADlb2vA0vcjsYxX3B8a5iK1Eq+QvEXX7t0kuIvzq55RWXU7dryGeixnD7E5o+HNkViEJKIhZEIUelrLUpupy2KBMwMpY0KS7VSlMlSQp7qBCHOKnFDhGKd7qH7g4ifhQQT9jkGDlJ+4pBS7d2hBRDLMSYvkCL6E0YbDGZJ3wIKP3B1pNQRQ+b/wGhQTfOaZw+jq6XXjo57lvppbdvubc1fmPk8hl8zjN+Lmg8znSR63ecFjamedTodDqIy66q7zBSaCOr6BRoAQph3elKO04g42MWFi7nLPDVOLLCkNbcHyZms60jJ/UNgUMjh8Pi1X/VzaPEgfiwoQJwENRTDAPPu8XE0O+MeE/q+OeYAXsZ0B9eLuPsoZ1oLkI7jH6FWQx7d/jlsZk+m/khjnMc97mjSscwnZcb2lLrSitFLBLWsMNwUtJ7S4dxf/oo8qoKbpvxoq3BUrTNpGEHlyPu2Os46BAdtB2MXczUHGfmIjYxDsfxySgdi32QypchjNJ6DZlvPIySbO/t4AcP5A1aS3b6KPqrCm5/8ZKdtpXsVLVZlQE73YT2PJvHYkapXbLULhC0wUC74lhG9Pf3HtyEUsgbYfRflUPyLfYlduqya3a6wr7BTnGIdgsbGQvMBoLWQqG17/q+P773IIYnCqAeQnJ77ze7FqJAB6JLfg29SAGQTHZoGZvZO018Co8yyE/xqwsMP7iCU4ItQYEENwe3BYWggSQsaGuHJYYXwZTYNFvcttG2xbbd1mlTbBXtvZ+9ivvRSEsSzxaDRiBP9H4pLUQcKyc3GHogBE3+sf4Z0tXqTa47XbKTuYeUS887nXaXS6+xW8stgRqkudTldEa8mW0WIBbNErcIFjQFwx6DSDxeXlveWS6UM+Ib1XoKzHEWWrv1plw9QXbX3NxTh+w2ly1lOJHUJer8bl2jcgmqhukahhlOxvOegPQhsP34vTkzdz35n7fMvvT86WMfvaN1+zDzd1LHr/7ymvmW2W2+Yv79gdGfZHaDCNfuW/P4hlOfc7y535wozhRHkTjZZLies4IclMoDQV95plyyMUpb6VfcMiExAEGI6SoegriQLuP0tgx6y6BsZDLJhq8zepvckqRLkyeS9HgSyQFU79DSej+t1eEEonpzokhiu/v5LKP49UjvcyzowiHj6Etclg+zwcNZLB+o3s9tOWTTafX55LAsBC4+d8xtleZRkO754NbnmjM/XjPVXPKtNvUyGrj/+nEXb9psxsT0E7sWPf14z1PvvXQts7PZyLeOct6ZKOVs9vflUSMxomIMHTkjdprWe0z8Eeed55Ta98fc4XKiYPszc3S8f847E6WcTYl3UlJRzvuP/5v+3+/v/82BnEGijPcf/Tf9D+/v/11YCZeRgGEXKI0rI8dmqEAHRlCcq8VzfNR/jnfJz/CLpOERMCZZGaVGFKLi1LFZPHRgihWQBZZizZ9yn1VZ8jth7rNsdF4KalNGiqZoe+/feBo3ddrEZseuQz/ZyMd2Pse822YTUmF4weWGz93H3XSDG9xClPkr72mnbeW8+GH0Vz/l/qqy5IeeLuWEkhU+54AfurXnbaGR+6viOY7vLXor3V3KEvePYUR/X+9BBn0VG8PeyoOVdFslVOIYduxi2dOq741h6vfG8N4kRAfmsT3g0aqYOwsM+NrSNY3v/VL8by6zVElmi/s4yBCvyqCh9gwOUov60fg5Rpfa23heygqDPSoTz5DTgo/+/q/s7/8NmNkX/9fUaiwvXXOGjX2//zfIn/ryzNkhmh/bZ8+wscFmQdzNZZ/m7d+BYX0YECCnYUXMLNBHpCex3Rgum3emFltVV9vtfbLHaETczWWfLsneibKvMHwQU3NqryqoBoKXCg8zUToH6FVrMY4g0d5jwkecU6RIr6ENCjeFx4UFf9DnsZ6WmH61mJeubAcwXKRiS8X2CmEebjorhIp2EF9NOJzOWIxnqq0JeyqVTCZkD/sUCdqQj6xCQrKEQC/6xaftvpw/Z7e3OAC5l2i4XZWplBMZSrQimYzFojMScebYoo0j8s3xzfFtcWFefGV8Y/xQ/ERcisdr4zQeSi/vpy3M2Y2cdIrTFK3ItXAn/oeOsKxH68gjPTzh/b0GrUf6k98E4/16N2M3hdP5jeKr0L1RqK9rDPCUVCbdwGP9lE5/18d6Luu0ZSKZ8cHLb5t4S5PNumoVhE8jQY8cNqevzkbKfjeo/sLRQx+Cg4fff9q8i2ED1xnK3EXWvmxDQnLKqLYDuCxSSqYuC8byLpvNmdOb9an6Un2lvlGX9UAgXGtZYaEI8jWGanViVOla4aIu9lFzTpWWSiuljZIohbSeF4qCmXDhrJclY/jsSV8xavpVYfLoK8//suBu4okeREIkefgGv8KRJxoQAVieR+f/8Lm5D84yJ4n3mZNxu8/8mFbtgc+/+85M7On5uBhPKb3H6B3SkyRG2l9xaWhiZUXbCG8Jbw8L83DTGRbCTMOOIPUcgw1e8Hot0QAaxc7yoGxhxqE5bJRGPZ6AmrPlWtBJsuZlQiSWDrn9M5oDmwPbAsK8wMrAxsChwImAFODpS4yRAqH48i1F2traNmF740UTto+4cM6s3STQ28lGPBKHhUP+6ojOgY8bQM9IpABMFFz9OOgsqrvCd7qOzwam4aKW8Tt4Yft2KZPkCl68KnXvvauR5XZ20rkvBa+rT6NeZ65/uemlY1ythzlvReyo5HMxU8zpwIa+nE5ZFXH8y/rUfeg3LuI5nQtK7cv7/EYwZfVh++AZfoP3z7E1U8LK+/tyOoiVjuJ61r/0f39///3YyvKSvP/Av/bPsTVTwsoNfTkdxErWf/Tf9P9+f/9vDlx/NMj7L/s3/V/S3//bsA5mk0FGhEKuHMoVwkCuwigfnq8w3F58UZ35CpJjsWADI43955Rp/znfhjI8Z9TQKLjCuTANu6rQo1M6wBqKxxXPPbz/3O/CGMR1PA7o3ujBKI0qKj+u/LSwoO98l3Nsv6CE7YzfRQwnBQ1Jmmvk987W2lDk2z8050iV3MdnSuumfT6+JubxDPj4+8w54jViur//A/Tnfe0CKMr+dgohSjFXVF3EGNrah0kOTZTOyBGx67YSIg/nuhlXwrA3+3Qz0H5AN3wNbhbvP1tq39LXv9VOLNjedUb/TvNCsZjPm/D9tVtvgIjG6ZyDtfejz/sZx+zBpbzBd4jZDRh/DERixYRFe+8fdzkceInZMsOGF+tY6diGgZvYTs96eSzGDbM57mHUJHzIzz+x1N8dxTVwqPXCNu9eLzW8U73Uiw7zl7v+DQUi/dcU67+mt2AwTCSDDQ9sUU+odLO6XaUrVJiigiq2w528G/W0Va++tfTvX8tb5HG8lkZkYrX6CZ0e13t1ugHdOF2BPB192K54Mq/jhWV4j3r/heGVFVoH8lV0L8ZFTrLwlT/b/mGjtvbew0at1ZYnxMGCBgdYUNZEM7SpGl2pbdc6tUPacU2KafO0FdoW3CEpaQv3mInKvCXkah5Z9JiTulsLbWwhBkGARQaIAkNr8fQFUNKlpHaeFX3QvenzjFF15tGRm6+5RdrWpY2cfHKDuOzOuycx3lCG8+JBxLAgSZMPjKqU0CDQlL/BT/cFIR0eFqa2SFmEqolwgtoFktJS1MlgjV1PUPfnbccMVXfp4BR0lvDXdZ+DlLf3njDsdlde8Hg8VCj3lDGQsPsUlxyTqV1MyBVsh0+0WVRd94QSpCqmuDxp1bBb2EBftdjzJyxgybVmQesMB9+b1NPZ1aV91l0EvO66upa5Bb4pZEmwmWX4Ce7RDoWDk7qzROtEUMDP+Md/wKuwkNBXyvH7SgsAAb+kVSQV2ccXxBuHiQ8uXP77d1aZJxcvhhDUme+t3vHZ8mvMw3+9dVRdftzNy0fU0OjRx3fteoJl/hfu6X7wmR9+DRdfddGarVOWLrmYrw9Gca5ORFnGSZYMI/MNo9rd5B7nFgLoFIemYhnYloFMxqO4LOmUh9alFEt5IhMenCHDh6bjKywbLHSKZa/loOVzi2hpsYNdz31a+LDQ2tOJY/9Ndx2Dv55DXXyBp7W7qZVTHRycIleDXhyJkm7QqgHHFvCzIh/cQD6TzoLORugpvk3gW3niixcuu8T8xnSMiaa1rkq4nI5/fMTNk59c0rJq3ETz0YcGvf/8L18c9ONht5399nFwP5F7CJ47fHOTQxX3eUOjR52Xvn45JBVXw6I9Vz+fTc+ZC/+90S2ZL0oec/D6rM9cbi1n8wlnjzQffadMT3COuq5ka26U0BYj2iBAgwb73DDMCzZ/mZ+qZeEyZmUxcDGOcMKwMSNyeBw04PCxtc24CwSXYufmZCUlcyqTy9kONzMnm83uSZCkHLKnLcb3bSkc1Cb1dL3xL4bU3FLAt4Xs/2Q2jEv9bwZDu83B/5OxSB1fmO//i6mgLNRirQTR0WpuNVSXuELcIAoumU2enS4972Hjr8A3DwpgVUFRFVsgtQHJtkOx0SCajjujoRhZ7vJeQ487gnHrFAVWKMcVylaTWdYkhsS50Poems83BU6ecdit3Wg+cwvMdLJ81hQNqCKhZxqgHm0DR4lmgp+ZmTQOky43Rt9wxWs9EzfB6ka49y/3/B/zvUVjNpjvQ/zGzMW1g2DnqsXX16SFI1sToPW8uuDGT2+uKTdvk13DcqVxlnTuIQmy1RhyudAm0Mv1Np2KHpjvu8FHpwRaAnRSpBCh8+M3xCm1uW1Jm2ARbaI92O9InB4nFYJOP1O0U1PsfbqPyFFOQJnuvQlSIYcdafXfav69kuoH9N7nQVAgLUWJMLd9uuIzDan6/1Xzt0NL4//oJkY9nujsOfGvugdyNXKYqxATgmSJkbRKaNMWCMma4QvmXRogUtYYPoEomlKrCAGBLyjowWKOPaw68oq1RrTaMiSsHJe143G9VqfogfVcodD9YTcfYs++onKDzeFJPfvm9pt2ATRFTsSFlLs+rmuJpKykUMeJOA7wqp+8ar5hJlZD7AITFpoP3PhM2Pykbv5/ggMmvfY8PWT+/N1P4LeXmG9RCifWtI3Z1rL584M4lst6j8rXyz9B7Nxs+L/U4YgXbg6DKx6L5+KCTYxZyxM8fjQEwcoHaAWH1V5jlAvErblr0TkK7tIA2dbI4ADdWo3P6j7uiaWJ9XgpMahYKp0ZtkBOXaFYiIbYaLUP5xa638VB/5sRE/aOGXtx6GxCM1hEJerSEKhgw6/zSDQRz6R1DWVQF8Ad8vXp80aNDnnNT8Jbl5kPoBwugNhqM2F2vfr886/BpBfuhvOWy+u6tHR0jPnpmOvvMLUeExovMTOfvAvnwvSDh8/n1BzlMqP3mDRe8pMK8t5u4u49ZpwdjOUviF8cXxAXbi27p4ze4rvbxybBEc9XHtquvanR1zTIOC9w0kft/2mnDdHR0RnRh6Jbo1LUGknyiFxQUHqKYGWJx51GROGpQ0c4lidISrbogqKzUhCj2msruoZowrJZ36bv1QU94d5s3WbdaxWsCUvKkdgehNogBBmOoMEUPuwuaN3vtjIx9omuZx/3jShAjjOt/LdACtmSGMtBwq2u4XxAKSYxrM43sqnCX6XxJTn+NfL0l3/Zmgbvxeair9evWn3Xd6tHXzjrkeXif3MZvln3LBrds2/nzJVPPviPUw8+MXTp+Cnk9Foyd7GWjHJsnYR+JESqyDSjsYrCIPdZ7vFuoSoACAsuSwIhNYl+MZzhS8BkUCK+wQL/FlBxzK3dJTQtTXw2MbgbPBNHRQ9O/Uy6H0IROSe9PXn1ZVt73r8gkikCZ3l7C4hX1prvtQ27qHnX2k9vHX7xkLn0oHlX14RBMfGXerAPLyMTzY/v+wVkFte7nacanP78IrzMS3GcKY6JUXKJcdbNwbuCdFkZ3Fx2Vxn1Moe/mfl80FI6jabAommK0xPfQGAv2lg8lNmosOKhGHp8nBBsYIwu6E08VGa5ctxXVF81JNk4mJZQQzxNgFSAjxZZQr2U6pn4zOybpk0aPXb54qfh3lOHxbHmx+b7G8YsmjTqrPXR6tZrHrrjuhsGV8H0b06OhDXlg28x5rucRR8/HX38ZSVcf3Q3iaG1h9FrqxIsRMptA2sArGXgElwx5ua48erE2977MQf4eud5Tup1MoA3HFNRS8oIOoFSGuOwHhJtoGqahXqc6cM45mQogV69ljn24njRrffDeaG5iOTFyX8GnmeroYG59T475QI406tfZp5c9c6Hty5aeNMfdqw2ByOsH/vrzUitz7/l5lF1T+za+cThv/7wuQeh5otTM2DWgumrn5943XWz2fgnm4vF+8RRaJvV5NfGeBngXGmaRK067PbCAi885Nvq+9onPBl4MUAFR7A8eG2wO9gTlOxyxB95JiJ8GAdbvCxOrZWhSvpJBuQqfxV1OvzpPfQGIpIoCsyvKHy5IWZYnS5HzJFzCMNsY2zUZYvZcjbBJ4o2h+BROEYEyxJ5DS0inOgl0IIyy6rJxAkPeBD9u5iFdHcVWE1XoInLpiispubuXDf3liX+w+CCA2Irpwj+GKsXSqQz6aIZkfq4p0gVThfhfQuX7FxQu/HUCvj6oneX5sdWJiDzDZzzyHjz7+eNW7164uhzx69cN+E8qu3Z8Gh0XGrpvj9PumtCw/grC/O/hcHmP1bdeef0wuWz71wz54orLyn60aswtvsFz2sONcqklCyDNaVSilNBEeIbsYFDsroo0Fxh3z6c1j2d3PJZvdrQWlQ5N3T2L/7i5FahvidOD5/6s9j8LWz4FkZ/h7pj6wS3IxaH0HYvNZqCMbDGAAk7OjiLI+igYQTapJ5xl2VUlyVmoZaylFvfrMJmHVRd1aOuGr8QRTwuTbimHM5Dvb4bcoV65OzoXOuG1hb5pCYx+6vU841Miig2hr31iL2QYLmrYdLt5v4H3jv6Q/O4TTjsnjFv89/HmZ8MffaJP8LY154z9/dMDnWsuK+dfmDWv3Hp8sPwcM30Z65s+/t5Hyy9+vOD5oiujle4vJb0HhU/wvFkSa9Rk6INlG6lcJUMV+E0ctztoBYpkAo0BASBpGvTVCOqptK0rMaiMYbC/mA+1k6vNCa4ohCLNkenRDdEt0X3Rj+PHo9aXNEV+OF4VLREo5pIPJon7hE8vhpNcGHQW4VC8OF0t5MoRoPRaMgTd2fjxGDlD4YXY0MXaSY0IJCaUMZemSmSNMMVSeYPWyBuqbWwlKmFebEiU2fSYxhU+vQh0yl+dDcVGEwV2D+LhOYWWtu6TyNxaLat3IJbQVaKE15LFSd93CP1W+sI8A0Y7rBG8aNz77/t6PEHd0DliRc3HIBdBfNwvqNl1OiZ45cnz7tpwmUXj1u8/AcpmHbwonFzl/4BbPNX/rpzwQzzR+e15+ovbRtR92lVfvFVDYPn3sDuc3jBvFBcgzbrI9WGT0pR6oeUl7pqVJdAAlSO2z25d1lQt+80W4VinFHkno18NjXoCXFNzwg6v+eJYRMOXrR0aE1olk8RusVfmlu/69lxZP766Anr+PBN0l2o98uRh72OPGwQOWAMXeuAsGOQg96tg09H5FhQ+WwlbagaXTWjSpjpA1/Ac0v47jAVXGGwyOFgNNOOLtvhDOQz1lQgFQymotWcaQ+QtiVWam2HKqPOVpMSPDVRK8mkrRlLKBh0+eMkpIUoe2HFjKISGuzKxJO1SepKxpI02cfU+Nqt9mF397scer88jaPl2EufEluYXgulWXMaa0snBjxNA5vVTL+cvpESe3u9xDp+d575jw+vu2LudR93PGW+SH+wqOPFp8ytb78O98CkX991GoX7pPHP9634/RfrN9/e8W1P+0JjxAcH4WL8/RGjcZRQ80LJz/P7CGDGsDQMg2UgCC4ARQbq8BAndagum+qy624PseseXaWi3W/ILuJy2KmuhatYHHfM2IRv/J60Z4xnpmeZ507Pw55XPZaZHhjjuQo/P+P50COlPBDSq3U6W4dx+tX6zfpzujhIh4fVZ1R6pwrD1FfVfaqwQL1JpSkV7qLQRHfTt6jgp2lKF9LllA6ioHowrrK70mQcuZrcTB4jYi2BJKvedKTtafsY+1X2ZfaH7ZI9qNcj48OXAm4QCApFeodzqe8/y7TT2dnZHD6gB5pc+NMXQ1jB4/dpiTg6Mg8krDSfQa0g5/Ob3qU15pvm2zVtpgrjYAyMMY8Nqa0dInWcvMT89prx5j9AmXA1WMWtp34vVP7jxYY5c4fmmM96oPeYfArlnCDLDX0htAN9VQDZ5/dRi0asrLrZq8RlnkWKUZtL9aeJBC4JVElyxtIuAmUCqXA70y7DxRfTFYz8XNDpOuSirlyfP2ETDq+fGSGzxWINQXdzCfCADaihD854gSw6DL0P2HAqyqfMtBnVK2++uzFtHoXQ+p/B1dGaW26piUKI1ve8QhtH3Jy78rpJj/b8Tero+dNmc/bWO4zLrxp9P42zMf4QX17AMQqk0bBSAipJgwHcN3oD+U4AAhrumAqiAiCJJddWcn54sQzN9AS8wE6N3RTXbpB8NHFsHL5LXYmIz5agAiCKgoUKFqLSuKTEhVqBCoLDztNGne/1dL6HveH7zp4CS5RVFGtf8bWeNq01P167FqrW0pU9K+nKDrZh53kMOerriCkByBsuYgEbvtNk5DJ+wctQI5rJ4/aQUevS8yxbO88riF6vl7KXSu/53q+8kkWYKmwUtuDkEcApCV4aEH0Sj1auNVQBNU1AsviMZCbvCzr1/BLfZh91+WK+Ft8S3wpsiW9z+EHENpv9cMSPMbN/ir/FL3hkP6EARkU6D3F2JEAMlsAK2ACiC9/mACUB4BaAGAHCwShkseeDbFLYvUJ8ngSsImy71CmJUq7Q1tPZpe1j9KgeJX8ADWYunwz4Oah9yO2/NXxg7sAEae4s+rAimWopfqPdvs7Z1TW0lvDjq9FfsGQs55197gwSIL1urjKvPWF+PG7y3uUs8hwT8tCZcH/Px3T71+ZocdlrU2dWdmmZ8gvMvfSenje4zu9CPtTC+AqEDRuGgzYpRIWgoHNWbQdeJL0smszX+g3/PL+g+U/46Ur/Rj9d5wfR7/VX+uf7b/Dv8nf5f+O3NAnjBPpn4R8C9dOQIErBgIx6UDdQKKOL6K1UsNEymkVbupPuox9SYTeFK0LXh14PvR8S8YBdAVgSWIF24AqAKgba6bU7DRQseryd5fE82xoRXzgPTcdZxRArtZtKREUgZU6/kJYMqZSlOSiB1J+fO9TFxYyYngWUOMqWCx1xv4mT0laMUpnUmdPiQWlbCUb6ZM6c1IDEvy9zsYWXRJpHfeXTJ97IpX5+yFcql2TVkeKyG0fOGFKNcq+MjjWbWd0kl3sZzrUKPtdm7bDJMi9Y1/15+RhIElqYoOJ0wzEpgtA/p9HkBE0w0PJx0KUZyOd0X1K7byb2Ja1Pn4sVN5lHly+H0E3FubiHruhZxa7Dhfqfi9fhhQuNt0WcXnmv4LzTA9TqtlKXKBp45pzYItJ7RDhfBNFp8bhtLqK5EJ9Um9sJDifGwV5EKFFUrFaLE5x2t819TLd7dd3uAiekictL8GtFSVusXosFkT9prbMKXiv6Fadb8zhUuxy31fKaMNGmsygQFItqs1scqojTW/N4dbdEXGnReb5zunO+k+nciUzD6bRAEzJCNsPXM5MAVSB+pYlzQUZA9PyzFpAtw5BmW1BUfdyP88C+D0UayD05K+8PNPEy2s5DaBOHDhSKuwrrJC17u9a1Lqhl193etU4sbrV1li4Lvjq7GJ4xusHYZnGaAp+oQjojKwIGLVImlUmwu2UD4lzzs9fS2UzVq+ZheNRrfnoOJM4HX7T93NdGwR+vvGflIjMkphp+8PItOydPfm7Kkziuh3uPKbP5OsDdRnyO9xovzhB7zI7cOxbEWEWNeDxGOJH3GO5AnldX5DFIjsYRyEhYj6Oo3IIzHA8Ysub25a1ySK6WBYscDwDuC2wMbA+IgUAyUVwHqO9nyL9hMtF+gwEx8qssM6lgc3N9fR9sl+LfPlKMRqaVkI29CUFCmW0ev+ezb6aetWTBov1XXgqZnWuba/H1K8hseu6labWDb7i6QxxxymF+t6LlHuGBU2nzc7hCeBT57ovIkyo43/3QqLyVnqRITcBFYzRHhRtYeutVD7BwgdoEqA2Xs0TfIVbACmwpLJ3I5N1xfJGRa6UlwWYDcFCP21MH1AtAPRS8bspz/iMUF1jA5dng2ezZ5hEvEjx1aE3G4BzGFjGSI5+T40TykICb0JV0I91CxYtonTWudWpUawfP2lzh3Z65hTe09/pk1oOSeYMzgU60onXcSDghwAbZYkKR/6A/+T4zRzCWKsyPel4eMvrA5BI1hzidBR7hp6eu+EthXR83P1UjvM/rCBfzOsIwGWeo/sAzgVcDgurm5RNJr6LJLpVNvW28uOZzbB9BPqO54q5aZDEispieN1jk3saoAE918MUfdHGZYix5WvUfX/wRZ5pHRVtd9txJZ51dLPz7zeIZ8ypj5mJhx4rylkGV2cEPPFms+qupK1z4JF+/momx8BHEFhfxozxvNKYNisJZ0eejb0eFqiikwtAQ3hp+IyxkwpD2DvM+4xXO0sGf2hs8GKRTgkuCNBgU3TV2IYKhoBbIMKVQhST8wUwtqo1HzywYqNM+Q0ut6wt+SimqYvK9tZShxqitlJimjPYrUsJfZGLSkW17zA6z/tVLXt4Ds2H6z18z99eZW1+8+vKAUHbqT4GLl/3k+Rtn0k/MXQc+gVkv/BnmvvPhB+/8Dm5fdMW2756+9PbbLinmrDDul9/nY60m3xnnpENXVl6Vuokul29y3uhd6304ZBVDyGAVQaaybHH6qV8Oq2HnnaE7y++K31X5WPjRyMMJ5xq6Rr5bvdsp+ln9eXku3Zym6XT1cI3aa5KCWFNmtWTS6WG401+8x6m5IR6sDdLaoBHcEuwMiga+UP5VnVXNB4OkysAYvKotV91cTatZ9UR1mmX4Wf2QqOtZktkSBVc0Fq2NCtHd9F4yqFgVW58rdGfxj9/uhJhYX18o3SDcU4dfFVfkd/FeSYHfOcBu3YM+elsivqVadqT3JBEnekkFgWGNFXD39de+9tri1uuu+elPFy0VayGUbZupmCvNPWa7ueLddjgHzn/9xtyN4nr62X+vX7nyzu++WX3bD+6AP711273XxkedZ24xF8MmuBSW/urnb92ys2ED08G03mPSdpwTLjKYfGWMCAU9vvxjmU9DH0Q/qPht5s/RY8mTIcud3keSb0TfqHgzIy2kC+QF6kLngow0i14sX6zOcl5cJTlDEGDSV3PVUF09eLgmM2exI6WIuHmlzGZJVPOCo8mKNV8sQRKmBuYFNgdOBEQksoEAyTKZZ9s2DN48mA5mtzMMNmzO/OB0rT6PpdVjek5v0Q/qx3VJ14dglBKfF6esuu2VUc35+Kwa7ZtsG9NAK8o/28p10NZayNb/qwJ25AYDFz+08pzkv5O/rPBf9DXssQyNbAW/pIK2CRe0tY2ZMGFMW9sFE4QUquCs824I3fbE3x5ZsW796LH/fOLvP7rHuRo14Hls9vTpsx9/dBa+wi2ogcZzUjt/sPncMSdf27hi7fon7v9Vw0N8DpiL5dU4B9w4UX9gDBYj4I2AHAExeEOQeoMgkCBYJU3QkenXOIVojWxl6J4RDZEJNOFy56eK80QqQjxGgK0GJcKZLSrUquBSYypVB3LS+/pCmWLxdk9Xs3agD5n4tEfmo5fCeb4ak6oH/bTcorza/PjpZ/7LfOnnu1/dA9N/8RE8OLzHPnTkr6+5ZO7iAyNwIHNP3rX44FswAy5/59errz7ZKPzW/uia33+07onifJ9hLpauQFtzI5N73LBnLPBhCHBossAWFXc4lTBzxefJNhyhywM2T7qW3fVVi2M9IYq6COkY2UD2EiFHmskUchDBRiqizhTSgrgj+wVSHkyohsqLvSur87X4fqq6Ud2ibldlFEUfmfmMBwk9PCMyt3CmPAqFkiAGEtUlQTCQlq4wj977zBtf3bVq9fp/vP5jWHh2z7mJqi//kkZs+cupXxtPPvRdzw+fWDDl1Mt0hY0trBTXTaQvEJvL0M9dbpzzcRU8HH0mui/6ZVT8JgTjvLO9V3uFipSi+KyGDrqaTPmo1RLpc97ZCkt8r/Wg9XOrYG1BrujhKygslp7LHAxfQdFLGay+VXNFZlUGZ6ykMC/il/KnL6RIX7w4eeJVB35hfty3kgKfgOOijVPGmQfnTBy2ecN/rK5dMCQhfHty+TDN1/PR6Ssp/vQtrVsmXeNUzXlWz3m1TL/3oAweQVuOkEFku1HTMGj0IPph5psMLctkMzSUrE7SYbExMdoQHh2mVhVsqHiBFitXSrFTBaMjvOTA7/HTCj9fuLSHFIdcLlO7kJGr+9aaneUJMtjpTymlKgNDLS42HyouS/SVGnR2nbHgfNrSRGnBuUQv+pacWcgyEK+UQ3Hun5lkFx+55pbf7ltqHn1k+/LSamXNCy0f3bzI/OPQs2+9tbmh3lh1hIa+eGLH4z1/ltVXn63kqa6jU+e/+Ogf11587fwZq++79MbSfUjmL6QWnt8Kk6PGj2V0/Taw+lIWiySPdYHLn8Jo3S4IkkwlC2gZR8Rw0W10LxWaiuyOvT9I5TIKt9K/UiosoRvoZtwnEqpRapV4YJ75nwPzpQAwzAXLXDDHdYvrbdc/XaLFVeVqdwkYskQsfjFOJBi1pRiid0oCBuitjDrUaR/WMdm1HhgIz3n4jR/mFlD4n03qJjkeXGHz+n4LncvmFw+zEj6Wedc1yTNQHyO1YDx+zX3mx1C1E85e/7r54IjVTZ0b/mP7ucvMX9AOc63U8eKY+eaX5j2jYfeDVbrZEhrMY8P5vV9KdrS9GtCMYJWIEcxVFpouB8GVAAevmfLIFSwqRmhR2bLX3GQmP029XG1ThadVmK/CWBV8aoql9hrUD9Q/qaKsjlGp8kYFyOzPX/FlhVBZARVq1p3zN/un+AWXP+b/3H/cL9qJX/NTj9/lhrDgrjHKhBqWkylP5Gs4rVBd+e01QGpW1lB3DUHTFLI11FqhZpyZWM1xkvMfD2QysiEbipqPy7VId/pdFV+/+JCtaiCSoXy7WPQ6YMFdPDmi88i8ldlyKw/Hs315D7Z+BHyFnZE59tuHc/1LHz5vEe24bcc9kn1Ez2fm2rvHfHrBN582DM6NW3XzqHO95seWZx/4O8xc3bxu3n/tqbvr8ilLwFkHn5rW3173A7DdkDKaalL5pmTDkLobHF+2zd9/WetLN88cMcRdu3DBsBoIcR1d0XtMPA/9fwrGGKseEcEiwgMWCFjgoTg8Ug5yyB+iI3wTfIt8wvAYVMUgEwMpBjNiV8a+jgl8mWSpulJlBYVipTpfpeeq01TaoIKk9ilNsjaqj6jPqkJMrdBy7s3ube69btHlPuimqrtFA6Khs9HGGAElxTTTEIrk56VWpranOlMis5KpqXn8w6GUYk25KsBZMYbaDqYglcABRDCETpQZZVy3FXm2NWoUW35KGZRlTrjBnaj1GJ6pnpUe0ZNIzJNXyhvlLbLINGrIQosMMvKT1u7ftHa3svxW36oKixkLqN2Scvt129rVp1qWcmltbePKLRIXUvRZ/av+Rc32LWjVFbUq8aRwo3jedPPiX6z5P6um7T2cjuzdWmF+O+SOa/a0L9v0g9nm821v/TwFOXP3lHmvPHFRPlsf8UVnrRz61HkNo2e88NjMsyeGzrn+2d5eMocQ8Q5eR7a6WAtgXig0yxQxLYMR9mXOoKrnbUHVnae6W0/qgpp1Qg1yECEm5ATBJlpTRspA9peKaRCqoa5cpDlCI0qaTPXAUva3kj9ioTq51L7FTjfaO+0n7Bix5+zNdqHXDnb0Oq1tB3j81dXTycTV/Om+LGEJwiKHaW1lASOUImvclBacQuD1FeMW4I+88PHHXwjNSy/6r+Flqfy0tnPPng1z5arIoFCNWZNPpfLs31wS3THjLXGJv23a7Ma8ufzkawuVUWUeq/R58fs8s+eYeSHdJD1J4uSg4VHjkd58WtgnUIe93I4RmI1lzXeILlYdtdNmC+lsJdlNfKy0f553qZfGvfO8K72dXtHLavV9frdsBCEYjIdcMjgE2ZaOG/z+DQcCWzzp0fyhtGZobI8P9xBN0+LaIe2wJnkFTUsmeCWKFb9hdzlQnWXz0HiCuf71O2QMndq+PmDE3Tx7QZo7WfSi9XQyplx00NnUaZF2euB2DfbciiJdppuGjnmbL4fdAA/UhNntGp2dsjbcGOf+Q+EOjLsf0m+64Gel+zQOm9NbYhPKuA8Ilu7X0MlCY5zqCrs6EHN+55LsdhBTGhUsYpwhE22cgjDVCwIDqWb04nAQPgdBmYdoBW5OjIq3DXtarGB15g4UcEa1suK6uRx/OC/qLCYS2LKeXnE6FRJ3m5PNj6/sIz1Cs/jLk6NOJzfF3H6s9xhl8WmGbDF8rDCgqVJwhMpDNSHERgEdicBUmwZbjG2tcdmN29eMgE1VfTZfn+p81cRiSxuJaLRfdVEtGo8eih6Oouqi0eqqWL/qYhtjNHam6limkudk95X2EuYfmjuZwvrWWwv9FUFcRSWDD/DJ0Kc+TmXp+yzbGvZ2dgoRbxm/HeOpcyJ266pVoye+tpxVJqfKx0xChc1xjfI6y3436NKq0Q2bUI9Td1w4h8mkxryQ689DLjBqJjtAAj3lpnKNTSJcH5rVpTej+UG8WE7NKqklRdN83mLqtaersE/r4vO3hxcJM/V4T7vcBl4pgAqy+C4O1QxdetEfRg8yJ4v3oooW31g21noiumHmX8WnvmPrOb1H5R/jtWRI985vZZAYvGvuvMi3HnZv9ndGzNJAIzDNPic8PbIg8kPbJsePXD/Sn7U961DLUk6rwqJWX28SkobNlU8mM8MJiftoPG5JFL27Jb89cSJBSWJp4lBCmJqARMKfSbNgNd2WyzRnaIYlCDLpLRQov9nKxh65Uu2PE2/cW8tmd9w7Faf5Rq9IvKxw/h5SpX2DsSmLVrPFhIFeilbZ88RGjtQwWMW9zf0JA3aWYsTKoD/Ln5/CQ1QfL5hi4F5MJg4slOkMECqkuzE+bbp0bzBwzv3mfvPp+5u95VBlq/76bzEHVG1qStL1UgcLTWeVrzV72hZNenrbpBm3fys4T325d9j+HRNeErI9X5dNHnIJq6HvPSa9I6ZJiny0m0hMwDoXtBHEN8852h1vOgRHULHncw4YZ5tYRrlkXUviEI+nUKhRXbaqIU7e7TarNZq2kNjUGDViwIz/tXxDPmZMaOATIYmQGot5UiwBkGKpgA0IxzSVrmRSr2zrk7TOH26T8aTnaVs0ekID5hpfiVfmtea09k22lecDsm3d2R6Umt7Ebn1pax3ZU6zLKsm50M3SMG1ZVonbJ1W0v/70rDfAZxJ74kZJpuIOFvPP7jBP3v7FX6emIaTZaqqbL7h+EITuGY4CFdNMoDOj5szNr+2c8TDdYgZ/bdTGo5OXHYHOnm8iE4dcwn0LqxWwoO1WkO+M26QyX1mqbG2ZKAV8gVRgbUCU4/54Oi5Y3SF3tVuwOOBmdbdKl4mvilQgABY5oWPYlEq6aKgGYRWERMLI1uUTRjiWdyViiebEkoQ4wpXYlqDsYy7RkliBHz5PKAlSnkHnZRGElOHQbQw1duKRHD0G8zpGTWdJF3EE0bfolH2M85vntuiHdMWiO30ZtvBAbSi8fYyhcNhFE2aUH/3RJNw7sLNIZpizqtf70+Dsh7AwADsv2q+usfvmfPJAGROjqZmGhGwxvwDp7V+avzJ/9frbIJlH6Ob/nDN93qK9exfNmz77ObpZfN38L7PL/OCVl17aBYNhJLi//VvzxvUd+1Zv2rR6X8f6jc1/I0VfIVWiLw+TxUZAEDwCBqDaeG2Odo32vNahva0pdr4MUBMUrNRVI1pdfgRhv86qZwyPP+8ioJCIGl9hhc1WiFtrrZ0YjrMHQHWflstmqMrNq7uUwgZN4Ow7VPJycZ2RtAx6Yr9UeeUPzQ3m7tuuhKpE/j9gfBsHnyd3i62m1fxv89afPQ7Xsrn4xYw1wvydiFSs3pA91C8rfYBE4qndxI46u7KqN5+BRkDaYY/Lkle222TJbrPFVatXVa2SYJXtDtEyBnFTqMGgTqUWy1XSMulVaZ8kTpeelmi11CSNkwSHROzWeK8Mm+WDLOGqang6r60vi3QAAbZYzNhUXAdEhO3CeLrgDjTpTX2LPZaglpXwDX8uCoJSJq0AfywKeIaxuSRn77nKGJo3XzR/2/MnmAHT/rnwpSvmzRe/2biIwrSeoz2P0AXCRT0/hRd2Uhh1ThGHneaFUjvqLkr+YJzD0iX0nshPIvQYsMLGm0NAg6AKQY8/GAz4QviLREmxeBXFEgwE0siE/X5fqNyjCBZn0OfnWp5sOF14MQJ7REBOgClCi7BXOCiIQjlU+x7zPecTXlR+ptAFCsxW/qFQWRmmfKkIihKyBH267GfUwyACiQeaZD9Y/CzCZeIJNBUjMNJ8oEjkiwvTTSgxnT1r5rQlMQuXVlep3gZaeToY+oFcgVIGMgecuiY8wIm91L5y9KCzKuSUeXEsc85NxtQLJ4fObdjSZC6GrAllRnL8ynul2b8a1KwuOHntjKaWuK7/3vGuWN3jFJo6hi0rypPfq8U52CGjyu7SbJosUOU8Cu9TmGyDz2ywzgYK7o5TxUupYjcwdGF1DVWGixH6bSiszwXJIQiCldg0DFpLJZBoXkrKsFLKbhoYgvvn0aV0JRWoliIW7JA6NRt02k6g99jAnxIllEicaKG5rk7tQ4x58K/4VJ6eN/rKoN9gPIj0MaJO3FPoZKJcd3sX4VUz66SuLm0dW3muBp15Eu5N2GPGICH+7ORsGGL+Gt6As3tmiEPNnTDJjJi/EM4FG9zYAeu/+9K8qsO8idW1snvPEOO8cJmRmecEzWk4DzkPO084pSUCD2WmCCsEMSg5dbfDzWRGi0iUq8s72HOOCAWXA0axavrDxtDw4LwSxxeve76bznff4Ka7FbAqEHAo4FDK0cCEclHBntJFMXOpXej05/P0fDqdCtNpF6Uu2kxpQHBT4nVYNF9+gmOPg8YdcMIBwgjHIgfFE1okh2JTdUEwdH9eOOYksibHZfRxsuxVVBaF2GQvM3vVIKpboQ6tWIThVIJ54hdVSg1HeZ7m2Gp/Fw8RcNvFUw7Mefe8UVzvLa6RM+WU8jytXCn8U2t2nYQOkKmEB2NzmVpKq3e8FqNfQ/zrQms1NDRWNCQa5QqmKqXel1AaE8KHpybu3w+Ld06pM+8Srnv3XXPjK5tg5yd/3POO/Of9R/ccULj9noUc9G603xj5yMje6IYP3H9y06C7yk2VKFjGOWG/CrMiCzG+9BvEZ/ioU/D5QmIZoyuhRDovl80so2WBVIgSK7gFdiuE6Iqwb0cPHZ5vjMCCCIgRWBM5EvkqIoyNwLjA7MDVgccCojUAVwfAFoC/Bk4GaCAS84PfbynTMgcJcIRIBK0ZS66b52Zbu7uYw2xqYpF7G4vf286o6286zajDn3YWq+DnMmRsLcVf6UyK31LN0TALDUWzRjcq3v3QE1//atOTWfDqD1++fkLzmBmP74enemrQvqf9aPH+H3/33Mtzr/ppblbbmms33n3Fsk/hHTTziuCMJ5n8ZqP8nuPy+wvKzw8f+P/kp0F/lZ9aVLCMCcObUZhlX2indrdBPIYH5efxuEQHk9BSJj/HTAd16CkXJTGUXyzC5GcPouyq7Hgg3Gr/xP5X+0m72GiHYfoYfaZ+py7O1L/R6W/0I/pXuqDbiRvcbuIIZoziqmTOIuCvFsswuFX0/DZSeixUQnuvvwSrk0mq0C/VAsr0/7tIpf5SVKRxwO5B/F756XPZJzf96usnHtq/+EfmNHFoTw08tf/xGWOaJ6y//GE999Or5r783Hcw/skZQfj0y+/Mhk+XXXH3xmvXtM0q+tRBKFMv+o4I6TLiijVgpSvYs6jdRC2uQYgENzQoqCq121j+0ZrM5F+1ga14v4hql0lEi1AlEi6W2Ln2qKCrNpbA+twtuN02lzPmpDbBGUmX6nkjSLa3kb3kILvr0WWDgGALplkS0RHIy7mSyBgh4bVU/BMTEgqvlQF48UYT9ojG02TWeih8gAtt4H6SoqySmZK0WMGCyG4l+WbdqtvnrDTfFK4zL6ubAqkr1o495y9b0zlz5QP3/tfHN830wPj9f5bNX2+dNOZ68923mYyaUEZRlFEahhmRkFAtNAlCRBosjZQEoTKYD1Ja5sbAQeSVPVXZIXlRPl9+Wt4ld8nSgzIwp1YrC0ReKq+Ut8jb5U5ZZo1RXka5Uc4KNcTyp8upUu6pPO7oRRM1/DknMMFtcG52bnNKTsHpdFMcQ2PeF0/m8rf57vU94RNcPh64e2S8MiVdye+Voi7F3+inDosLQn6XywlxdqxPTYcN9hSrnelB+XAxnnflw+k0K78hVRvdW9zUHU+Iue6uAr8zal9flm+fzn1oUxNjhQOyZz6yX/j14QOt/NZAntcq5gB5cQwUHS7TChLIFM/1oTtIFZ0n8DtNpQHyLEanm9PNMqDLbnzw/StAQW96I6rp97dNGme+Mq9l6dBhs3+aWWjuhoveHV8WrmpcuPUYulfzlHv61AXHJvt8ifoh0eSzRbuuR65glzpJBQQMVfb7/TS0xQIWxgaSRmSDBJLkAZcGiqA5nYYbiTKz07DgfAb9Bn/okoY7SVJLUi3JKpKFZDt9yqgzQN0jvSPRSyRYIoFglUC1SHZ4OrQrRGnIHUqGBAeJHI6ciAhOMRQJsAc4HTYYE2d9xZPCCCM5NUnjSfhNEsSkN3kkKXiT+eT5yRuSa5IPJmUBY3oI2z8OkJT2saLftBm2AYVc4ZvObu2zQ92dvPCojeWKeKDS1NKfSWfl64XWYuRyej4W3/EqqGIVJ2chLBlbzZhZIyqiPwXrThQTsPW+iuJKckK0n8poU0d3mj+l8gWBs36+22Uey0H7G6vuufTS72INV2vj4nTIQ2uub+8Ym5w58/U/RWDHgqW/eGxTR6x2njauEfVwSe9RsYHX5240puy3fWSj6yk0+2EvIlDKKD9RTsvLxUgQMa3WCsS60rodwxMHxjHlceMwK0BkixVUEfx+YikzHO58mZ4hFUFrvLR6Zk1W5WvxPSsP6XO32mfdXQOZqEJ4Er/Jr9Da3NPJH3DLk9H9K2cIVv7TltJZGR27zZslo8WGezd80rVqbRiCtmFNM65tHDK0aan5yoPCvWZty1s/WA5/++TBhxcs3lt+cdOouZNuWDb2Inj7u++6H7inaIPsuTovo98oI7cb3ucopCmsdIGL37UaCIh+N3eZHrlWmacsVQSibFG2K/zmzbjSqRxSJIugsGSs4Rdt/rSh68TtMzRP3ufAYFiR3blDB04bammYfIW4ONK2ok8sDjQupEqDPGOIwsuP3rLdXDMDYNQGZBE7zbd/KEw1L7302StXQMOLsy+A6twTldVjfwwLvvhi55jZfflFcbb0JKkgfzN0vlzncsVc1IKTzSPF0d5ZCWecgUXcG8jf5ICNcbgpvi7+CF5DvCFOxbg3Ti1xh9saYA+M0Q3/VD8lvOh0i190Cf52EHf4yph4dhlBjK65w8rm8ttRLJRw2RxWRKUkHZtosyVISkkgiBQfBpzJy55wsCztW+JewR6B9Tl6N7b63Irx/IG+VHLf7a4tpcULNjM6NVbWxW90buKLhIVsyY3NPUOMaCmVmXTxWTE8vezjGRe0mNn/Z80vzIunQzj187fazOdn/6CYYr4+sObn01bBxFfmTYELss9ef05o4tkzfzSpmGYeNCxtiWYbpvWvRYujMMaJkEsNjxoOh6ldcIkxsUUUNNlvY4R4l1Oxyjwp5ZQtTneCRG0h5bS71otryX3Z8+Kty592l2q/WNjWf/O2wu9RLy0WF29p0ysbh4mPrJr/xtanzaMgD9lz+Sc3LjL/+Oe2c4eD2PwAnfG751bfMrewTep4YtKCDat/B45rLlnW88kL5zzIbGM7vmzAmFcoPo8FVDKOVafT0yrTiyXpiQq9HjZ8/jm2ZePG44RJ/DiFnGMMpjK2V2HcFHKc0KlkKbawiuMM6bBE50lQfBanIYlKC6v/5Qu5rFaElbh1NneWOsd/YdLnn5vnspP8s4adCMhMxIWL8a2H3GMEnG4YZ1OIqInUJYiipLEHghULdAc7NL6kuZLjtSQLKns8kxSTqNToll/SXdaYFRVjbTScKi/bsKPVxTlpElSZNBf+L21fAhhFkfXfVdXTPTM9M91z3zM9mSv3JJlJQrjSIDco4QYxgIoiysqxKocoUUEQj+CFF0rWW/eAxQO8PrJrZNWVY3dZdb1gL2H1Y8nuuruuks6/qrrnSGTd//c/gGQmoae76lXVq/devff7EZ+DBMCJA/IPkjDf2gryqBTSJ92aa5LNnqvl45HMDb3ezK5hg8bYOeryY+pycCf5Oqa9gKvU28BVAL2Et4TvqQtV9SWClbAPd+wkOeMS/kaxSPBAmDfyzRLlsJDSlmrDzzRcMO5vYDEz8iWmDDtsCb4RMXWZRFKBcvm28u5yxJSvKO8s7ypnywHTLQEJFSHUatsbG2sJHnJjlXZ/08OGXxXuP6Vw/414LIcqScTUA6a+sbwC3zvTkcHfFmVWZLoyxzOGTP7eBT6Swr0pFtzM/pPGl+i9m7R7s7/X7m14AN97CClurwVMbUMypUClekV1V3V3NVtN8yh4Y64a4GkEcoVb4zsToMl2HUe2/4RxN8UU1XBkQ+TeTFhxzhOfEfGuZARtxi7jMWzQY4HW0kZRTNGH1WncLSWfG04/l9gDAcUycfCmHMG6XCGgVqFNgEL+01UFHKBp6FgRy9QyHLbgz9fhz5s0g9hEStsXmQ6bYKtJMW0w7TL1mgwmphfPV1C7ktxqVf5e9/efMN1D76VhgoaI7JmY4gOtljYLrLNMtaywdFq6LPst/RbeUugI/aw6jf9OyWeH08+SfoiFfoiy2CaiTnG/CMXB/bizIAelRA6kHyF6hEA+H5JDK0L9IbY11BbqDO0PHQ4dw7YQHxp8L4Zy4QwvcM8cKuHaETmCyWgfgDU0mO/mUAnXTjPl2mkZgGX0NsFKp/fXML8PlWCfGynauHkANjm9vgSb/FAB+7xw9QBscg0jcngBI/JQCcalTDEoy74Vg/JQCcZlhGJQymfByRpewI46VILzFaE4XPK34nAdKsH5ClIcrvBZ7p/N3996DH5AMHkVK4KAiZMn4DdxJtNIYLfwNyb/DD6nPQOvzetAMI8pBp5kRigiaoti66DMG1EAhBFxH1itmCekkRwFHfp5idWWi5L/09tCEk4bCehRYxE7LVdo0/H/izatB2lwITPqJQb1/0IxR6N+f7FNAdymqBKJ5qIdPn9uIW4a9mMHt6uqqpEirZ+lXb8tbVcqoLUr9b/XLjwuuF0jFQKIlPCFBzYqqeD2JBUPblQSJEmjkmdt1Fna9LsBsgr8j2TVAETcptF4/LqioC4aDYX+j2TVTngtpuBn1GP7xc1EmMeVMHQ5XHCDvdMOH7eBMRwQuCAHIXRASPKeybZps+dIFpLsQUHPPng79s4YU7cJViCTiXWIii+UE0l60U5xlwgXisuxWrKSyKCDpzV9LmwZm2KMLMYkb+yI8bixF2vvzEoKZtL3Bj2tPdBe6qxiK7mAaVKEbJHTKWe+stoRo3XVuk/A1q/d+Jn6lxuuNMBu1Dzyys3V6skrwSLg2bhU/VC9ANUPueSSoY0w+JcHntn/GAisGj/1/gwY9sI2df/Sc86dMrZE12Xzuk5fa81KikWQcRFtxyKXgrcvl2K242+1Y3OujnH9Oaj9ksngbVcHwCMjqXFyEX3Indb0IRlL5hOd7+gTPJZDlTTbNgwww0bmWvBE4LNDgVFhxWHyMKgM6x8GhyEoDgXKUDCUyeAV2Jihy7BR34MHtdd2PSS61roXt1YirSVXnq0Nbw1ow7nKELSiGTDNQ7NNCjRnCesNyjQDsXlF865m/K61eWHzTvy2v5lrhpmmDU2wrWlRU38TatqHZ9bIlatIs1aRdmn6of9ZhuEfptiHG7TnoB/oOheb31hLQ3JOXaIT5/af5F6j2Ied2vVwKO6Hj+iEf+ydOCVcqSAwsVSv6+ebxFRMgoyyLqgE4rmgYnbmosFMsDV4OsheErw6uCn4RJC92gXMroALrvMBg8/tgybEWBQLtHGJqAJCoVgANrn8OSu8Dt5OskNgGRdTAuFcNLYwtjyGYkk8z8tAW9miso6ybWW9ZQam7Dh+QVaxDIiIBiCidblcWZlVA/dplTZInRISpeX0zX7JIJGa6pyjxooCNZxJSovxSFmZJyTLcdyNuBSH5JsSb4uzfDztSRPbFBZSq09JR0nU7KBEHcVu6d1TemH1Sn2pVDF6/SJ1lQpQR/r/dgc+7qaexEK9Xh4vMRB3l1RVk4L5kqLrWCP9a89yNSsKJdVbwXnQsWBQyTWYQcquV4AL7yupqVanFaqtb1n9T/UuLQc1oU5jX8W6JsZUMY8qEYPP4ckNda5zwg+dnzvhWi8BD/nQ+7kXhrggiY7t8fPlRGnEF1Jkm8N21i7bgCjgf6eFfgEZhRV8Bw/5XhOgjqXMim8KQAiWiSnArIiASA32MS2p2HF3rxvWuYGbnCr2kEzHle9k+3reyJIAWfuBdpKe3f1x97skGaKhlbrgJB5miBMmI3ssL4/STG3Cc8RnCaiIVlrFvnqF/LsTqgRGW+7bL585ieLXd//6mssvX33sjQ7As4vUbb0nf3+90nzBiw+DwDnrL/jkBw9ufe8Pd+wkdEbNTbAJ1Kvvqu/PmcycjWPrEOUYkRUH6EqDtnRHGjLplChiGyH9DT6vwXxYh5iPdLsl0tToduM11zTArqD1vvRZYf1ZC/Cz6n8MKEKTZGxkHIpjhQPJjm2OIw60r3/3XocdECxKR8mztX2X1qvSe43Qn/0svhdev6D/470OvIcM+JRul6nnG07Q9sZ0LM1rdEzrTMxqLWJpTlfPZx+kmNajdD60H+nX1UQJT2H+Ono/Xtbuh3UcvR+1ed4hPC2KHTHZJmLvafdHhPIx36ABz8rjm5N7kGfRe5CELXqP+hyxAbVnI1BfFGn+HvTsiMiCeUaXxVd5bM5U0h/AkkgN0H1l+HoLkQPYqF/fm7cH42Uegl8dH2AvEy6Z79DrKzT79w2Gqf4x8FG+iEiOlhmJgj23wgcYn1eyDwCmXVmV5040b6T+gcadSP1OpkrzNwN8479zNIsuIJP3X7F/WbwP9S+ZuOL7d95k4Qba5zUf8mXNhySfp36KrAgDPcYXdYcx7yaeda2sB+/qa0VKACWxIgFNiQRdK7H/uFbWM1/pa2VGNkvXSgl3nF7reZDWV7Qr9qUAGJO7CGCTWRRggKOYRkkomI02Tm6zgyN2YLeb/CRiT/zCsNUkE5XebUZYn5OiCg0kg1Sha/gEWqyT1vpJNFeFBhe0v8WMK/6gmlJ/sXxG36skdx2OAeW+io0FYIIfbADyeX0bDC/37Yejzpx3//AlGigByf9fxn5BsUkDzBylxeRv8a/1IxME/EwTcJucNQLioa+G5WwiBdXazyCRAUYmZPIZ5J0cILGVbg5xGQI69YZ27FgIUuWTAyUADe5CaSIoQCw0MewX6l//oL6ofgykjX/89abb1J+3jl69ZdKIj0El2qtuUB9V3//hffx5O164/W71D3fOmrd8/rVnlt8FTSW8GkWOkAZwJbiUKVf8QFDCci4q7Bdgq9ApwLRgpqpJGKiazsal0QDYgr/ltdu/gdtMbSqjCV8/XZ9XnbCJ4DmwTCJFLMA4PdluGZ6ri3fFoRhvjcM4Mc6qtHS6F+vwXt4RR+3zGou8rMT+4pcW7K+3CQcsnXd/ANuZHygjWGbKedg3xnbb8OH4lZ2sjG+crAzFX3X1uckdicYNk8HUyQsnH558ejLbOpm83TB5P/7x2GR+8j74jDIOwabuVY1N3VcuzzV1zMdvZs/LNSlTG5uUGTPxb4biN034K1OfyzQBsSnTNLWps2ln0/4mTmrqwC/HsD1nwPbcs0wrze/X/zQ25n/UzE6NT4zad7Q/mn23Hn4f94P6yC6Pg/039t2vCvbdehpXwdcjZtIU97CB1h2+vrX/RxxD79+hj8Gb2v0Rkyp3OvH1yQH3n9O/l91J779Nvz6Uv3+6wuXC16fOwu+7NG83gy/hMqw7/IQ3wiFaSFADwRLWwKINTbGls9pnwBf4NmV7EGzWglpCjhjMHc14q/zo+eZmytXZXtVYfN4lhed9BT/Q9gRsp9PHDeIuHRRDwdePyccghuRoDGXIWbhLl+a5QHF/5mp7HgRT7cfsMGK3kNgIhPZSwGymhAf0vTwPqN6vMO4XSVB9AateKQb29X/6fCxGaUrbdXloz7yk8Myv4Kv6Psc76NNKd/xv8o3i64mNH1CssK0MMGURfHMaiikAgeN5hq+E59N+BbW2MW9q44S9eKNB65Jx4Dj11+DPtNH+9Oif+S/qE0EQ0j6iX/cF4Rmn7dfu/RWoLmBoayx3pgFxJ7xi4exC3IlcH8nrEf1684Ax0eJOS/P2DR6TV/NzLCSHeTrH5EFzbBA3Cf6MkSF46aSILQIyFKtrQ6QzYrBHgtr8WtlYfNYlhWd9heT8/CoLkUcN4k4dFOPCY7EsP7/kAJ1f0QF90ThDluY5Q/T5lcRzJIXnyB48R/b1/0IxpeLY0sPdKhqnuqwPUt6Q93TeEDLHFhD/juLAuwGBf4Fxt0OS9B4VeD1fpX1KlMyv2I9hOXmk0YwfeWhveRnglFKeEs0e7RjAU0LGap/mTxJ71GuHhOXTMyhOqMVplubjNLiP95A+Kh6IBQ8WRnZHuiMoHgkCC5l10VKbgj5zCY3rFbDncR+/pLaMF4Kg4g9h71Sw5jYEO4PQEPSZXXQlFeLO9NmXFJ79FfwoPxdlwiEFQPTbYojF8cPmhvcsMcRJfW+zf6XXJ3X+mJmMjltfW1lZtKHr8HUStbU1bpTTzC/166qqy8uL11Xj60o5UYq8WEbTAE6UvrdJ/UqBE+U0fvFqLF3apDnxfCBI6VGqKL9ULbbLRmJbpYz5nnL50wgsMaw2QM4IPMaUscl4jXG78UUjx5kA/sdvNN9jhk1msN0JbrECdywZgzFrWKrZKQJR5HyeGo8/5YfIH0Z8DSe60kyMJDVHrUKaSSi85Pf5/YrVnYv6gT/TrkP/dAdIUWHDEVJnSP3sLEGN1rlWW9opXtmqBRqMFqD1T4bGRHOiMZfmDHb6hubekqog7CV62JE/vFk9I6kXg8QmwLU+o7aAIZcB8R+P3fOjc6+/cRvMbtkCcid2rl/AXdc3d9xtr149YcmNgF2Q23Lgs6d/3T5kmOr/2QNXE7lMVKeh49h/TjC3KGFPNBWF7yWA0QFMLMCGnDkeiFfGkTGOu0/STPISIDUjfqxpiH2axiKIMXHQGwf3xB+PPx9H8ZhViDEpXprhA7zP64O+qVQU2fb2d8nBPJaCBkWBpVCUASkHwb3HjnKSHkuS/jfR/mtv8v3X8hM86Pij1/eOUl8B4nUn5j2t3gHcF3/9ws2rf3remhu37F77yMMPP3TkpktH2Vv/WFk//4mLM+e0fl4rT+985LGuxa1jpyx+q+fiaWfl+D0Ebs2vD+yTct/YazSOX3L9UN2nejPvj/51bxj7u9oKKfqjhNtMXWYow3PPzlyE9ZL0S+l3EjKyRq5GERFNTKt2eXNWAQKb2QhkkrrMSKR42ont+zbzIjPsMANi5+/Glj5rJgExbOu/q6OQtWb1LI8GLaCpgXpgYel4HrLdUKa+Xzdy52M3E+v+h7sgxM0xPjdtybSvVxleHjJNjejc1BzJqytjKpkhIEGYRI8/Z7TkYvu012bSzkaLmNuOZ4U9YIdrPc94oNkb8MLtMWDK+DPQlPVnoQ2JzcDPpSuSYYFDbDTIVOeBWmcELg7A6kANzRnz8fNtV9igrbmRBGUkWoakmJcnAZMEPErSUmmrwoqC5IjlOIGxUYzBOG7JpjRIx8O2qkCKCXeEu8JIDIddYjwahx4U1/PLbLwlxwytj/W6CA2Ei0K9akf+BykGZGZBO6mvJgg+WgaNnon3Lk3S06Bg8+XWBBCogAOdR3Qh+C4GLXeEI9MyNQIMRIfVcL95MmuxmzUQKZZ7ZvZFzz22OVD1evWo+rX785CxwH/d5ofmTuudn7141Ogr+7YVwWO/e/PsRReWtd7Zeu6SxwLP6kCyUPrqvhsvnHfbjBVD4W9KAGUJLsYJ9mWK4ZkF4ktMHAvuZd6c4yo9lfBFuzZ8/FBaQYDWmm8xP2BGJm4iNw+7YnAcnA1RuYWwHNYoTG1X7ZFaJKHa2hjrIuUsrhol42x1TnWi/c7DzmNOJDqj5CcrcsZkcoFcE0MNNQprkpVgOJchJTQSGQTFtcLV5drtMnQTAqCQr9wihmRStSonUVcSJKvziAGNPrlTPC1CsS6dh3w5dbT9FAUMOIrHEQ+Whly0qiWTT3BqPUXym96laS+Bc08NiPS3t7To2AI01ZfoVlpSTNIDG7XxctOxoRkdqXijpl/cFHAgJrtdMZl9+fFt/Uw/s+3x8yYs/+DRjXvGZbK/+ShXd96/1n/n4+UTzlMPq31qHyCs269+sfryy1d/se3iC9xi29EHZpzzNXYmb3x2UmXq68XzHvr8QtF9wcVbP/roE4YpGac0k2HeV+ZyKfCPFOCjwGgHJrPfDP9lBrdwb3G/4ZCOn5awdPmAr0aubKuElZVh1vVUaG8IhpxhVFvDmhKWmBgNkeLUhSGWCQEjCgXkmEKLwRo9/lxXDMTK82Kul2iNV5uLFV34SpdHFhWRnDp1YhVfXRR9Tz6FhGJo0VEY+Cst4f1Ua/fH7WQ9ZVYWJU4RIc8i8GZvXtzNnm8X9sffmbbu8lUffbTq8nXTvk3UF37+3Uum5B6c0fHLX3bMeDA35ZLvDhA1qRtQP6d1A07mcWXYLCfgLWlLswXxM4TXBbhAOiRBxEjAzVlIzZBgcQmCRaLVAVJUykhIRJIlqdgI+0qvUkOqA4QVQoeABHsSmowWuyBJoFvqxdrdMKA6wG0VMgdIbcDBnvaVNCu9Z1BtQCH3nNHqi7SwB9Yt6Xwuml4QILOvaWh+Z15FkFQDnPkY/A4sqtRgHHx2IKC9X356Jq71t0w9gff1FAGoIXRYJ5/DCljIJ/w7aMK/QAgCRyJnPuHfQhP+nYudcLHzKid8yQJMFuC1WgApCn7NgsKsxelwpjThUEEMJQn/whhhpoBmCj0ETbpVgF7kFEwuB034d7zigLID9DoAGua4wgHxA40Gh0WyiFTra5n9AjSZnRbBYdCVt4P3kZIlGTF+Ebtu1nBOoOn9B4p4vge1DP8ePcP/f5zUT2i/SkTcCDieCrk524ANCwJ5ER7f9ziMpuaTXP6+D+9c+MIztXmMxQ/hZZD908/67uS3MiVnewUf3PIW2Jj3kQQb9cGFb81jeCsfl4VMton6SNmBPrjazvZSm9ir8wTeRvzol5gw1ux2wZkDkqXOQo6TLRGGOtKNlO9wFP5cmtrczfrnSHwq8hJT23/yefwxSHNmTBZrjqmupk6fltuj+XzZvM9nPYYnc+GsMinz5KwySY4lk+SsMknOKpP0rFL75VnPKqlfSM8JR+nnzgk9/p3In1USXz0ZlMlZZThCQlVimVwGlbL+MliGvdQYULACO9tZ5aD22jagyvxZZTlp7QAfuKQNBwa0YYrSgpislCWDECxXYG+Q0LWR0JnYJDfBaFOmqbVpYdOupv4mrglWEboisQosrNpVBatokE5vVTHXaJDvjOfFO/l5EYpS3/lsHKjF/JC38nEAwoFK58XZOFCL/b6ejhPtd+zb+v3WgH5PVYaitsiiCOF7CIQVaKbPQhmCE7YisiuCSHBgYWQnftsf4SIwE94Qhm3hReH+MAqf7ZS2wL8wl56ZVOnPuqzIIwa5wTEQnUfsjgKP2M/oGVNIEXUeMTgGT60ie5duW0NmDvZfvqDYgWFmJ7FaTz5ntBI4Wbwy8JvGwKwADIR8EjFGHZqNSU4vsI3pC2mA+KxoYwQftjJNHLBiS9MakGi+sQd5dIVkJtZkVEpZFSs5CsE/WTMFaMmCVUmr5Fo0/ouiLWnPG4/tgwzGxsE2IvqixCocaAuW2n+G0QWzj/Sf5GN9D/tvFSTdTu+/JVdO+p/Eb1KxptiB2LsxdlYtSBAZpGqr62Z4LvbAWeFLwtATJhr4xSgf5ALmlCaeasBUY/FU15Efm4kJ7tNMcGttpTW1PAHERDSRSWxI7EoYTBI5DalLdCVgIhEQK6OVWGyVutgEIrZs2K+XHShu/LMYAK3bAl0BuDvQG4BHsJWZadfy2KlF8cZAK52o7VUEsvObJrp2RkCsD2KfU3vjGwLWwQ0HYBu6Bwqd+16J0A22loqWCVdVU7zDX71x/rh/NwbgyY6yxenQeVt2axCIqy94r++1/KBAmhsNDQ/jGZlk/lsbE9x1WqTlwG84SEDSfGQ0AmUJWjNjWi4DRga8TI6on2MFr0gANyTGCYDiUBRHmwOSM9NFji4HKyIHwdwIuSQuPzI2dxko8xJYPyz+iC7+DBF/2rXB04nnsjdl32brsu22IcYm2Y7YEN9pA7YOcZsIO8XD4jEREaRrmkXb3XewvXvAvG7Pi7/73H+QvTRAETcIAln7qYL8V5Lj/4HyLwJvDJA5C4syb9BSo0sFDRI3z7pQk/TSnaBFR+F4tDDnATmnBE9i28bOLFAUiRMFYEPCHZxoZAiEtzJ8TE5U6nP4G3arlxN61E5xJ+3kadGwCysUUcKXtYksL4pOh5aPrJ1EaGv6HQ2tqLW+TgtEDIDtfNLinz/5GooeMstjAv7Y0yNvGpKJ9JpaAzeivxNTAJGzR34W1klWJsi0MLuVBavBZgDXOMBVkY0ReGIIuGrIxiFwXcXWCniyBlxbc2sNtMWY0KJQR2h3iA2VuXKpei4mVi2v6qzaX8XyVUlGqq+r31aP6urb6rvqu+vZ+vphQ4EjV++olyB1lZsyfAPePj0WS9JHyiafl9NCwsy00vL1rB3/LXkLNA+q542jpPi3D7+SQ8L2PJrYAGc1OfAnndwq3ng2dxdNLPqs8L+LlFZApoRXfynSowA/5b2CYtFxvalIc3UXZcAqUKZAifJgUdnOV5fxsyjmY5gZRmULN0O4xgOukW+W4Ymh4KqhG4fCtVW3VMGTGbAuszUDpRiDt7eOyO4IG2nyJVNpY0ysWV7TWbO/huVrsnhHrEtvS6O6dFu6K92dZtPpEcM9sCkLsy6WynZIPZ/jEumAzZYOEWzI58sqhJSNyranKNuegbLtObtsBzGeJAf8XMRxo9LVIb8bs5rqQtPrh6/vGFlfO2z9+tGN8I9FvDYQuXzdb57cpp5Y/frz12y98toP3l7d+93331t7BZQ3zbps+dxbt8z6ztULryPwbTNvuq39ajD99w8991Dfn6DnwS1dQPzd9qdeeHjH8z+8n8H2Yf/bhv2Gd7AWMzAm7D1MUyo50c0LrMDbPF6z0+ZxOc2iG1kEXjACyEOD1eaxmRgoukXsSbypdMVaco4h+FvKCWY7/+GEFQ7wluM3jn850BrH/Y6nHeh8B3Djz6wV3S5RdDvxjWSz02U2Ox0SL8l2h8tudxB6FgvH8oLkcLq8rNmOPyEK8hjPTA/c6AG0mOuk50tSGkRh3HkPzW0y+6GIb8Fy+DMOZDAZkxYrQW+XPO5yfggPh1GQ+1cVk9MBbaIAJeM+4NnEtGbxwmjtPtW+8l3qw3Z346XSTTDCQYaixbUfWEDzd2hRiBYQ8up4v3mMaO1Fc3tX6hDueuFw/ktnQYgjkOadaZQFMRRD8WZs1QZBFoG/jFwOz89NleYcuBKdo/5Xh3r3hzuj6s/hMNCy9JGdX4Nz1UOw4rbbQOPnfcf7XsU/XtdkeFn9CvjUc7RcqAvx2C0w/IrhmCSYpCwg5G/Q9KQRoFYnIO7+IhcS3UBkEsDPBeWYYAlYfAxns/r9+N1aq99ltfptgskX9ES4GIzLJFdNVhy+nInxM9DNyNBPIjZ1SXzjpE66RqHILjVbc8l4jUmxWE2mCElVWx4BEVjjCfg92CaNcSwbuTZwawAuDoAxgcXYIvNYU9YmK2KsgLdaLf6ATfAFjWFH8jQfOT01DJgwMKEwXop406PAco46B3SQsSriYNJwD4GXw0NBNDhB2SLvmdaj3XjdUTvsaHeAxCk0v083zzQfkX61tBScRAL+3kOxvXvyld4k1LeQ4GCkCN2bN0nKSvk4wZTSMUabs7zHa0ilCcyBE70ydZl61zz03RvV2BMbczsXyGWvEs633ZvKdk5dkVM/NDnUYRPa1fHsI0NUSf1qzVw1rbQ/FUi8CeaBWYePjRlx68X7xpUnz3ySBs3aeLrU77AL8VrkmDiY9RLjxPbDHF80d2301ij0RwHrAn9wfeGC++xv2uFeO7gfPY2g0Wrz+nhfGcMF/PE4frfWH3f542VGIeCV3c0c4GwSY4WCz2/j45T+CfJIgBTCUuZpgpZIkFQckoNUhLK8gwT+lSFugbMxVlZgA94yI2sOiY4Njk7HTgcrOGJOvAOPnCosFJYLSBQ2CJ3CTqwvkBAzK7RsK+3x5+p4hW/jt/Esw4MQ4s1JNhZS/Irkzvl3h0BdSAnBkDa+K4u1WVpdFsgXlGI78d1TZBy19TeAbo4UC5O6H31c2wvje7bB1elKsO9BkFFdXoAK46ix0aG4M699nXCrx/epHx45eVOz+rnRpfbWt+qMdN9dcHjn3/bcuOVfM8cdQu2s+sbVU9glas20Vxsy8b6PQ4SWLqkuAifvBeV9d++QwCMMwDYLwz5h+BG2DaYqLpEQc5otjGi0yMgAjB0GYCDVqT4hCsFCuAF2wtOwHxogthihJQmMOgsnMdLau0GG0HFIhygjCYWP0MD/KXc7+8TXX2JdUQ7mqU/B44SM46q+2whUBJ5X1f3kjK2XgFcwR5SxomS2YTvIZHOyJjtZk0gyGzhgskPJDDjBwpslowm7ZJLJblprlrCmluySzWTmjQhYk04bNFHU2uPKGOwSR82g1TzVvNB82MyarZJgBz+3f2j/3I7srYTPgJCJWOqsQLS2WqGVAzJPMmbbLN2WIxYDb7G4XfuAb5Nmk2Ed3NO+UjravvJI+8qD0gFsolGblMF2KFbPrR91S5/ksTRE/Q9Rr+5kHBHcljggxVR4kWbRvOlgz0/+or6v/vdO8Jx6Hno7vjMeZ3/a0aFuPrMXrFPb4DNw6pdNTVrsjNR6S9jGaGSeVi71JYA7BxpyGaYqVhmRy0IxxsECBx4pVrKzbpPZTE9rmOZMzLPYDdxlG3PgmhxY3AByDYFURGZrxlVGqzJVsCrFS3aP2WIysPw4ixgY5yY574uwm2liBab10MH2FkoBRlyalpbWd9obCPqKBo/ZDjIH8M8S/pbJUr4difznUbofkXMzajmUIJFlAOFZa6YJ7Fqhom6qkYkeL6OlihHASvduPrIgO3RO87S5d89RmpSHqieOH3fn0PmXTf+YFi7eec2+Vy6/qVb9Z/yJ/aGq3338IzDl+xfOXTd67k9XViZmHhzalMn8rCXTeCUtZXzgB7PGNp7zvfqOuRG33NBwlx6HnMYy2FYPgClK3M8CPLHmGd8y/saI3vX8wwMnklMksisxASmAJ8T/4xDlcWWizTUgRDmMZPoCL3KaBBqivMCxzLHegWik8kMHYB2ub49YEha9PRoa2F4FiiRuqSnNWAVuMxMaFLE8EjikHTDlDyoGxivzIUutEOE/hCw1mgkNggrkR5kga+RL6aNUgbHMko2zleyYNQs7OmH0oiiNYO4/f+36YXWtw9R3N1WVzdq++kN4Gfenn/VdY797+/i5ZJxGY730JrYdgkyr4nHF3Lw1hodN5utIVTLvdvlone1zLMtRuGMf4IhzQbINTzVI7zSATHvfx6SaFi9AFwUis5cgkxOHMEHwWtk31177gXqiaVrnzAsWzLl34RPBM6NBxcsg0fUwuvvT+x4qw8pKkWa27/nhgrkr2i7e9uwD9+G21WHDfztejz5mmlLFe8EkI/DCNMSGPeGtNZhjDEoxtBgUm3wIILvE4b8GG2momzfoDW3JZOzZg+35lupWOXDRxhZB1PNnzGj7LZeqJ2ZMb6+tnvBA85/jW9c+vOuqDrh/5c/K1e+Bn4w974p5ufqt2a1TRi9YyqA83yg2lBJMllmhyB474O2gpqYqmWY8gbSTaayVq2TBbBS2VXVhbUD0vFxr9MSSlSRukqmcWrmwsrOSM1YaKzPRpAVmkryxhBVQOtUiaVr/IDFOpXeP4l8Q+WvoS3keb7oFfCuBNyUwJ+zMhovyJN4PPPBt9N1D1DdLKbzBgpfRo/+Wu3vJy0tMYawOPf0nDDuwPAJMkjlPCV8aAyGPHPDvAvsBBOmwW3bYCTkFFP0ODxGFRQThcJnXBctqjJQMkdYkkJ7iASM9xkZ490ECu9iONbyrCB5IC7D1lNasAa8D3bMy7Fhj9rTdrh5QH79DcYavuw6Uw1GgfI26qG+/BiMIX/V1T/1h++O7zpt53T+ll+GYvlfJ14maEEUQLMb2Z1Hs2Gup/3lv/71sL2fAO6cXr5W7lPPYoM/rwluhETjsNqvZZIQmuBYZXQgZTSaL5AwHPH7ZUIGnJZLxpuGz+5Nem8fjdFndSc6Id1EOBh3OpAEirByNhJzoE2y+Eoqi7o/omxI5ZPE0oGN/4EBDRnM/pJ4ezbbRXokZgG3UuJ3ue+44wkONYgRFlI/bs2zvmb/kHs7tQtclH04mH9kJOPWGHrhdfUZNgBFre4xXXGF4efLkL9VX/qmuRD+nL1gtMKOwHRrHdmiIkZlyppp5XZlitANPNTDFzGYUjJVXVNulkGQzsHIUYBXIiGulkEuSQiTBmQnHIgg8QoDKKJ8RRLXpyph7qAQkyR2NxeVyUvFlNpsqDNU8y/JxGoX0h5gg8POiRFJMnrPbLHiHzGZPfdSNv2OxkHmP1Wj3oQZSu4K9NCKZU8RRI4wB+IezCodk4mQoaiJoxyYflskAg6+wRzpRKs3rfnmWj3u8bPyXR9RR30lXba4GvivVrvnn/nDngZG1S9du/Gz+pL3rYGRkU1hePLTxqUkXQdnwjhq6R73yX+L9GfUNl7oSvFUxctsnvQ897QGPn3l0VssdvaZJY674wezhdH+M959gZ9H876GKZDQCPH3lYACEhdNmb4AsDAG4XD5oFsQaDq+LvkMNrYR7Dc8G7AGRBXEwvyIo6k0BxyK/LLLsrC3yAvX+41ctB8BrkOsuWpPyfv/7IL0FvvrovkXqHzuu/b18fW7qBc3bXqBLgIG0DiBOuebCzHilvMkE0iZs7jChlE30+4DsqfNAjz900uDxBDjRfofNIjLtkNHzefLtw8uVjs9BsmYpkK0zbh8cUNMbCZ4kvHTXXTcguLZqFf4V+yJgz3jVtpIwG+h6BTyoXqr5SPPUadxSum+VM5OUCi4JuBhwON1cSGaC7sp4WrQASzha43JIKJSuwSsu6K9hoMjQptKv7lNk+8Li1GcTba4W3ipllGjO6inzA4klllKU13vvVX/w09deeR3M//zpG4ZQ+Fc10nnXr1ctvmTV4UfV5ZHOOW/5D78NZoL5h94dMeKr+QQOFjyBHsvcv/k3R7fuoH2Zr04znIv3uRBeY5MUFxPyhHmXi095apMxbDNb3RyhFHjOaedJeszzvEmgiEt7SrpD/mmdOdWQkXqkQyQriPZFT1CxF2uNdGDpgQEpw7kUXLoYSALI5JmFe9NUGnwiENOzX7+0GD06Y7kp0GqCPykJN2njQ/TnETq/U8wlylAQYAIyAlg7Auw9NHlneyHylrGMi1waSrvL+TLZajFby5IBBLzYOTLGkjYIGCPVjNTe6G7AG2Kfvg9KR8lqpzZynn6JsnClKIVEyWYoGQg2BypB6z+iPvLuNamJm13q+729sOLU0hXYPLpu+bk1C/5+n7zve/f+unElaN1VcW7fDrj4M7gsXXHFxdepXUNGXdC0Hf75AZ9Bvc2R0vyFIMkJxePmwfZJsNkJcHPtds5gTFkE2QZsRuGkzWAwA7QPrlZsY+ygAVstjJsXObOZJnBlCamRvbhs8JrJZrBRRTUVwVREJIaud8dN7RPUPGf8iKfc992nnli2DBiaq0bMWMSa/l6r9r6i3gJWvwK+uG9OIofXMj2Ho3iJLuYBZYzDanPZsNHqcgkumyCbDS7OZDaYeR6/s4nQBW0y/g4kWvkvQplsWTbRXGYACQgMkHVwwEm0kkmymiyCGbJGEgb9OB8wI+MgHSG96HsHz7/rsOL1VUnMTzYTXE1sEBd/STEki8B6cYq0iTuYjnljzTE+a4h5DXM/Uw+rv1F/8dm6dWD+cnBkGZh17bV9H6v/uJnNqrDv57AZnHn5IP7z8r/oXKNniNjX8OER+YmyeIsEnIGgIxh0+F1uixsCPA2QB6Wwk4kdTZ/P47EEHXZL0OJI2S0uq2S32EUxZq+3Q7udN1q8kst50m8FmQBYHgALAvhNa2BqAAUCdovb47BzFrORRNqf45FBpLtTQyvhkaPxX7wNEZkcIdv2oYYs2boHS4NsRtniLm7DosDyMB4l32nFThzYQB5EE2HRoJgT/0VZQ9zJTt+l/r3lhS4dQfPYC1deCaouAo0LQfzyy1VlXzuc2Jd66CaCnwmnvALK1E/I1yvq51ROY/tPspV4vsaxpfqqMmQsuARcDVDAVel62fW26wOXwV2WLGssQ+Pr5tTB+1nQWQuW1q6thbVHOMBxDjEdTWfSKE2xxmTezy22XmWF0OqwllmR0coIBAgD+RAlHPc4hEhNwHqHLRFjGrmalDeQUvxeSqhkM1pykve4t9eLer3AS4lPNMpGidQynaLeLd7ysNtDwq/YiCcg6e0HSY7MypWgwBbD67rLoJeeNjub0qR029uk0Z9ooKRcmGJdNbGVj7VtOzA5V3nh1gzTn1m79BX1tdnlEMHRwGMRjXDbS/dfeJl64gLl3DENdsF5/5pYM2Jfm5oOpqKh88sCm2qfGT/ykQnPgQnvbo40Brnb2mbtaZ3ekBySXDyEi4e8qTyfPZavxESYC5Xg+dzlHDxfuFx4W0Dz3EvdcJ5/qR9KhA2HMExZsCKAwQJXPbTbUv0MIFz1sncQV/3Kvh5KN9dAvlbpaW2DiOm/nZYe+M9KSr++70+llPS4DzfiPnTqfVijRLmwJww5p8cJVxM94IbQYHPbrrYhW0IAAqlTe8HKmzguX5BvNNtjIgPKESNzXvMgmpvTA2lu3tCIdQsday+QyOvnIcXyL43LJl+6xnZese69n9+gfk1Ok367+jL1t9mR6z5vGLl23ZgM9P52x57nd7Cp9fc8c/f7N828VH36xnlXXjmF9G0z7ts9OtfPo0rZWLwX4U40BsCBEGiKAEEOytCcDCShBTEVQDTESK4TJfbxOr0w5iW5qi/6+YwDIJpSYLECkYty0MImuXSe48dMOH64uOgpwWTqJR0v9LvnjYH0Pgv1nNMBmaYLSqVQSgGLp3MJYFNeIvfQgzb167DyWZ6clB60qceLp3EwQo/X2DU3nXOvxlP6s3uevPvvxeM3sqflsIwiFMPhaaX+argJQsEAPjd8bYCbjXuNPzOifUawzwYEO/jc/rUdXuO62QV3k+xwwCOKzvCc4uBp9NdKwsn8Nr6LgBDTmuoUAevK4Id4yVGsLCIxJmmIZ8iBKISXYnUWcSAXkrBvu/TJylMDIr40+1AP5tJ4bgk2l10qYNmxkRu2/F29Yg5wpZ747NPHQ+rnF4Nr/rXlRuj41z0Pg47M22AeGPZUA5i+424ac+9/km3C/Y4waeZXSgMHgcnMgWHSZAnO9V7mhe5wMgyRyAEBf1k4gbOzgVA8GXPV8eacy+WhSSW+1lgnAS/fFYOk0h8yMSyVWCxJqcLsfJJcU69gKchOL82sSMU/jUM27orDeCDq2+na5drvQq6YM8pUmHyx3VZAzD+iBA5Inxw8eqpdiwoWsyJolIAC3RHo+JYMDSppCSmUZoHAfWmzaeARfZHWHq8pAuydP6NvYptuWvP2TzaPGPbwsNaWG2/5Elxzsfp56PFP0Y+ffWz/V2svvmnUojHrwJQ97bMunDKne9akNfeeuWeH+qOGp9Q3ykI3Ptg1fsXQ4USeM7FNOwXbHyFsn+98iUmTbHeSioiC6OcICWZzwAzXiMAsBSRoivljkHBVkCzyNPBzLiaSTx7POs9xwohTSxO388P4yTzk00kajRNoDoUbinzYmWKOe4CnMh7rLQoNa86evp5uGkwpzewetNCqBhjKxaNt3VCWChiiTYYp1Ei+Ye976664bM1xolY1I7mW6NZTWLNqHCzXPr9nx28/u4fmaq+hBvJuqmbVHVfO1fYJwzpdDz38ElOBZVOJu2ry+/1QMFsDVpIzYHYGnLpkkv4kkUwFlozJXJSM5xwPjHg0ybj4YebJZmiuIHpoj0VAVDJBYA57sGSw+qnGkpFAHfa+dckcoHvKf5JMngJ5EGIBfRm43xjWaWqndNch2kgdXdx3CFcHVjtfdxY2oLe2nHPvmeGD9qBSHJn7lCghdYUmu99eAI9RbPYcydXK5IFjBNF62AorkNXKBkp00HO+UI7qIhEvUqKJYBu/CM8fUx4+xhpjZKx4IjENMhvZSuBjdPAYusw0xLZS9BgtvVnHVWyOQeoqegxNOlEVW790o/qZ2nUl8FVvXtY6BPUphuUdQPxs41r1Q9DYcuklQ+oRFD7Z9gIYlrm/bcIKEHzsv55+6PalY6ZMGbN0kAymK/Yi0I1xoXe5F3pJDxyS2G8EBH+xX0RG0SgGS+BxfkwOFwpRxHZ79lQ7yNDO0YqR/4h8s+lP6l9vWE6Qb4aM/M43kG9aFl/a0giDpx965r8eB4GVEwrIN5eNOXfKGK393CiqT5PM75Qskk323Br3Fje82rjJCDtDIKRAQhxH6ggyzqnOhc79Ts6InD480Vkooyil1SDUzkxUispRrDfwTL99j6gQvLLnWkblKG5ZJNOYI5sJ7BB3i92E87YOX9El9oqsKJaRkPUeD19GAT3MghiNtfgm+qCPYQHL2pi0M+aSBw19N6mjz7Zr+EG0qJ5Stuc3JKxgvVn8jx4T+zI68rCuQiiBFZVqMi9TZzMVqBVQ/cGN6tjycTUooAo9kbsvL9nLVu7zur8ze8WZv6uzfnF9tgLsUd53hnRkoeu3EvGq78VuvnZ02xT1D5fPoP7n1P6T6HdYxlUgofhTiabEuAR2gZvS49JoeeWGSihWAh9rIUbMPUYh9xQLTKyfrWCR0WgBRgk4jFFRBiN2yrvk/Vjg8lT85ph8Wu6XuanyBrlTRrJsg0ecoNcJyCC1OpE2VsgpeWVvnRet8HbgqWjjpSrAVElVctWRquNVBr6K8MUerjhWcbrCUAGxSRSNBhhnh3ObE1mcogP4kKNKT1YjhT0rmA5mG9PLsExNIHbEfByrsWSM4WQOHud6Ca8c3tuOUrIC7RyQJAAcpHmCxE34mDgJK/HLygPEGtBrRPAVLWT7a6cE4BSUuMg8VjwT4+nsJ/xaeJhKoLWb0e9mqRufXb/j89duuPLxB5Zfm/hzOFE5ceTMplR8fN3EuqEtDed0jgR29b1R03e8rsy/56EZ40dPui07MRKfNKL8PMG8NxIfM6w8voOOkw+P0/fxOJWDsOKvsLXYJtpQhdAiTBTQIuMKI2SMeJziZJyeI+OETQ/ohxUQj1McGKPAkbaLEh4naZe0X0JRaSp+c0w6LfVL3FQNGUiSYuyREOgNAa0OBJGXqSEUknyENhit8HXgWR/DphbQ7C2CoWrg+YyplXJ0njYZTKyQTtrtbjHUGdoZQpZQRxiEeWLeZrhOjpU4d0xMRpPQg5JYaSqMkq7S+EUqi1QiGpV4Bsv+3f+zARqIVVsFGumrplEH1AB+f8f6Z3Xg2jENQ56rW18TntE6sTIR/nPi2uUPPH7lDa99Drw7po8CFbkd8fTwTXuHJDIjJ8YjE7O3TRo9fvqOe+Yr2rgYNuNxqQerlU9RuWDPPVUL9taApkpQ7h3ineBF5c4hzglOtFi6SoKsBLYY7jfAp8y0SqfCjIxD0kDM4H+wioXIUsEFxQAep8CuwP4Aigam4jfHAqcD/QFuamBDoJOEECosRxKgNwFIJm1rApGXqQmUkGRZrpPRCrlDhnIFL2nJijLWZ8dFAy9m7K32w/ZjlEnYInBsMBgWE52JnQlkSTBJvJ6Sok2xEYRk0QaQLRxjFW09IqOhuoplSUIk647p3pgTTzLGSECUFxlZO55lDVmyFvfiX3cQ9Gypu30wDRsFGs4SrUd/yixc+T9bijRX5yCt9KSbJ6EWaM+rTY7XFWdh5ClxQMOAkZe9miY1bO7Y8kGt/5HPd1z7/eIMGFo/oe7AzJGFGQAMi/dQdQpHKr+6YoryenEujIlH9t46YpI+F3bIWKXqnNLsMMrzW8HsfYmxYpvseiwQN0zCRojmmPea4Ru2X9v+aENbEsBYDuxRf8bf6kcb/J3+nX7kn+rb5ev3oamEDY8lVGl1EbQi0hGBEYGPpgjBN9qQ6kxB7APZRcZHiLwX+Vje5ysLxiiCsgeJzvzCYqrKYsbMKelQ6bqi6R5EzAexjA9S4jhCZLqypYQWWsfgyjH5lWIYKMuCvzjskeu+r/bdfTsY8vkTyze+9rn6J12EW8c05kbfPqahha6frgcB82dQO37GQ3jFfJ+Kbui56y7s3Lbw2nia6Lb+HnUGvItNMX5mshIYZ5htgGaHO4XXVpcP4t65mKDLw/kooI0ZOMwMZQEhZsqPjSLeYnFXCCkcyEgH7Frux5EePEli+lFf4cSgcKwB79rhCs069+q8l/vLXwL/jrbVQ2fWVmo+7eSP0cQze5m8D7IW29m1zEjmhZeYeq0aagRRtCH8pqVlYgtsaZzYCE2VQKiMD43DyvBQ7OXRxtYAmHKkIEplaa1SghcD0QB29QPDqIEZMttoEY07mGOwGUNDOkrULAYyqRSzgge8oh1zxmzNseNyrwzrZCAT0/sodWk1v6SvJ+/VntKZfkksQCeAIIf/1P7G5rfEERD9ZoNunhF5DLbHqUU+OKi/FgtpROMp9e+qBMAoY7hi1pXNSaf1+u5frbn88jWfvLPEHZ455eo16rhs6/XXDq+vHbZu/ehmYqW3zDrDqG/8Foy3udJD3JGYp75s4UM/eObeD0/c+8xjH149fFZtxZmpm2dftmTGxk2zll06u4iBxI50cAQDCWsSsqaW4DUVZZYopj+5/uWCT3MgQsOHTBhMDS8kAPB+UaM7yNiW2zbYDEabg5K/8H49oBIOu0O2mDWUYmJuuig+OXWEBAgzGsDjAn0haFJL6qFAbBRS/1bf3ak0GuONMXbJ+DWb7lH/8uA9oPEMuGKt+plUNXzO9XePnXDjqvmvgXdvH1fT8NC9//oSNKo/H5JJNjx7z31z51dd+XvtTEPE/VuM57rIeMGlypf3AcADL4BGHygH8H7wJoBJA6jkwQSBBJasSwRw2gEOOwBhRIMSScCHwxnbIhvJyD+CbU5OttXR5Pxem+EIVtx4IlnuEsBdADicjMUOGKcV2qzQLAp2i1m0CfjXZjs0ehjRauE8nPgFBDPhYgitEHxtBvPNV5ghNIMr7Nfa4bX2W+2v2H9u/9puEOxB+2T8A1tjP9febkfX2W+3P2xHNJHmKudG5/POHucXTgPrdDnH4B9YG/G3ypx7nL90/s7JuVnBAaDZaecZi80qtuRr9UyWHOWP8FtbOIvHAo2WfcC0SSOVKuwadqr4dTBBsiWs0oI2WIe1anm2Wu5WO2X9JVsFiWQQfmtaQopfTCR4L5HJ3wpAzARQLk1rSNnF6voLa9SD6ts1F6rrQSXTD+DR2qqqWjZ15uCJKyaq/wL8xCtOoGzfQZj9uqn2vInZnDaGeE7up3MyDW5WJnEckC4Cq8CNAHVj+9hM8ooci3CP3Q53mRv52DLZ7c2VKZFYTuIAi6+WACkYtfymDFjLriuDVmwalaGUkxLrZr2xXF2wIwjZoCsILUFeRIIP6/Wdzl3YaI74eCa1LdWVQl6UUgQh5nNdnaP8zq5IjpKI3xS7OjcrDmbFL4nDMXHgjafjsCLWEpsXWxpjzbFADA4NgQ9Cn4WgKeQPVYQmhtaGbgk9EOIFdwC8EHgjAJEcaAssCqwIsNgUsbbad9p32dFOO3CJgBVdItwpgm08EHggERx1yBi6DNBvsAdCBjEe442Mp1hGX0HozOMkxTpD+FiISUDHcqUG+0hfF9LvKzUK5yrNWz5IMzJpVTDlFiMxKfrBdo2kIp/SpLGYE65TouREMtCumNyIB1rPx8k2RIGu1bQx3z/ykhEzEsuWNeBxP9iwbFlixohLRu679dGJlZUTH71VvYOMPzr60/HD9hy9aPqZM9MvOrpn2PifXr5+/Pj1Z/6r4ryJtRnt3G6ruoydRmpkmQsVq4nzcxUcMnpMHCT+ohJhBWBzgxSlR4qS/GdGZiCpShUGxbOPl8aztcTkBQTSTItod+eJXAczM9KCEnaaemLLa2+fPxb4kbWlYvhDWT/wq8tgcGfHRafg8r7DN/ouSAZvOWczdNE236VhjjFxZuVLTAzvYGZsnRjtQDCHjXS/ivLAZhZ9wOajoQEnACktEJ90h60pbB7SDDs8sF020IU1DuzGOgjaqH+rBaaP9OQD8qdoTq2GTo8XcwXIl1TRUNDZwtFudp56grU2l498MBtQT5SEobe89vPzx8D6DcEFicCWcZv6/pv97pZ8/PmXOzsWndbG5C6sW0n/ssyNBKO19znBkqvHOzWxSo0yEMih0vOc6Kvx0LqpDB8yi+XARjE9ndhNEvXeNiZrgqmQEir0NgS6Qr0h2B06EoKhb/a2r0frLumtzoBYVfWN+p/B3T+rACyB84tJDEVZuMKzplw9QBoltUM3gf5SyawePru2YpBsCF81o+dliMyqPaLGOVBu9+TMJw0mE2/hDgPAgG2gCyArAu2Q4c0sY+NSJgWvdBr/cmEHoFtz/kg6NsvzvF3Ssm0pLUF3wHeI5NYeIlOXrE2Sbaxxp1GCApLCESskbfyAJG2sXq2eWLMGv+qZGhnwCy09AzBX9J+ELXSfjCtW0ZjS6OGNnIbezEBBy1ogp8WH6utipeuD0DS3TJl1QEmT0OrYWJ3vznm/hyv7Hrsp0MqReTIGy+IrfG+ByShWo2BKIWioQwCZSMnOcxyHyNHsj4GZGFf4H37GJz1S3yc0PwA3n5CfxLEV+VXfpEOH4IuHD/8eLvr97/u66Bwkwn4ay9nLbCG4LthKFBw5m4S/YY/MCwTkdZuh4nZzToYzU0UZqM7lGK/iJbSvXpchxSlmBf/KbFIour8V/9qELwY8x/l9enazXmGXZ+jo0X8k1aP4gsDHPVSRHCUU4To3OBZNGR/Xjb0szVqET8PHbS71xBjYAarq5puMwD9MQKu+hn2b4cHzvdYFQ0fDiX0XztHqCfC313G/JMbNPKS4rdwI7lyunWOt5hHmc83tZtZMokTdyiQ8pSwnlf0OQMoAZAfikUO0A+w/4v9gT9rtyMogs2iP2qFgsbNkxUkA+hAgbkttK5bEbhdwMUbAG0kQoF0vJvyY0GAQrgtCIkX6SFE73pC639UZevJBVUAmWd6qJTMt1ogVP3wdz7RNk6dOnbwJzzZ1xVXgYzUOPjln3E0bx40GPWc+eRxMm07H7251GrwP91NkZitmQn0IBQPPkEm3F4qMKaVzxETxYiC8XJCgUB7hjnMsIR9UuDaOxeNUWBd5RUEUhB4YB4On6n30PCB/CkBi/wcMO7SQv9Ye9lmCrQM4pWKfCIyyT4ZczBODxg0O4FCcTLQuqkTboiyDX7Ago1E2rMX3y9I5JgIchoiLYi4pYQ5PqON7TfbcPBMwCdppmug3B5g/RIErusHZ74QklNrvREan04s/60URa552zaUhK9gQkzCljP6QN+VX/CSMWp/N0Vd3iL4qVqIx/bv93f5eP+vPrMzXRvZ1S0dOFWEYNI426rCtpLRsrSRarnsyLSVY0SX0bMSmK1IEkrM6nR+Qi+vIpBpL4LM33/rPN1fcMRH40z/9YtSETReD5NQGtZeoHHhMfbPj/OvaT91+V+M5P8qsALnvjjv3CVDLncGzW132M/VF52zCibmp/yS3k3C2MbcoMZOMdxDRDUKGpM/KATMnG605fdN3c1CmjlsTaxTEFGMB+J/PwnlTAZjA+isAWuuwPQUZ/G134EiAZbBt1YHfHA8YAoHydCHCcbTvDamv4agGzYQdWjLX6YrO6gTCVfpp/aAJ1DTYLOB2qn23dh9ceOtLf54WBv5wavqtGS/ws0JGbryr1gP8dz7zzDOvnPMAfKrveztrht8x7l6g9r28MjI/5tky6kHI0nWwSV32b/tv+//U/+7/0H/dDvrf6P+Jm/Z8S/+pifSfRIBlcL06jbsf2/kN5PQxg21rCxaDywUgAgJroln8rC9pTnHVxPAWsUy4ak91qhq5q8sd9EytqbaSL0+kkv6Uh7MRXYf/+Zhq0QNao55Wz3IPIi87Pfs9bJsHMJ4OD/R4cllNJkQoWSKPPrz7HCWnCbQINy8VQtil04pW6YuixNQoGBqlVoeWCaHZGtz9gSGn85aGJiNsfQm1ctOdtfgdQIUpFHlr+h7N0IA1WFi3j9uuQjhuRaRd9mw55/6+M2xKn1AklvMkscFoftBKJZqUGqWxEiLq6snYizHWhMxOMzSE3WFo0WzO5wl8ADXHXHYRmAv2JjY3FWcgQFGWLTmt1p/SsxLom2LOBzW5FuSBb4o2JinbHyiSfAk/sTHztfolAtCL9mGkUJw/otBr9AWt0tfmxJ3qNMMY2r81SpgwOUIu4Ak8GXgxgHsnOkVo8Lg90CJ6yJahBHy8i8NdFhkuxYSPh2EChZMeR8qpOPPG5TZnlxPudvY6ySmJs8S41LvZQzTjgG7md5CzQxTo+Uxj6K7yDVSCkk0GMt8EIniE7jqkn7dhX2EBXv8mZrlyjgCD8FaIgrAKTobzIbud0DSP42fzyIj4i/nv8gjxTv5vPDLxEBixP8yasUOGhzKLGIGDKVZhyQ6BPR42M6B3xM/pJun6LfmaFWJjkXy+GP7GLlD/qk5S/wpcYDew4bU6j031XQIfIrn0FJeE5hj5mTLmbmXUJLgOboVoLH81v4lHFWYwXgBXWzZZ4CRxnbhVRCkJvOUEB7xgSRhcFgP+/UEgBqPBY4SUwRYMsiS8uMfGR3X3LWCPYTFUMAl/MEa4ujImNPyI6bipl7Cf46aeaqB4Vg30iE/b7A9SJAMduqpIDwixKUII0hiDvhJ5Q+GI9MH7H+q9/7qbt46d8PVDX4B69X1H65glV07OSeAr1SApY5cuHdsKPX95ZOeosUz/C3dff+Mt6js7lo4cM3No+w+uGD1h/GgdC+wkdxGWhZdJMz9UEg/wYKnpAdNvTH8ysZearjFBU8QfgUgsi5ZBGwclpztnJV6R05uzQhugaUg2xd3mXuRGu9zA7Qb0zNPGhbQoGqU+YAW6SiPA7APWlKPDs41Q7nV4jhDn3mN0SUyFrIXWeno0cWBlpR2A6hIi2SUk6SSfo1TIPytEmympIP07OAjJXdQXX/ys2nfPHSTYfAV8Sx0D7la/A470eUeM67hh3IgR4264cezwaUv1YHP72N8/+fv3QMPN8y65dN7mzfMuXUKw7c7DcroGy8mJd7U1ivtiPFfdPjfk8N4BTUP9IBoNkE4+L/FckqaF1OItjauTQZvcLR+Rj8ssI0vyCnmbzFrkFOEAjkZ9rhhT7ouJFjDCQiNXn2hB9lPE+mvRVHarVmoD2hcU89IKnLz0zJxEpyQtRq0XoXDXrLj2/b8uXPTX99et+MkvwQ3ghl/+RD2uWlTLG5ckfcDvSS45AH73wdbtx45t3/oBMD+6e/ej6j/AavUW9Q8XDFtz001rsU1F1om6zPBDbD96mChTziz4cZCkgT/vlPiQrPWQF+wMZ/PGGGcI+x7JmCDJIreBg8MlDtRhe3YR10VNXPynssKuA6tks0dP4c264ShFkSTR925SXgMkA6fZ3wk7nfT4vezUMu9ImZTBro+p4YfqXzd2qidu36T+ZeyErx4EfnDeHWPV48PHbdgwbnjfp/jb8HGwTL3j5tHqRrB+9Gaw8s4NN90C1qsb1b/d9NDN85b0XbVkXje8bcm8m/EPeN/5FPuL2ymux3AltB09ieBECwBmiSMppbCDcK/XCYoAsdm7ei8nAGypOI0Z6RNqmhPGy1Z6BEImZMm+4QcxuF39urlq+MxF8+aMH7G+AhsS981NZBv/Xrt9BrCDCUz+2TRPeuCzmf+vz4Yf0Wer09ANuN9hZopiq0RDEdxufNIIJ9qBlk4JRTfHSJIEOwjCXJ1EQERJLrlJEHhXivFGrbghPUQPay05pZ0EFdKZBjZI313QDXR3qS1vmF1sWsnWcsmsaLogIS29n+wpm9VlNNfdjm2DauDzBXJLrWutD1ifsbLjWLCUXctCHwBfAko5DztRP4KtaCqCNPndK/FmzmQjBbN1DDIhxmkxpjQfmWwspuLGQlwMMi1JhwgsLCA0nHoWEulDaRr8tRU+sjc2Ves58NvnqH/rSxhephnwWpun0TaHmQ1KvdZm/1r/A/5n/GyFo8UB/2PDnw/xHs6iWzjF1kdFnzHlVtx6892F5vfo7T81sAMlPXCV1Oo2Du4NHYV6zaUc2C31MzIOvWR8WGOxf3r9gcCMVcyMqc20CJsxHDm+ekEhqf1FECsrl+JpTT5pL18CYqVhVum2KG0lkbIU09r0Kpbv4Q5aX/B+36cQOwWMNm+Xwe30ufG9l5n3md80IwqYYjLxwAZSjJXP6BmuNJ89RrMy0wSSFi+KE6+OGD/nwg5wGE+oH4Hy2r839n2E9ftWbLPsxmvBxYSBqFis9rC9xt5nZy0sIOd18x3uXKMEnpBAk+VTyz8siLW4LAkLMn4KQCU8H14O0cvwbfgBRF9DsBQCCHA7XC4Gf0EwxDHBMZdikOxzcPc7vnTAPzmA2bHOsdWBBAe3Dz6hmMQg8KFg0BggP/lNHAOMZtEVdcEyjjgNPOOOKXgC06APAaZgtjFdWEVHg4R7VTICxog9bqMuYWNGS2nQXec32vMJ7noknGk90t2aTyproDXAFLNAqiIFAuRH/aB8Fa0CrgCoFtDCFp2kmRR4Fkpa2N3qS29n2ucG1D/Bitfbbxg3cd242c+PrF741r4PwMiJDep4NtUw7sX1M2bzro3ghZkRj6rHFfMyd5NwgeJqYMFodjp7EYusprCpxoSM2LDCsp+HZW8wgKsNgDO9aDpgQp85wKduUOk633W5C2mlA+hDF/jaBZa6gMvtTjEASx7gt81oPJqD7kNPob2Iuw/9E8FPETCgq9EmhAQkUskzfix5v9+qSd5iZtxWTgRRgCUP3C5kYzwxhf+m5GW/LWVRJOqyepFFl7xloOQP/E8lT63Y9oLk8fpFtJqWJijQUtOGpmbOiXJ6NRG7+63Z49ZNHHdD++t97wFvYG57Br7T9MG+txZWj2RT6jsbXfzsGetfHNeAfxjfMNEExvd5b1FPeyJk/dbpeAM5sEipvw9bNBBsy4K52cuy0JsFB+rBvSFQ6RjqmORA90eBKe6Pw1x6THpxGv0hDahausQuDgmD8jBIh4EhDAi229/DiGmQGuCKho6GrobeBjbRsLgBjm6Y3gAbG4ChIdnQ2PDrhj82GEzNDfc1PNWAwg3+6kzlzspdlfsrWbHycCU0Vy6kYHA2VD1OSfK0aGOoP5Rb5O3w7vZ2e1nGK3nbvIvoD0e8vMkr+oHNP44V9leCyphYAcKoIkiTGaLxHB25MgKpygAr0yRyjBe7id6YpzYWU2JKOJ6rw68wVkB4eZdUfvy6h54jliZAtNNIfc+CUn7zlT06ATo5ecF/VtGTKE3xEFueyeMvaZabRw815BVwkc/57DAJj2z8yQ0XA2iMhyoLmrnA7nwWkIQXFk2VzxUyPqemq4E9T/d8NowEkjuBRMOvmAhzsWIXAoAxS2YoGERPSmG0uL3PG8qt4EGbRhLO83JURKAfAZqiYAoDhiIWEC/gx1Y9nQJ/6VBUFImAQKRQtrb2fC7BN842tOMMJNJcgQHJFdrRBc0HmP61UpJkwe5fPWx2bUVJH1LMIiU0oQyMs822QWcwkmLMhNMc8jwfNpaHeXrsbzYHzaUdSALGA3o9gFjuP7YXO9BKK+LyKSHYwumhtZl6Byjl9lmyQwZ2ZMfgPJHSzpz5zseDckbu0zpEx+UhdRr8FK/LAHOXYreyYbaGRcQOkyUksHQ6tzo9uUWUmRobBTLJXRSwUYP3WKuC/6fVusu634qmWhdal1uRleEJdzkePT4UFM2g3wzMtPciz/hArw+QA7sfw2Lv7Q5A+t1TrJShcaJ8kDwfQcgfkhYDB/DT7675XAk1jhh5Tuq7az5Twm7/mJHnqFcn7h21GdVMb5F6Evees/nM0QmRhET0fwTrnxcpN8L/Yu5NwKMqz/7hZznLnDmzL5nJTJaZLJNAIpNlQljNkU1ckFUFJAYtiogFEjcUlYgKuLRi61ZFwbYqtVYQwiZV8n5Fq7YRPhf614pQquJSBLvwWiUn//t+zpksENS+7/Vd1wfJbJlznvvZ7udef/dp5BmjOuDTXJmgLxTJ5Djg1fbwa2HmLKC65uG+WLS4kkRXRddGuTtalqiklT6vmMOSJCUDaJgPMEKDih25yUxxFK4tjqcUI8dDuddD/Wi6/sTwBEozHi0BbG+RQpW0by90sLa2wlInxSavqbCYdYfg0xMON+xr3CuCy6yEBsuAUtETFBNSRQBnn6j9bCCMUNfDIUQd3CKWQ/UZlb8LVa/4zeYrZ180+7H7brZWQ+d7GXdV+rJxNefa68Lxi7kTGu4rGH3J7Om33znrkmVSsVgX/35suD5walmVZUfKBZ3hbvkxEifXbB0XviB8eZh7hGYGuzZmha0kaDvdQ3krPB2gnL5AJQIiiVHEFUUlfuqX1BTFMEFGYjQWy8MaWUzEU+T7ukNaYBNgimuapDs7xbt2W6AqDsvCF5epS5X1rAJcB7Xs7lvNj9vbERu87OzopTf9woi7tFtp01u/pNcfoM9e6BoT8sTfG3hRanzdfWY19KUQ1vp9oi/Pg/xmxQfrGHuziXkDTkSj1IkHKPcbhnuSmxG34Z7tXuuWvG4Eo3R7dQW7w/1+EhA7ww2HMMl3ad6ALeAbYfxE82kJDW0wcohrWn6ecGFq8JdW5yqsStl8YsQhHN7tVtCB9SmC/xzrxqC0HLXWVijrgzgZClscnt136U1PnJEHnRdAkzwvFC8721wycFb52Lr7+OUWuuTxF88LjYUBQR9r1yfSH0AWyoHtvN7IPVudqTKnGlOfUV9QJZD5Y7RCDvvdbmH68+dk3J/QqMulBEHedkoi+WeQokuBCEhTKLykKTe6KF2Fjlmq0qKoH8RiGuNuQ/d4jBFnZIQ73oVxBB6KEejCE19hlYjHDYDKEJZ6gHOtvaPzZbTG1Fh13WprEeg+a1hH1oB+szpb6esNimGZqjD38Q+LzW9u/uvnk1KYW0/vp7mLzavMRdxVdMuYa3Pc9P8102u2bjr/wXOEBxd/d9xStuDc00us9X4OjM1vpFJSSRYYdReX0YayiWWsLMm5UllZkqxWKPrPEgp3KMqgM3JpIrcql+Um/f68pCccrvJQD8F1VEGC7JqNYQVtF887reSEtw8LdAvf4dr0YcxRQDw3eO0XbzE9GPdw2DbG1WWsoODaGsQ4yZqX6jJi8w+n0m/Gj1ry5IOfHHrwl0tGjX9h5tIrR4+/5ZYzR115xukzX+Cj0/pHiz64ubn55g8WfaSnD17TaOyZcvPkCy+cdMuUPUbj8KFoH4Z+ThA5F3cYYTfNp2wCpzVhEQz0/4S5S0IsoLaQKiuaBSHM9IARima8gTWB9YGdAcnPAwHFnSQRJSUbchb7dra8Sl4r8w3yUZntkQ/ITO6xFNs2p6buOEBLabLjoX3JhFDcrX7aSpQ0ofNr82ya+9ijdfktgtPTM9n7nS5G2OmdD3zx6g/fvRsYPc5bAOT7S4SvfJ1R7WWUqNSlKEZJWUZJ5CczaYWOUO5RVivPKhJnSkBhqqRouhN1H81pId4HoxmnLxzNXOhc4XzI+bRTUpx0rn69zjSdOrhT0bkGC9yt0KG9wX/d4x3UMVSDSfS90pPMZ0cBIQ9HTNl2YTwW7L85a1hstJL4y1SepLXSJeb+130ePTDsVfNd+mwnKxhYlarb3HlQsvPvNUKUIRK6rRoNH0iXToUZucMyMj4IBpOODcvMB7lapvNlqsp0jlVPhXEEYFNk5uSqS9cc0GEuKaqT4zmlefwZKQoP8O49QwsNy0gpeNDw3UPwQsd3Z7oudLHrXMtdTHfFXWyAfpY+Q79Bl2boP9OZQ6ef6PRGnXr0Ap2ltHHaBRq/QLtOe1DjQzTKtIDGxjumO9j/cdAbHHc6mOLIcbCvFDpEoTkKleSQzBwSfViiD3E6hNFytpI9zDga8hko+JQ6ZcWhyU6YNN1FdaLiwG9GLutRt1HPHelewVpNdnhWtiqDBYBnPTZb9fisuRDAM+32RVaAV0V2VgZQnSbhB/Eqk8oQ8/M/PG9+ufX35hE6ifrbtlIP29Y5Hn+lVOf57Ndibrzog5BfgLX3kWFEHHS8RnO1n2nbtdc0EKZ0qnsl6lEkXIySEUtk8OhhTdJCaanEJ0pNEtN1IklUdaoSpdv4Y6An6qBU6k4QjOHdUIcWcji0h/SndVaiU0lXnWimUh1OeKkNbXNSvsq51skyTirqHquy0+nILtKtYo2qQ9HknV2flkqIEW2HRWELe3kivoSlHCLQJzz5Vjh2OXaRxhZk1naOZVOjvXAVXLdJLl1sHthSXlaR2mp+wEbS8KP00PzWuy8zC+QXzPn22CyDdesg6zZSCQT9PUZzIJJBp8xe9WP1mCo/pdKp6g9UZqh0oDRTukt6RIIfqsLQORQZjhyVSksd1OugaUeDo8vBHQahk8hssgE0Y5qSFiFPFnU2jypcmSjTJnmhvFPmMpEmSbDNJadmRTnsEyHkLb5O+4XIvG+wIR3ESsGzprpKEzgNMP/SMnOK+Yk5lU777C8w3T8zz6A72Vw09GbrT0yW/gvjwWl8qxWCITmy2G5ege2GGWv0dO7LYrtpAtvNN8fHRJrFdo1qGo24NYpWiBc1ni9pPq8vZU14RERDMK8DudMQLEPhGOOY5uDTYFbg0wYHi3CfQwl4RRkK7w4vS3jpUS/lw73zvQwadsheDVXnjW5FOE/citOnOdDHZ3iDQSsGIpoJxl0OB+K5ObIVKGwH5uFd2bonh/uvPmFxcRudsP8KFN2BJGXJbgy3+ix+lfRfqGXmss7LWOHEGrsKBd3UbaCd+JwN4Xaf+rJlm2WkqCspI/5FjCRpK+KOHzWCIIS7E7GBGTeOuduoH47Y+Ac2wSchNJXAh+IZPs9FrvcD+L6SS3McOdGcITnjc6RFodYQU0M04nUXutnp7lAwlHK5Qy6X+3bX/S7W5qL1LuSC3Ouin7pA0HelXUxVQi49HCwHHeie4OogWxikO4NUDUaCLOgWeKJev7IoQiMg5uYzNb9Q5AWMU2XdOV6eDgfj4MJxhdcVLi+UfIW0MBV2hgvDdGmYjghTLXwnaCPheCjknhTcgMEu60UhIlC8gkFX3NrYCLcuNngokSHFPhdahbYUlGQSLupKt2Rn0gq4sjZ8s0BaFPnT/losdt5cg6JmTeceEL46mnGWm3GvZ2fYAu/rxusTYujFjS2YK2v/E5aGpMhaEfVFZDG9pBsIvbZGnnLBpRvNHadn3nakzId6io0sp67PHp0++evJ593060X0vDsvurJ5QWvwXCw7wpiYcfoYgqE/k91nLpjzPNJmJByxaIwt9VGf4ScgfBm5k3IlAk8MDWtSJIohRVpRWWYLKJsBUXvFGVEwGJDZmfmDJG9bLg3kRlf51/r3oDgfJWFfmOlhNbVW2SCq9YKyGuFR3Y4paoNdQgq62SeqqOnGw6+IqKDmgAgKwuB8HMB+goGsSCA7Z78nDqjOjgFy3briWDZ1vzsE6BK+wAr/+eKen4j8/Wz0z6d24I+waeK4YOxhMamkJUZA9WnujDMKD978wnwWVTyC7cB7xUOPgWjqcnCqF/E8uSRVsTRIgwi/hKi0k7CUkpEHI5iXJ8fi3SMYp/EwMqGNMeEY2EJSVOWpChFQIntLPOW+ItxPowI5GbWIXsav5SyHY5Aip7xIS7Tl0XBefFVobWhPiIdCcRL1RZkeLV+rbdDaNRCm4jDIcV8qYSTsQU4MOmGQO3b1DLKNEtrcC2tSFEo43N+4+wN2pYrA0G5zgtCmsyq0CDCpyySLe08GZhGVdivTQ3eEalb811uLb9v57DPPc/PvvabmtgtvHpoxb77tB8tuGzPb/PRhUKLPb9x4+yPLIsF/dU/Tec1/Wr74dGPRmWUjrPMC8ScL5LdA5h6zaXuIitWoNWB+bsCKFzWCAao41ZTI2fXpIFx7kz6RBiIKCBIMPfP3lLvuAaHsgwXReOlm89CIcd1AEF/duYw//fY995eb17Ibo91QEPcLms4HmqoFTRds2hKgqkUT8BBXSLcsV0UhqjtdqUKNprWJ2hqYOM1Hk01kIazAiJy00uwF2KSVnHIilQJ5AZ3GQGoWfy4hVQukhc/GjTAPbb60UYAvSLcisoL5dLRzOb27/P573j5+v5VTOqrrEIwb1j9p2E7cuKOrAjQQkHzE2tHAGP2phG+Vj/l8Co6amlR6j1rnKw1Zck6Az8DRwyGD9s27fgDLVZBEc4EkFoTm6ZSap+lwOiPKbjSvBZKseTwf9l2DiGM414heKM2V2IXaXI0t9q/0s0WeVs8qD/fgCbBJVyOC68Np7Em6I0mSG0hVqVQV43V4r0Va5ytWXnWjbOXs+nsAK3JFKrXUcKE5/18rb+1BqPji70+m0mbrY/f/mz7UDUlhzjOffl3gN4qaOaIWY5KUktuNiwcmhiUeSTyTkErz6vIeyHsyTxocfSrKhoZ+FWLrfPQpnT6t0HWMlqSL1xSze4t3FncV8+JiKec0Dy84TdKLiotjgbI95ACisInSamWxsiqUyawKalbpOlGXvSMbaGLFmfTUW7CwLG2jVaJXlfNslQDQ4+VDW14y15vrd24fPf/Pd22k017aar4x84o335p30cVXdey+8iLzXyI28s/mr//w9p7X6LS/PPTlrGFv/9Fc//6yBx++bd/elasfWzGO5lo1L6VHpVRA4X7BKyeCvjvEznn8s1HYxajXv9Df5eeuDcn25J4k31DSXrKnhJNy6kXGedRoxfxkhWZzJhweGnDmefPpyDX56/N35vPC/InwYn/+kfyufGVi/tL8e/N5fr7UK118VYRHfL0zItekeEqCzeTNa8ibmLcwT1Lz8mLBJKmIJfe4DriYqyiJyarsgOMojqudC/5B/+mQ3WnF2axiC0gHB7pP6jexAIUwrSTcJy9yyI9+anb++ubHP3/x9oVPfk6HmAfqxtx1+rRXqsZXDxtaM+ZHo2tZURd5ZG1P2rf5ZudPL7lxwul3Y8r3GWXFS5qyuW9yq5xDTiMrjLxPvf/2snVJOqz07FJ2ZekzpS+U8qEDzxo4YyCvxLOEW9luuROjTVEWjYa8GrXilhZqSzXZoYm4+ZQqTu5goR6N+iKkPKUlHZFUPO1LFttZcYf/eFJe3GE7nbDZNp9jvsLJaXH+XmlzcATgCMmtWF0uN3Rihlyv/LkbZqqTpq9aLP19ly9VMO7XvfPlzFHdiXSFV445C9beSlh7E8TayxP7scCczNtETkMQZJgbjCmaD9bWq9r/0dgM1zzXp65/u6QA2o5kEqZqOJGLqKDERx0+BTRgg+4RdtVGRmjImyJyVWBVgPkCrQEWCBZEVulrdaanmzt8L4Ne8zKaTi3rOggk+1pAsmvf19JuAzeI5AYbGWDwcCoMZ3ja4XLgGGCQu/rxmPlQ2+UXta+9Fd6Y5yy7bME5eQFMe/g6ZTbPvvCO5c/weccf2nfRhYOFf5yEzKv4Z8Lu8omxDKZP0kBFNgqKMg1sIlvIeCHrYuxetoaBYk9Rra9g89kStoP9gf2ZOQZr4zT2sXZMY8wha5LCJaeiOpVWBw055jiucXDJEXKUOPivHJ86/u3gex30Hnm1/Df5uCypMnU4ZLaD09l8EWeccOqU4MD6IZa7UtRofiKjRsOxjDp0nEIVjaUQbQytzm5ha0R78+GKrMfUMgQIgUHYA5oFEiOaCCwzQgvqOqLcxS6RI4LpeUkKJxr/zDxkbjWfovPNJTRN9dswapc7zbvo7eznZvGddBq0CuuBnw9jJBNjI1NE8oZB7YgFhztDVCkFs9ydbEXpbkppurm5T+gC2ssEAD5MIj+/s5bm0jYpdfxFgal5lbxE4IMOIE9sJ+Ugk6URfygaB3nrNNdIF/uZn54WGBlgFUXDi9hppSNL2Wvl75YzVhgoZC7J4SlASRGBdqrDZ4RZQVjEXDmD6gjtXI1p5SkRYGcD7cSolhdOkQNwjlWUJEHfrPJSbw/QTn8QRALUuw/Ojgjz7QdmJ3soWBBES4Q7A0u+/On6yxcsee+1SwXKztnVI5e0nl790U2j6oQrY+q/O1nOI1sf++vBB59+6I+IsjPh9vPnLZx+t7nl2qZeclc++aHhfTeP6usdO4G/ImClyIILNUnUKzVJXRKXpJjTG6H2uR2JUadT96Y0IZBFg0mFFMIxHk0fbvd9sEuccu0iBQ55kOWIxA8xIbBbQLMCBevgf3+CGp1kboAV9Dyd2J/AdtaOFSt20CGnktnyya2Gd2+A0vXSTolJearKc63+4NHcJGwlDh/3oloq+lPmo9wpOagjVRin6fjE+Jo4j8dd+cFkU2AhsJPCSFKpQv2xcZcQ6NqtLrX7Tt3HUrtzdd2iXbCXwAdi3vPQvQ10UlbI+0FW7qMTV0DnzrLlPFuEeTpqvtpdX8oRFvGAsKrpJUapU47JbJ1GnXpMt0KzuQCxw0ptjJT7yplHjmetL0FhfYlT6PrpHI0BxsRYZSYirC+hOSE2J3RNiG2PUA30c3eEuiP5kRcjPF+KoOofj4Ti8UgQrSrx4N1BtiT4aJC1Y+QzDGVDkOlKMCKQl/yKp0AEILmAXcdRZoh6cjKheEk8E+eZ+C/jDIb5SJyG4jj6bdTJxE4yaiUdGor7Uyxvomehh2FKeBfIjB5H0EvSsKEripJex0SYQX4EJpFZ6Ig2yJdd1aqzXVQHFZl8aL6yWJTIrrfNNU3fo0CobQY8GWHRylGpT4qMlb7gV47wN2f2BlvkDwirjTkflKNL+0VeZD7zKlTp2blK5+M006eO8zRzstoE85wmI+k048x1p207jd0Yos78WD5KEVic/cZiLleHq5kjE80wbUjuEKaMyBnBPHZeUWVVpVE5qVIi8AQqbGWlNLACVVg35hVVGBWwLirszKKBigjD8/jRxC3QCjUtFxOMNkneVI1QfUrUMpLrjI0Yhu/Sefo/K2mossKqB90VlLzBdLApuBBfgC4cDA6o0FKOVHRAyohVpVK4/CrLKzKrUnRDipKUkWLqxNTC1O7UkZS0NEVTqcSBClrhTpGGwUkLJAGlmV3ZOoDNwm6z6+WYlYTkt+02LZaNAedaZNsK9LvvykCy/n1bHlI/Ew7KUN9aaGrTKVKU+uBt2slK33zWM/n9JS71XRDCkPFeHzg0IsG+T2r3wXooIRWkipzOgj02vkq08VXizq5EG1+BbeMrsG18BbaND7PMjfvRxlecU8xyMBFtSGJ8QhIIJWoBjXgrCyvZ6Rhsz6JBemP4rvBnYX5tzR01bHHdyjp2w9A7h7LrRi4fySoL8gtSVZWhqqrK26vur2JtVVTAxXqr6OoqOrKK3lD1aRUwhap0FVOVgiq9MF+YA/NX57OF+XRnPp2XT9X8SD6L5NP8yrRQBePKIizxWuYrY2rZAAzj34w2wShCb2zJUXOJaySibhiLPfoV8mKZyRcMuHzAgwOeGiAdG0Dh/B+QKnQWNhTSNYX0skI6q5AOKPxVISssLSionJ1PW/Pb8w9guXjqzW8ALWU3KCignjjy8wn0piqeclUnonRtlBrRVVG2O3oEgVy80d1RpvFoNFDa17Zo6GhcNOqTqG/jWj3BoAhLc9fLEwQrshLkmluEjbHRtjEebrRsjGLlYpp4b1sjWhf7WhtPsjfaS/hbzY79cK3eBsh+GJh2X49NsvMnJ7KyPpbJzk9PZGo9tsqT2JttsTyZy6H+WUiIUig/But6CP2xsTo/mijuhX5lFNO1xZTPK76hmI0qBppTxcDukpSlaEBSfbo38/AAmomMibAPI3Rl5OEIc5TRdWW0rIzKZfT8ssvK/lXGSZGviC0qai1aW3S0SCopGlM0rWhOkSQXlRa9U/RRkaTVFz1U9HQRLyvK5KVjFnST5I3tjjFnrCmPkjzqyRsXVjPID2XnIDc6sj3ELwIifJN8jPgM32zfWp/k5T4MiBgc8CgFSeCwRl4iU4F11b0VTRULK5ZWSE5gT4N2xmgs6c0tzGX5PLe0T4hcUHVmyDCvKzAo5RUhjVbZWUODhdfqXuVmbhtCdp8ID7DiI/rEx1kunexnIK6Lqp1WwASGzvUNlhOhci22dljRjcjQZAUsi+XUJ7oieVJ8nJyNnCv2i6gLLC6iFD5+y+87r+8OvaA/P/+avlFy5scies65hRaE4qxudmI8PXfTBaNFYAbdKgIzor1D5X5jBdCVlZnnzTwnB+QBa+2YU6Vfg7yXJkPJR0Y8jutBq8itGFrBtRhVnDlOpq/h60Uc9zVbB1EsasYEtIzbW4+zmavXJHE2i0gpzKbPKJkEIlOJUTK7ZG2J5C3BySxPFSnesqpIiixULKTfgKLUDC9OpGpS3mRhMp3k5TxpmWo3JUoy4jkUEc9GDvKLhA/+OjuBuF4HEupRPN26C452ZKfRzjfe1VlTswsnrdecgcKQzZ2t6D9+b+RJQTDdYEB+e1pqpF+fHNo3fUH3FO20YqHMM3aKKJl+wv2mJqzZ2S1m5zwREvVNLptpTrt0bMhjzUfXJ8pFsJcHkXp6lzHVifORqw3VmMJyGBum0HXxbXGmx+PxivhF8fnxJXFlfmJJgq0se7iMjT3t/NNAW62ljm6A3biSlAZW1tZVlyDAbklJqlIoHw3V91Yzb/X6atZUvbCakWqqVlfXCV0sqdZZyU4iesmh53hwer0kYNXS9U/yM+I3/LP9a/2wW/04wRcEvUpcYPHGSX5J7YdYA9xXyzSpdmC6PJlv5Btuf6YQcYrutexbcGTkTCxpKllYwkuSxbD2fG5vuDDMPOFgTop4YNd67GLRsBzEcygn06t4dJ+Z77i4EfZwFte3B0jEb/kS+y2+e9hGpfw2xF/LIS2y2Sr6ZCz1DpOCtfNtMMDKRbctfv3QTzc9+8LIlBVBNaa6pexkPOCrbm64zMYD/tGPbjzv9/YSOWBWPnHJFYtPgAae32DVPoma5ypzYe82kL8bQy+Mzo2y2ujoKEvxwXwv59uCrwb/T5APKB9aPqOcPzV8y3Ah26ZGPDViywhZS1ftrtpfxbkoU+2qoKTeV89ccrReiLND1XxE+9xUVywqdhlTFG9ewlkfS+FkDqjMgBCAdczXgAAgrQcBJL9AIIdMBIEKCDvjtLqCVMnaJN2TPJBkyaoio2gSnB0SniIJ8UZWi2DsW/ZhPB4iiGCCr2V5zOaAYFLkYZFW1YPvbQufzRiOfCpsESsV1IbZqDsRY8ROEcXc37mOnJlTbp90eW2m6IywS9JrK0afvbjEPPSmeWj1agvPy97j9E93v/PDaU0lhXUvVa0cUV/8376RxZNZpDW/aWDJ9FVrzEJESuNn7Zsk8LzsUNjVbZU1TZNXCzyFrk/kN0HuLKeXGgeUqNuXuY4tZw8y7mA04qGryuj0sivKWKSMvlJKH/DRh4OgPOZG2Jj4nDj7ME7ry+kQPy330zI/lf30fP9l/n/5OUn5UmxRqjW1NnU0JZWk5qTYqNSUFKtLUTlVmqpLjU29k/oopWgPpZ5OMX/KnUiLIvQ7CyRvwe4CVrAmQQ3gpONyVX2im7rHKZKuEYcT9MPwmjBLhxvCTeGF4aXwZn34SNiBb5eKlzIJb0An8s4CWpCElQD72dvnCM7DI3iggjg/xGE4mM+RcBx1cK+DhqzcDrU7t6MnxaDvGWzvTFHf43BjDVodd/UToS4ytZqz8enNPeB9iHnvz6lNnDoqXX5z1yOd5r/a0TT51Vv0jFPFov9u5pnTRsgvfHPTbacMQQe+/VNC5Nkwxxpwr/h24rGNBYowFnjg1KOncxWNBRfEKjNOYSxQ56hsjnqNyrYjEiaNuJ3U7cx3vujk+ZITFnfK4wx5PE5FhGAoOxT2a+UPCkso9KhCeYOyUGFEhKc4FMXpFrYCCT4S/oU42go8JZ6Mh2c8v/SwQg894qHlCLAnUI7C1OlUPYqwCGic+CRP1kqIkFVr6QZ6lPI9aCnsDp5uF8nKuyzLAHpLe5kFBM9stsTs7zALWEbGbvVfnv1N7QlqvoCgyGr0YmwLQHkrg7F1kVzKjXNdudSjR5nXGeE+LUfyO8JyQA2tjD4cZRh0sTiHD8gZmsPKIvURNt1L93poKBD2+3IiXk80Vwexx+1zM52740qQb+v6ykjrnsx4B407KhzDHXy8TuN6hT5c5w6uc4V55QZ5obxGlhxcNlyaQnx4TQVeE6bxcEV4eJiPj9J4tCI6PMrDUR/PzSHBquDs4Kqg5Ah6A85t1HUHcDM4pmpqsPRko7Bc1tbGBKBLwP6IRtO1Iu2txh8ZKg6dZn9tf/9hyfNinRbz2jitjbNer6lUtn/D9dc9//6mWxdvuPqOzb3fyC90nktfNEezNnM4fRl/j3994ic41mhP/hrGWoUT/0xjIK3SqEb2WzUn/BI6b+U9bppwV7kPuLmbyrxUYXqpR3OTdPs+OFP3YfGaZrTgIVO3LXkWWlDSRg1K8q+/Mm/5irdYj/ytv/yFHvp6HD6SbF6cwBcoJE2G16FEFab4c/zX+Zf7JTyMtvjUAiXOhDmyBEHGAilD26AxKzh6krZWa9cUTfPk09Qq4L5JT9r3QXNne7cH2dIYhcCeRRUbSbtT68K9YTTkMTa6WDbZ7mSMsR9YuXf7y3sDjYmcVOXPiClNrtlOJFgxAY8/49CjOsPa29flLM+R0I27JawWKwmR1bFR0wcIPBrmjaQMzwYPQ6TDhGeSZ62n3aN4PEG1KIVwu6tKaelpQezUrsaebh3u3S8bit9f9629s9MdlD9f0rpr/tpT9LO88oqRZ5rL66YsoUOqT9Hh42XLho8eJGSSGvoe2ymwny43vBj7UhU2wpJb9hK/Yyf/OQlyrOLr4WsI5U9stINdY+HczERCE6SKYPBdK5HxJfTf797OnyCeNHCfXT2xvkI0qMliCRX3xvcohh1i5XKwnS+BIptXPq/I/9JLs5beOXIQfY/edJF7ZCwwa9BF5sP8gPnTqy4844luml8D/fkWIzw0cFaAKUU5RYOLxhVJbm+MBnhsG//5pjApED1I9NeDglP1YGmERgqyvdizq7GffhwWAie1gJv69KW39NINkCY6lopVYMfcwWE1k6dMiA08bWBxto9LZngbcv3Yx59xNrl8WGE8eruzdMiPRWeRn3YdJFvo6fJ2wkmYXLqdqHBguHzBjJdCVykjod9CD73QUydfu9FFg9v4E5sMIgn4irqRGUkE9xWVZrwSNbwYTBlB6GqhMGPUPWJxidTdDqtfFSKW/kRprZae/tJLDv/I2kl15yUL/EO9ykuytuF4/aKKGalE+OfKQP8M9ht7bqBp4EaZl4gGg85h6B8H0h433DjEBuFYCcXlQCrbgVmlGztf3oXQmA0duEKygh8sDBT9mDS8auDUPN9Lz589Y5R0/5OFlw/b8gF74/LrBG4ZfZ2+Ka2Dts5+XpN+K2Z4DTZnuCwAbx7nCvVs65l2fdDIjB214O/B7+7ctctOv+4QzK+3lllL38SmR9hk0Pcuv67EooLY2Glb2SKgIZHlG65kacYpxaSBEvcX4PrjfC3xExdQliMoE5ivQJnHEUbKooKyzaH6DIlGu2mMFiKMcJHvjxdbEDLdqGkWoR1ZyL5StZ+kd6C6Jx9kkTx+8BOpQGG8aPgZI4ZVDZwGvZDiwTx/wR9ocPHQFWOGhWN2jzqnnaFVBtwKniswj5xAv0IkTj4xImslWgWS4SQ4Y4PxYEUQHUkumaOAJPJcsNClT+IejxGJZzxRI2pZdnToyZEoy7Fi6KK5Idc2/vjWXCOSm8k19BdweWCKVLwg8y9OMTuW8dwQjEobuupweIwIUaqU2QonCsbjIWqZrCu6Oxf/5vfqdGih3qBP1Bfq0k6d6mmsmY5V8tCWsBejkCyhJyZw5totUyXayG3oOd/LTd21LUSogKIWUDvntdbKea3HnNdwbQ0nK4cPmjr7wobbzbte9A83CuldpT+9aeUKad2emW65ZdqSdBF7w9xbVK3sMx2N2631+Z6UhjF00XpcGweMtoJkxuWrrMpovmg843B95WJexUV9Ajj3K535JScdKzlDzn86+S7n206mOC9wXu7kYV2La2xMhTZcm68t0SRNm2FFlM/T/q2xhx2fONgQdZvKclWqqjRXHiCfJb8rS9tlWiJlJNiPtIINZ0xnFfjwDWPe8exVxlyMJmCDPEiZm9NiSR8MQpIDHwinLsWhcy6DALUDti8jMl9jeFXZgXhIOqMunSiW9U4PZTAZ0AA+KpGJShMc/iIYv3FXoxWNjwMP0pMVYt+rrrOwu4Fa0JKNzG+x8HLFo8WfKmgfaSl9aMtNN277cPuKJVsX3ymt66yhb5g1MOgD6J/wt3s/HhQ8ocPIb6ILgT8yH/Qao+HTMJIYm53mvEIGuft1o7p+WOZ2D73Gs8vDVqG0PddzvYf/yUPv9azxrPdw3RP3VHjO8YAwGce8Bpf2IuxoCXa0F3b040bBcP0c/SKd79R36/ux4ja1q8H5ZPiyt4fzbHWGMguBPHGyuNKHdzV2x9/bxbDF4QLSulWFBk2U2aESUT1ar+J4OBjsoPlO+eIfDq3xDyq6qsw88vqzT0vrju/54TT9Ae0utsdk1BTY1LP48/THWM9X/7d4v4g/zy8T7/8pxuthfgV9VX6VOEntVmmIl1P+GdlGC4ygkzhlUiKlWEtCrpKZLLt0K5Cv82M/Vqk7JmLoFLXWnxRaO331UWmleeiyYTPlaZk15qHX9l06JGHxyGv5DPqk0AfS20H/KTCiXlionzmH6ERrcaXUkoRepTNd97hFCx93Hu6+v1XwrmwwVvilT3pzjOEz6lezFTRXOrpw5PkjhyauzayhudDG/dDGLmjDiW1Q0QZ8+pk2BLhZiZrSWiwwTqWnF91tqKKqMki7OXRX/WYEW1vB+BvXnvHg+MWvm4fWWH34h3Qj3QrqmpvMQi/UV5u0ABq4vjKi8MJ5UDd0A4NtgQdJB0X8P9/G6oyQnpCqJEPiUh05SHB3ql6PZfc8fKyxnTQ0Hn6l0a6yYuFehpTiuhpR/KGuJodubZlSmsmUTmmRT5/SMj9TWpqZ33IiPTOBFTmACBkf1INYTQwpUajiPijOOoKURJW0u8E9EXSAOudBwhO8inOV8yw1nf1TUySiY8OiUkgt3TqlxaJHurFlik1PVoZ8A+SxMLlZeOi2OPSMgjGtIIVhPOsO4PNe4uY/3xggKp77GNCKDFwnIBHMJqC3EbFXfIZPwDaCcCbwX8au9dGEb5Kv1cd9aeQMvU0OCKiZjecUUnSFFQRb7BfJ7d35oeyNhlFLXixPr1m9MLhjdOe6WdOlKfc2zYmb/6LP+j59p7now3lzCOnbj6mG5sG4rAEYBct/vtmOgIUehIg4tjTohcvlo9gLLQG8rxUEHRk3ty+NgXoWcXbwq02dmrLjq4DE7uLL7I0dwYWr16TLX1wyqmH6rHWd0kdFze986jOnUT0+p+neZ+bME/u2iTwtnSvTgOLy2O+fkiZIXfDeJ2gfSN6XbpNeB67cDHsMJMRS0F9kHzwgFsVW/nsu/UmmmuVlYhph1MNpPWz1u9p4vYV1ZniTJZnZ0h7pKKxXtiwhb6O3P08lUBQ7Y7mHQd/NGmr/edjiTJiCiVaCUhEBVSvdZh4yj5h/Mz+iW46+z17qHMW/OIG2qy18WaSNCdqkM6Wt0u8l6U+MKjL85MhM88pAm2LRJtVzgwsBFmnje/hRzrnCgbI2Q16WYCQNpMWimDZ/Kuo0WowhWkDdhKPm2TROQ9QvvX48wL/oHMVeQryOpLSArhQxeZVbWavA4KAvsDoQg3YZLkINOolylVJZsncubJSYkBRBKl45dy5cfa7o5w5pHWuV34L7TDXCPBEIZ3iioCSzlFM8cxqA8m10xhYvK2RMZbApN/ngom3sEsPLF7CPJtHZdBHl2XYaO/+FyA9oW2sWmxH6EWSt5uGNd8lvme/QCmvNDpTW0SOizfMRP/rAJmwVxTLPSS1vtnqGDTcwyrBhF19APhKZut29s5rtbhUHjx553vwbHQ4tYaMwXuY8urJrM7RZawRYqzVCCMN8lIK4DT36XsMGNznX6kPQ3Mse6roX7pcLFMmUXi3ObBVmFy5DQAQMtKtLsoc6b2K3m3u3Y7/Nq+iRroe+T78Nt00M9fyP+g0tVVjza17FWkWb3zK/hocwg01iXGWe/2h+5e75nSeml5HXodFDUgraU8k4o5IN4YoyRHaqVIFucImk5CrYHZN4O+yLA1whfAO8RK6uOfzdeHYgYKAoKwwOwhTFaTJYSw/NnDeT5pt/nTlPSsGGjX/zHo1jH1/nut1mjZHEFkGASp2imezQNR8WRkb77nhn657inCJz6Fb6NzinLu17bladcG6qHE5OaMdQnRn+Hcdm2j6kBDDv9zg9aXmv07M3TbON4f2fnSqH0xNN5GgZ/x5H56koKj3FCTqn5wCl5CmykXGQ11Qyy6iUjIGDMpIRT2Z2Srul/RJPSw3SRIknJEokn8TwARk0bVdgKe/aCDqL2HCUiEmazSWVIwp1ZwdJd7bHfH8EkRp9r9VVpcm62rracC3j5i+WzF2yce5HH1n7r6f9S56nMt5tEI4E0KEIOpTdyn6Fp5UGZaLCE1baO8MHTLJs54QKAhQCMzZJmi1JqpQlIJZtnVjqK+7+cDGGXjMOJNBG+tBHH83tTYNOWjYSJ/bM8Mlqrz5xp4ofVhtUkjDvE6hzCOocux37HRzzQSc6eAIRqXxYWsyHHgzVAeSlYx0XZ8kQsVHtGFNFURVsf6Oz/Y1uouzRAcKQttKrr57bItZLkLrZQ/QV2BO+zcCe2NWUpE9iS9SNOl/XX2gLu4APBll3mFHKy2FZjedUXeikzk+kryQ2V6LSJDabMeaQ0BgCilV6VyNsHyy+19jRiJUHmi1roFpmVX5iF7SufC89tvAforAT3Wi863k9Lao3YXvfcIWtF/nGNxu1itOhy0wiDpVy3hrLy3DUtDWeywdwfj4oefkU4U65KjOHrqmSE+GlWjfBF4UuF4EvKySHwO4/fxRwR6LgymNSurl9V1OzbTDyWxrdLkuRRqR80OxQikaCgeT6iMrWz/7669nffCMe+eXZV/Bo+V5QRzssdLQI2QZUB3ICTPPkepjOgRGElO+uArONP74xx1C28bWb/Yn8yzJB5Pxl8CKH0csZneekOcFUcHCQvxLcG/w4yPvUckGZzYPwNVUES/DJJDerlfn2NNq1W+w8cWE66FOyBS0FwjkiKrSEiouwcAcqZNkKLeyw+fWogt1vFowyv37t2fX3JvLzE6Cr7l19Zs3GjTVnrmYDMWn4+O8KBlcXF3fLneSIkD9qtqMJayMMEYrDlotnUziawect8cKMcPE090S6NFRXBeE4PfLii/Q9fsC61x/YHmk7KaIXG5Wji+ihnP/OYa5gXpAdD1LbdjNUpscYlViIlTDu4l5GYwqiq26K5WMMx9FNbj8+f2IUwxHXit6DPW42373E/Ws3vzdBMbqjPcGdsjuhxVQMr8zPK8pk1DHqNJXbdY01rmqaUVSa0UC05GuMmLBojeiK0nuj66MM36Wj3CVFBV5yG3wxFn6BP06i/IktuyP7IywiFITUEdKFeUa0xEYhHILPAn2onWAOkuzgxK/ugOlTSB4Mmd/wC4ARTzBD/Ak/O+Kn/nS3AXfvYRFEJKwLzSimkwZhBXqlyTI8WHYi8baxOxjNRgzoKRErivk0237LegtJqzviOaL2eCzZnvkzlpl/GfpS7q0rJ3w6/PxLJ91E1fpN0YW3Bgp+9uA1bMeNZ9Tty28+r9KfKR92xTVD0y8lLxwRducUFV1KbPsR+wL2iQ67ZEi5Ts9y0DKZjmOUr9WoT6UoKK/h1EupV3FImgpfVLkTJGmYG4XCB5qTwx55vI3D4SCmwaclnMMympNQfKYWupzuDImaRpxgTv6BLfAXVZFQmGqDl3AhFjiqFVnENcIYKcBq/NlPYI9EauGnZ3+IeCoiQolpcZlaTHltpL6Wsy8++8lP91P+1SdLl+//B33vgw9oC5318svms6DP2LpXQKGbRN8fBEZxI+wJmUQNJ8OTgHImA+NNd9B0o+8DECSTCP+SZDeuNrfRD+WC1X2uU0nC8MB1Gl4oMQaiHlwLB7Z1+b727PX+WusO41fzvasFNur/5h7sXvj5X95DkHLSGHAYAxD7JJjLdEc6OwYDqHWlmQdXrZYLxBjA6mFn8UVwXXCLrErQrn1Nh+8N4dGt9SfZWWbuxfROvuj4F32uUUkeqOWaQjmagWXWTey+drwYzST25ddfDNfTO83r+SLzenEPDvLxuq6fwlasMvIUvlJusUTho0wCYZh8bijL5eUJ6XOeBoWyszMWPYzybyeKBTJP4iJh63abx9/861XX/NB8l5Y98IB1XuRLz7AfKXlCDi42fETSqMzStIFOBHFaAYGljjTs29sIRLb79rZbh7JYGj/qXMUW4a+88n7zx/fjvebxGbxZ2KIi5MItXkcgkvEraPCqDKTRKBV2DsnJmqU26FSPBEpyUqEWIzIpwhD+j6lwSkazcm/nx769lr0KJO1jjRagcEUfq5Uc6n7Jm3sZsMzyOcNn1j8qrTzBlvX6vkvgVe1amivG9HZzDSvq2gZjOtqIEcR0kWH/w+SAbIq1yLghyZwxgYTizDAFxJ32DsG7QGGP7bOrrFjGVxzmYjHMRZszm4GNjcdYimee6dtOQxvsMy6U7hjcksvw1iHJCsNlZLcKUmnfW8P6EqIASgK45YO1rAgaaNmcMdc884zdl9fMWfRg19fQxlmGW6aSohjQgGJHMiDIJZVpmJZS7rA6afnkJOgTVlYVZbVoOltGxm6ttK40rEboQasr5iyrZye012CU2IKNA/QX6JKo4KJzKhkyx1wsoANWOw4dZpQTrHAsanyKNqur3LSuvqxOxlawN0c2i77herrPnMxyu94F1iuq56CGowcyOmg4W+E5fNA2X4S8gUxvYdZ70IYBXrpM5B9sGnSeeDbyQiCwuYTqAbKjJaNwUXBWORhIY+HErBGMYFgd6U6Q7611yKAHWYoHhrbZlX5rawaz3JYpk69umTK1Wage+Pv5lJarJ09paZ5qvc1Y9pqN9AjdB/vtnO/Srdvod6nU6ax+W9qjUW9EhZp1vQwy/yf0fbGvH8eWPsGW1G3WM6ISbYIG8b3hhxdsIRx5aqGaFhD+aEqhEv2ILAA62gwfcBrDE86AMKNydr8Ee7pti7pA/si2bQVgdaFyskjaILVLsiRZOnJ2MP912PdxDwbbvw6j0QvPfrGfKyziYe8k2ScbzC6aOtz237RgIx1o7qUDLR/t76AvH9t9+YlR1GMdUPGVKl4t5NR2PzgsUxBsrY+UBdCVto02mS7oApGgC9L9jGC/YnwB/Qj7BvQ3sYVsKdvJdgNfZv8Z/aCZB4vRwPDxf7f9aJrZteFu+j4Sb3eAdv0DePfTXfNhFU8y4tcrK5SHFL44uDL4cJBHxqZJAyx151g94thGqeHEurwT/dxfF8a3OvzJcE5yctXpQYa+t/OfjYdfocIOiviVsh2pW9xTzMlSbJ5mG0oLonMmV462qjk1LJpcMU5/4BtVLi+8UNRyqim5EBp+jd5PDwr5WCX1RgkdwpgyRJZ4Sq4S50s728MOMIWwDfCSq9mxsewfsACFacIutmMxCvyVnqC537wnWBOs+V9JC5giztrrQI9DYyiI3RbKJS/jpJWD8tnGmKqgsguzhbt6E+igYneXFCYzwnCxiq/lGzhHd2gCNjmn+/kR3gVbpR0Ud5AuG4UWam9VAVfaGfuj7YIsxlAbphybSxvlqR9lbWM9dF1t+LkBRNlLqAw0PDlLFLeIojZRNEsUFURRDBDjyPISFHG09sPu7oKj0yLqj/0R1ZElSujqytxjtFFagJq6oMmcx5SuzUDTzf2OFWrvbZyrmN66K6vFZMka8N1kFTLaBFwFdOKWbx8yEH1AYVfMX8w9htbEj/rQdqPhp2K8LFjCMk6t8ZIk1bac/OeESbRJQos4ENbvsHUThrYEJOzYXHPeXKSrwJzFfV1vwwo+wwhLaUqXwm2tY0jl1FDEEb5p0NgMPm/VczJMJhJLd7zdgXyeYKDGPhF+2WH3G5rgvk7PI/SlR+CYW/yBHY+QbUcmI43QSe3AdunVzBZsRrSySzRi51j0akO0wKaLBqz7DzNnsWaylmhwphaB1uFgaNVkFDMUWcJR5WAO6nAoEsNawBroDsE70h37mi0zJAxc477mjsBQH7QgJyPFvC5YqyZZs3nWUxe/+urFT9Gtz/+Dxj00/g9oq3ODonVdqxZjBqh1DgETFeeQC1gqYU2MFeLhQ2cYGupA2FHYnZlNhfaRpKM70zqVsOZep4BSBqnNPpA48PS7xXmkaDRGqDlD0UhYtDfFCFLk2xT59gktYUGk/cKrltnks1vyYhPQEtoG18B276c1GkxCC7fS4eYxbM78WIynuV56lk6T3wIZJW1EQESmy9nyBP9cklvYSuqVChG1TAi4WCP6MO2WnLNyVpJOO3jNVX99k0rSsw88QMvgnscXKXqXR/k7CZApm3WHx5cRmIYRTeMLCn3U5yPqAperdz8MrzZWwMU5nWTsRMzvaj5cI+BSGptr04f9tfC6BquBDAHhNpXl37WCrxcXRY430+aLTp8/vHika5nyUsPc0YXnMUW//JbBBRd+OKRE4EKYO6V36Gj5xzC2MQPkLna1cEao1O4b9KzDEtzpaLSmSe9sF+PTuVnxsbHK7+G6aqOYULZjDc70RMqsbT2Roo//XrqG7obpd6Jyhap8z+3Y2G8WSasU31ag4VVpAx0CY62TOsNbJqHzietjiTJW1dVt7DzDdUSjMBDovVW5TVhn47F2GPW38SQTLvhUWa3wwQ9xPbli+VOuOz1PPOGR31qx+rHlq1bBObpYeo3cI/wxpUaIvEvXw9aAI5uxL07ocGMzRcdgEM6ke2ANhqTXqJMw83npIJ0srldJCRytym5Q8wtlpqKas5nspvJuKS3gYi621Y3iuloZfunkv//dnPzll9LBL7/80lpbKflo15/VBhIm17cFwiEDkc+MFMjvrSFqhCaF2KrQ0RALqV4XTbsaXBNdra52135Xl0t1oR9282npjO9DccB5VS3DuaYFly8KrYFLkIk4XZlQugJhS2vSFYcryE3pxuZox80iXk7E18AMEAyIs7F6IwKEXA0X15mf+eoozR94UWGDXjZvyXkXMOmFRcoc2Z0EBUu63EFp2cBzrojULAC5aqR0I3lZYUK+bur2IKB8bcTghZCjUVL2wtSFD9pzJ3zv/m4puo/43G07Qx/yrj5ic/AUYvPLJ0nN6I4/QWyGuVso/Yb+RP6TmLslRqJfGfAEZ5EmW+5Ajv7AthOlQd2WBm1hsE3Igmkh7PWW9bAr7Z0nC3v0J1lhT/5Tj7BHzeeA50wVPKfKcAk9vccnCcr/t+np1NLT6VRbT5ff6lbUadcb0gJSJ+S0AkOzHakq3WF5UglNi9ugCxBtlnVZxynruhyuW2PLdwMNXWWtkn3tS3CtDNdK2Tt8YC38GNpN8C4cftfMnfumdTOzDW7Ydx5u/3a9wot6xVKVolbRoAqtwtBsvovFPeraujUMby8Nw1Yw2oSC8T0mxNYe6E96tAeg0ZoQZvElZZ+oc7vIcKLvIuHgmhVglQ6GM/eSNQImOw++QUHaymyg7VjqQ/eOlUAqv5fRNKKqsC+oVwdGtnm3m7rHqoLTIP/aI5gN8DCETxNWO2HgtIx1yICCvRibYEbP9mFu1Gkesxmc4Cs9fLR4825kmXwHOw9kAxk51FiqjJWtiWo/JrL4ioXkj+XEcugQccs74fYrfyltWLVqxepHLT/GFfwK8rCIQyrrE4ek98QhwV17xx4Fe2KPHu4v9AjvOQPuibaeYivuyHdC3JGe7hVrFOxttXn4lKFGve7rxPtScd++sUZKuld8UbAnvujh+i2Dwt3hRWNuEuFFlBA+g1Z9bzr7xkRVnTomqqvQvIp8KPzVZ3+nj9zT7bD32OJTG4pOsGxOcFMDZ0l+2Mcv3qudMf+RX7wN3eIntxAB1vWh+bfnbT847RpjziNPgEyvkla4fy8dSISdArvHkIONsnBdbjZAOaR9Bfv4dwv2Cm1SqNJX4xC+whjI9qBLo4UFA/KCtp/wibnHULS/em4L0NcE9P1W0HebpQ8Fe/QhK9oYKLVIVASJlMqWvA8ksiyJQsVfxdaCFssx/iHB0DOznx1hXYyz9kIEs6Xy9yERKz2Ha397bC6oRe9fTc8FGs0V0gv0BmUl6AX5hosj8HNfeeRtNPHuEtEZKITd8EDnL9jf4ZqhD1j78298JJ0Pa9RDKqw1GlQ/cw1xE1Vv8aTchhuJd2cLQh1O42LtWat1IAWI1Trfm9Mwa+d9Q4sYmj2/XDTigpHT81vi5w26yNbDu1abk8nsrneJmywwvNShBdE3H8wIZ7xAdNHdmd0WehOw94NWaWO0oim2FU2UOvZ7czOKghCuaXTb84POtB04UNHLUd/38O/jqZ+dddSbk3uFugF9k2GunxNz3fK85Xn3st6GPbVf1fJ7rMBTqZa2p7qjE89N24P/nHDgo2b50Yk0EeE698q9aSK4MTYqfW0WA77bZtF7V/RH0xtYxjxiO/SfE/78jcKd34smndzybf78LZY7vy9l8e+mzEGbQM/sZzOc5NsP9vLtP2e59mFTWK591EvgDB4tYo8iqJecGHrURynByCPsW9icDMt1DvGDtBIZxy/gTEs4/Cmfb6lO9R+Lsudei6Gl0QoWy4W7nJj/CgcCzXXlXnTOdd3lXHOT606/bUhaFHBdVotr3JzMpGw7Z/EZnPkTxJFS1aVe6v0xQTmkp51Ou51sFbxkuDsFQLKrdSvlWM5HlLt7bXTtHM2IBzXS1XV8mbmw89GulQHV/VLnQSLsmebzwN0ndzUKGarUCKMeslBeKjOCgPKevnpI/4qIeZWliIAMD3v65f+/2cgj31vYP9lEDmtgvnkeeRj65CKTjbhT1YkopN6qrFLWiiyFo4qmcgXEMYt+3aZfF2I9cCe998metuDomxDYcShsqewJj/tKSCJXlK64nQ68YfDgCZmqvKbSSVvF2v272UiDXf/ErCDjnJAjP5FJscFsHOOltI4y6WACZLN73QcDTgvyuI54DW+rd5VXSsD68RZ6G7wTvUu993phtV6CxR5n64v0Vl3W042dbzc2Nn+MaC3/bLSqK1bIVkZ9XTa41jLj0uD4S9tuHTX3gieXGqNj5828fNzU16bXn+O7Tr94WugH8YG1OFZnmjPJC0BxDkk+nxPcRtcZuovIOQ7dsdLlgRVce7imgaZr/3i4prqq1sOteagPQ3ODGExQ/cJgYY6reEDgtNC00UOm1MfHDfeUDqwIJU9zK0+XF2TGlg27pUroH8Bz6kRcYokRPCEuEeQasr1fLaQ7DtFcYc6iNwgb3TgjTNMSXSrttwKuUBng9lkzaKx1xuh6TkYBofcIsO104z7bUIeKr2VE65VISW94xBz1CPu7OeuDD+hi0dYOcwsd13UbjMklYkcYmurPOB3w4IF9sSlZiTEtXxlJeKEE/DkGCbS6DVdrwK84Ql5DcrTm+L2uQhdzAQ9sb4+9jypRYCgwrNj7sY6YDx78wj2G6ofcGwyhNgQTKB7ouEHVF86sq7vowupBE668An5unjFkxJgxI4bMuAb+WWPyHPCBqd/p0+WfAzM4hU+3W1fs5dM94b7C2GWFjx3F8DFP1hCGOmjv+7Z39jJ8TbUNX+ZVwvAFegnccwjwch1tn73tO+g1YraRxy+MPBafOYp8xtNj5mm07Dzyqew8zVktqHdbdYafikbQTCOLu3NsyA1rw5AnyUcRn1I0gvpQtpFTakXmVbZWRM2noI2ZwiczzSjo3yejj/U6qfM/csvg5v5Wvwyd+b38Mv+js7NzqzmfndmVxFxGQ0N7nnAZ9r2CnYk2O3P+FjiHXjreSUeJ76uk3IgAixfXrEXRVdnRIE+Um7C8A/TqA3GLXUKItQMA6ChsWjQ/f0vn+2gDfIocoDPpfhjTs43CbxlTNTuoXn+hP50d1OeZk6SzA3lx90jS/2wk6f4ThhLHkrrpaBFj6Gnj3SGGfYZQRBgKmyiNsLH0DfFdHMI+37UMnjSy1dpnhV2f0D/zX8B3nzauRvDYo5Q7aJSW0yuolJWnLAkLTl2/wimhOxgPMVRCQAs3Ro0X2hYb6eUTeRNfyHfy/VxxcfgbhcEy6hsyO8lumHnMpl1FNpA95CiRMakWq1WybTT/jjRW2GjJYrWnszl4+LY3wheGV7U0tmi0jNI/H39lGR/Gi46/cisfhv042HWIJoRddLiRRCLPsokEYZo54YNCNII0sDVsPZOsVhubO0RFk4Z2uywFlvMopjRh3rcbdJm3vg7JfztB57jatjAGRYzyVniWstKJUDwwkIqi7IqBy/0d7ah4YAUXn5SwopfV71Q8In2ClmdnY5Y/753wc8LZ9F3+I3E2MZmwvmdTv04kesMJTiQG+vZk0GdfE3tumuFWvbSJshCnStZ9VG+1EkeBjfnEeTCbySpzSEDqBoIFl0TQWAdWVyFWQcvuk7HDMnrzuuLwb82VdPHMXSBOLzYP7tqF/XzB/Dk9U5yLV2wnOV1Hxbno88GDjPa6dG5RxhmFB2oswnZaPSDSBB2GGnQtVe9V16hc9bdSD3eFcd8yP56O+9o/aI/5OprxeIztGxr7AA/ID5pFLoJlnbMSuIstwNliUQ6gtoaeOcE/MZMsOK8gWTvJNyF+33UlJdffZ34yqgIEs7LKUY9Onw5rp1haQPYp5XAOjDYi3fG3XJuoAlvrcSUYvp6gW8x/VqR0+9uNIpgWD4a3G60o2mCvKNp9s269Nfsjvd7rjVizj0C7lyoLiJcMs/J9cgPhjMeHjjHZqTK3SrwO69hTt7M62A7YTgdq+W93+N7e94ql8ypWmbE6u5rYpVdc/gr8KCGlzv3jmvvcM6X64I9Pu18jrHO74mNnqeeKNVFlFErIh6myVKZp/EE+jOrBenmnfER2ID9ubtm3FyOy9vUOyDoLeZNwyPyx1dx1K8z3cGkdIWJff6eNakuPxWJTj42KfkTQANvHguQvpsneKSuoS8HLl0U732Kj6ic3p8fmflIyDn0ZjVTdyTjUfFraTC+S2+Bsmfqfn9dbmVWwyWkbZE46rk95yFzU7yEjt514Xv9/ZA/lZgTG9pDts9LJQ0ZkgDpUvVP9mforVcbshXulNdJ6SZZELg5z7qaaAJUD/Qh3hlPbjVkgvoDFQXOcHuCgCtmN5nZ4zYCxSIpwh3jg7SJpj8QOIASzkq4F9d86VWqi2dre/tp0RW8XT23thzXCCt2I+mkpLw5y1FEPgX7674NtVz775ZfSui+H4RSa73wJY3QN6BD3dN0KfZmM6xH4TyCRYT54EJacigHpDEgsQxO0CrQLbqkYrULJsA5XDfQMVMxJCjUNkBEaMNy4wtpuyWDtPeYnNW2gckSFTe4ZeoNSBKNWZ0QwsWIRqI5MjI3Sy/e7pY+Sgexin83CT1AvpGds9QLkJnK8k5H/qdzEyHEiiV9bbmJdl8O4rBG6Fe7/MPpoTtSv5N9+P08NKlzCU0N62XZlsgzOXrSRWgUEQ2hClX1yQuaW/5PLvL8ol/9d1Ea6QxhNqX0aC+tu8gmMdjHnibwU2NOLYU8fI/nkcqOsLFofZQ41EpXc+WJDLyRd0GPPWK+bunNyQ3FN0Vm+bm3uUENoYoiH6uLW5sZyUqo7a23FzS1KauGvvcnhMMCFam1zOAb67HQ4EHo2u++cYTOrS3Ps/T581vCZmfwca8tLeVfUTHdau758fk2T40JcDxz6sY5epI6H+YuTQvKJceamnN/lsN9qf9TY9aLGIV8cQTBRTmbnLcprzeN5tL2A7imgBQWe+Ng9EsWNfETqkiTJO9Y44KFeDwhCHiEHBMsHZlAGYK0M7dec0bhLaCCIEZgOcy1cl4vvXYaC6BeslHsKEKHXSMCFpMBXkChoL9hTIPsLZudTkk8b1uJTez7LF8MlQKk6RKVIHwZl7o1N6PwnLNpX9naIYs+igB189nZjo/BwtbTvQ+W7sZE0NwfRKHUKxomMYObmzZT2yz+Xbt6s/HTzm32ZqFmzGfaW4PPK74HPp8mPjaq+nP76ghUFDxXwxRUrKx6u4OnI2KjF+Yv1sUWn4v2bmDOdsD4e0DBg4gA+oO40MYCxRDH1FhcWM7XYXjnW0nllb/fx0N6J0kNnu1W+/VSHRPA/OzyW9fup8vsTRuPwSXpMFzevJJ1dvycaOd3wOjT6lUYdCv1KoRQLMuwyAqqhzVYWKa1YWYs55FaupttjHXvbO1BUi+3rRH6ByVoRFQTEsvpwbV3nsmPLlh375LklS55bv2QJtDHFnEXWgyyskPMxHqeQsHLFSkLLkQ3JyiBU2uGImASvJGiql9lmkzcno3RbaiyZGKOJMeJ3AtrYYTFZJu369UvmLnnuuWPHlhES7SwEvnZA/i/gUxroCWHgB6XkNFJHRpKx5Bwymcwgl5B5pJncQG4ld5L7yM/IY+QJ8jSdbvxGXas8vhb+Txj380d+edbqJ8c/ct2Nt9QsW37lgp88eMFdPx48bFjNlAsWwP/rai6e6bn80lhOzqCAZ9TpRQUe+J8aVFPTMnAycbom8EnUlRrYcp3zUddjj8L/8ZOeXHvFnFX3jDFW3n77NQ/fP3vW/ffA/5uuSZRctWjR4mnTfaHp0bwhI6bD/8ziayrLr7mmtYqOV8+RtHHcsglmElW0qpXcRNWbnj5v7c8nPE7S7SCytcOhsO8D/BHvfB8IsNY9Hb4O/9Ch6bSvA15a79LwEnkYfNjzgfj7B+3Wx+2+dpre98G+D+Cu7T64G96q133ENSiUZu+TvYl9H3ErQcX7PXfMhibKqB3DyVIqMrFqa8rs56D9HLGfqf2snvDeirq04vXod3z3xPelJ7SVbbsUE5yTSJsITzwwZz/o7/9lvkhHs4Y5c8z7qzKZKvHw37XVtdUl+Mqsr4F/v6mtrq5lU/Dx+N3759DR0i3mi/vnHPfjH9kd+PhAdW1tdedvqjI1NUX4nr6Cj+YsfPxvvPB+8f4nc+bwAmwR252zX7pl/5w5c47fQkc/CF9Jw6/5J7jPfrzBQ/DiAvikcwk8cAa0ft0wZz97p3rQ4M4z4aMHqqoyLGF/21ThxSd4/buZqswgeHEjHX38ljlA637Lf3e1tJTco+TD3hxj5MAHDhkD7qkExzpmDsjMoCLKpN+o+4ZYxyvWxswmLARlEXh/jxV3L2fswHva9Zh0I7lE4F+cayS+Hf9CFQAY7n7cgSjQv/ItXsBL+gO86InX0EH7au4Vr4FlF41yjNdwrXEx4qJ53EU9Il7D0+5hHo8sDIXy7h4bIZHv9dC0Zw389Qu3HbDR3G4ZCk8RsNHbcsgxojlrPXxq+Yon12L0hvzCqlXLH1ttLqROMSfF5jiyD17pZLCR7JUjmuCYDnpKxTT9nWqp+fO+aim01QK8+W6RczHUSPbK8fgeiR3dOR1BK6fj7pNSOvrc/3+b0xGxltbdJ6R0wPweMmfRx0UbbrK4JxtmsMiGUdQcNQWD5nZyl4aYWIw7dFc/OTLckJxuTdTibIMrXe5sB5GQE5Nn9jYJuhpPSqNRLSrp41Y2zacWtVZSzdPdNPfeD1P65tnnngKfxjJLuPuxVfWzK/qYqC7pH5SGwhH/OP2VPA7jgl4kGvsd4awNxnOHoSMYG6uCrckUG/0QYwN6HHD0V1UlxdVVJSVV0t9LqqqLS6qqoE+jzOnkxa7fEQ9i7nDo05jxGYEAOjgzJEMcscLMFWQxWUk41hnfIHNDpnL7RAuDiXm5ToxgNNOFBYI3wGprd8C4Y9FaW2D8I6rymNkZUSPZ9V1Wq9a/uPyiiWeeOfGSOwpvdM3y3P5FbF7mmutHzCmaNfKuu4cKWfo35mQ6xfZnVpA1RqVy0LCgknlRoNV10LDTW3Uebc0vC8Af8x35yUy+Qw9kytC7A2/w2SjED/JLC8PaQQPEcl9hohAuKixt9fKDxoDSUgGknZsRz95AprTbijcBM/vfRyd3rLNdAGajHUuEggwdGsM/xA7DF+Cxuqq3c7O01+v6kO0UylbAhHkYnPV50vzsq/nNU6eMGD5t8tXNU6cNHz512qLPbTdo9+/U5pEjr548tXnEiEXWHh0mLSC7lImgKQ4wAmdJdBzwFcqZJKsK6PJMsLm9+zpouraj5u2ajhqYhmZQy+tBPVZ3Nc0d0UXgQf6J+f6LtORFuN9Uc7K8vOsNGO9GoyylXK68ouxVgLMsVx5UtsAbWXPe6fyZc7vzNaes6WOJNFbWBHc1vBi67eGsVbfgEPVQRkKshqwlVITOCH8MWkVllkzwWnSaJ+rl5Uc7/9S59+gvlq65/W363Gs15m305jvrKj9DeqQN8nLlNKBngjFwHJDxsXJMkVLKU0DNXngjD3D+Cqh51/mpUxbkGLIutSJJvQxMYpvFEH41ZnmdGptpf+1fu3zV59C+choScEtmyGfWGE+V3uF/le/57nhq/le0t0nvbLWvM/fyv3b96Dt8NtZF5t6tdlub5TvkL0mQnGPkLWd0gtwo3yz/Rpbu1Omn/n/7WXAs0cY6ggroLBtddV5UeLmoB6k60Pio3WEZtI6jwmJ1FhOo0ctWkj3KJAyKqJfvKDpw5/LOPVc/PPoXxfvvvIvVXTl62Bn58pd3bLx71fLn7y4uG9dn/M8zUv2OP/sV287eZZ8yPHEdY1Vx2OqGs5XaZGVD6mP7YtkVgBNQnEoWqYpaHEgm5OW/eM2c8vmq5df+4igbyAZIGz4bkrnl/xL3JvBNVdu/+Nn7zOdknpMmTdI2SUspKW3aUij0ILOogFjmACqzKBQVxQkEGWSQOiCDAzigOF0mZXCiKih6Rbw/ERFUuIogV3vBKxdUyOnba5+0gHf4/9/7vM/nAU1yStqcvfaa91rfhe6mNJzE/oXEOAJTsjUb3GSrbrTW0GYW5rkkRDYkrCFRzR4IaniRTsdi/zL7PMee/wGqUYxaC/QRuprbxkRJPLlfG7iOmM1CVyE+XYgSoaoQ7hUaHLotxA4OjYenWKgi1CPEKuaAGSsLTNtMWJEDchv5cnmYzDfmo/ypdrTGjqrsg+3Yakcmu130IEDgasOIgOFn9dX6cHWtD/kOe5AnB5ruEfvUq0yEd+RRUMXVEbQDmvzJv08jOKL6oLvezyTYpzYfphCLTfuabPtgBzONu2xQAfJ1+v30yHTtntps1xWMVKewthTJbhpTPw2clkTrvF0oCq+qSGXrwiEStSIhUSGIhmaC/0ZXv6FKmLv2nvFde96Uun5uKj+n28jIy9X6oY4BhNHWETPjtcUVJXmqhA4Gg7J5ZGX12Hsr/E6/x9HF4xgW/nhS6R3fPHgg7iwOFBVXRf3xHELnDejPhM7bSfSWy3ygDalg0Zcs4VR0G4sOmX404SJTtelDE3vI9qMNF9mqbfjDIKLBO5UtaaqIaNBkEq254dxkLuvLXYrWQyfCFDQTLUVcPpGnAK90BdjTAOMglBUJ6STGcwGA1OfOSY1mGgwIA8A+a2B4ibGg3Czi7C4bYJW0whUwhKgQDo0yMiDvU+wCKPJpmeg0DUWNIh/vxbNvPGIWlNaLrtILcLy4z/Dct/o2vTm019VDn9w6uG8jzot3754oQKx6RWnl+Mjnd1y7/OkJ02ZNubxXSao82ZM4EE+hg8zIbE12wZbVxLhjRniLLIlnARGPY5/aiIhvRSfe1cJ2Q6YFesNHvkX+8MqG8xH8CaH5YkLzqYTmFkLzVVqH3fgAxgJGl3MLub9xv3PkaRX3IsfSJN9JvpnnrDxaqiCrgjgL8VXskA8q4HMITQFJdTXjJM8mind7CRoxwE9OJcRsJI4fpesGhhMZL1CVeDUfX6BpCw5SFqaA8OooA82hhX7Urxb/MJAWTd379LFR7dq1f/6GZz59r6jdkCHJoqIkeSxkuz/9xfq6u68bNGz4/zw7olP3Hp1GjOjUo0cnyB1uI3Ldk1tHvIQ7NM8jFtSX/5HHnfi+PKYpTTOHPdv+C6jyBibrJwMUxtbD0kkJSx55BxVYqAe3UyjK1TBSqbYWqheadl40j4FmMsh1Fs82XmEvt2fBpLsgwPPtubFu5erKwNtIKgy2Keub+zY6OPmuGR3Hovf1LbcqA0Ou1MDlhP2hR4nsYR3ZQw/zkObiIk4PQAmbpSXSK9JbEqdyHjCt3pyUh7q6ppTH+Qa5NY3B7OotZvCFzdYdFJ74SRAFwj1msmqTRsMlKJWNmPpDuARPs0ycyQ4QgYdJ/Gas6CJhyGSnX5Lnlol1xSg7w7QVeBlAWCqrUF0n/e9r04MBUq/bG84pjz1Z2cOCP9Ezk8ase3HsxKMAste5r5Erfxp9iEbx24lE5pIV5j8uvCl8LHwlcLKAHlfeVD5WvlI4RUEkZnUgqxv5BPQW3YAcYwM2WxmL83WDLzfZ8cV4w153IAUwP6MN1gSgQDgV98IK99JJfhdWmNm109jKVqhsAwo03bqD2cFW5WzqEt4ctWHwwgcH9u7Vf8XtQ95+a/XVbfIj7a6+uk0eOjjxjhkTVzw5dtoYNDYz94ce1UOmpfpeTmeR6K+jg6gXxf2e/H8F95us6LXDlpMkjk2m/w/Qv1Gv/5/o31D/cBodxA5iLwuYyduZaPORrRZ7SsgNsHYAZ40wQYoj8+QmZPK+bty/5oRNmEU2gWPG5U7PnZfL5oJQbTIFPBSHstbbz7vUu9rLeU3JfWmihTNl9RQepryciFaTt8zAxbanLsL6vmgR7qz/DGjfjrddgap0xPZ2G3fBtWHr2+tHzlqkjbz7qUoXWdGqG8JFo0vH6M+j+1eErCPaTtCfwZ9cN23atHvaGb21zX6id3/8P8fPdv4BP/vH/wifTT6rBH3EfM6vJca9jyZzPjhAVh0K7L6VUamwPg0yvJmxWwBUXDMfVk4qWDF9Kh2hI6kb3ycuwPsUPLwR9hyI1JJoNobuVLnp0B3KqJ93rbuprUMShgx5e/Zst8WR0x4dC3bxt8+/DlWveGBKZoV+eIpVcRDeXEwodSvRmwLzghahx2G0Bs8h8IVEu4g8OssjhkdWiPlZAD/HsM0krvIE4VDoVy03L5aahx5FZxBrRoCWdwYjjJGVM7IPFwmoVXFCe1inmQzaQcjKARtDkQtmqWhegBw1IvXscAxfLWBJ0+sWPQSVJeU5CN2qf/eSfviD9RsAn5joGy86QeVtAVnTdIrls+P/DZaPpgCYzyg6HZYWZ6T/L0D6oOn/CdIni1/D4SwGjhUwZSKsGEOIbBsrEX4FZFTie+/M4srQvxzOvKkfQIW4O743M5N/PQO7opCgexLXheiqck0xmax+xRz3WmGEyhZVhbkiMFJ1EyT6aCmp8Xs/ycD5WpKIBBGDXM4Lk3fJJ6TaYSIgyhV13a7tVugREXpIv0k/zjqLYtFSLu6LdOgzYFCi3Xf6ZThd0r8mX4B1tCXr2E4x1uLQF0wc0wgnRCRJUllZiGFMDNPOr3bWkrV8AyM8yUfSxdAJGva23BL9wEL9wCI2jdOZZ9DYc124d3Wo72Nc5PeuIr83zJRoDoaPhwNOc9xqjzudCmNxwTjijWaG/PJdF355GdTIOuOJdqgi1YUrh9Na+jF5Fkx8Z2Le24o8L8Y69unT1c3W6sfX6MdrnImIi8Msy8XsPlfHeOe6qlwLq9+w6VwRt5+1x6LOiGpR/5/hl7biePYHbFha/4H+Y49SawdRtv5jK7qJ/Z5hjE/8Y40Gz0YROrlQ34VcRicR4OauJO9OAP41Pks/f3HzD7yTi5OYoIPmclviZlH0Sqa4zJhESTULbidM62UwlhTCXElgr530xDbZVEb88nLogIhmK+4pD6OWKR2884q6N7SEfrn+DxLpbkAu2dMjWup7cOh3/8gM5eKZsfixzDNzArWCQYfd+kR0hNYdJDRvK14pID4x8UtRVZpIRFkL8RXAeB5pLScga0s1/8Dlcl0cAupJcZPqyHUtkRuWaPi0Vlzl6eXBYDz8Uc4ete3gkI1DXA52R0sVjeh1zm+z+8lfL4ZFb7aIyAssKKiEBT8h/+jhC2CJwnn1J7b96fT+JlvmExqPQB76giN20dxnfByyuGjIYP2G0/ffO3vBb61jn9fG0Srk11/TZz2x7NfMw61jnz+i955dC7334VqbDpbeFsxaowBIuINj6Y07oy4lQgITNaooqsupkr9mFqRms0dkQDtslP7NrZMbJkEr3D3sHb1zWh8dYWOXzuTGL9E7v/neBf/UbxiMXPG1rUO5f1swG+79qd8eeQLNSn50yUhusg/5zcfZPcBjpiC9zsoVub4L8ofNp7l17M7Wepmlml8mi8SMzWpP8Xs5jpX3ShJtbaNtMeS7lPsVxEh7FaiTUWjxnWJJKQor7uWhSoYHUzgVfYrwEUS734hls6QQmsWikyyxeWaTMWqvPFmchhHC5NkolQGvujhdY2uykS8QmzS0qkYraG2gGz2I2n77Knr55/OlP4PU/pztLWebfyBytJPqdqKr0FCYSnJAk6uqU0IheRDpAM/CipSgkQeKEXhNNEH+jzxIJp+pkCtUOjBV/ERmEh7Ljud/YNUipg3Xhk/aam0TmPH8BGm8Il8uIFaROSwR64eI1ykShSkKMsdFeMHF84JECaEEQiklRvQbL7+B3iROg0q+WSKrKVU1m0UB43WI46WwmlRXq+tVTlVLzYgxR8yaucHMmc2y7Xqqw9Qw+QhUimYRuduGCzQ5LKNSeZaM5ddxAbFj174W4RE/0mo7k874z6TrT6frfZmjAI1AiEr0Tk3NUfIFNLUB+ndNprhmPt8Oyk7nt/PBk23nTrGmhpC47wZ1YN8NuQOGDYGstr5J4pTXm3VCwPMbBa4D/BmKYDIa/VMEHddRIusqAgQJfqf+1qzM1hn6LtwJdSz66P3M/jXE59iKrtQ386+fX4gjmSN4GuL084B/RbyfbymWr0dT2A7EEYq36kqaggc79SHyk7f59eMGjtEbDCPcSG2dlXnwNcnsM2MrUDlKCGq1WixIioV5VMqvh5EAMhdDWI4xxGGJUKarcriyeCsAzjYVCQjBSKQGyxoLZ7HAOHk4DTOJfdnejIrgNELrWKEOtNtOF9enTx8lzEloSf4VZ2qY7MRHGApKyQoZJRhF1vIF5CBhQO35H/BfM2E29dtVlBL867/qb5zV689yWygZsmta27ImzUoXpcTWg1wQT7pldSYTHNBhiZFUHIkQDYxb1rEB8XR1hUT2LlnQKBOaaUKlpmYTNhbGS5G9IhK340UMWVM6U0NWVD+Nrom8gEXVZJnEmEKQXVPrX2NNKIF7oIT+ZeaN87Oza8rswF1/7wk+UcuyjHWx1dkczcjXJN7HYyp4FWQ1oigAdLMk2IQIbUrihFEcmsLNhIYWA125meM5uGuO+XIvoQXctEy4u8m453SSuGgXE7715lpv6veeLTfDNj/XfFzoRnSaifExQWaTlpQDvsD97vu83O2O23xz8f3c/dJc9T7rQrskWmW72xqwB9xu720W8QvugIKDcN8DyX0HgznYViLLnhKitBJWZgqznmH7MaOYmcxSphmyO0LIlhPJachZk8Pl5Ez1H/Fjxm/z9/OP8nN+zeZO+Z2J9QZGcURghe14MZNLVlUPy4KdsF80gKuWro6h6TSnjYlGyK4x0bwCHHM5yssq7XBagmNk2VvQ7ehKwgkz9AX6h2f0Pa+h9ke2vPS3A2/u/Cyzg1ID70Pj0Er9Ov058nfcy2jw6Z/1s2eRcFbX//kjJRJu3k3UF8iWRKi0V6uSFJ+SYAt5sh2IYzmeFcmGsLzxOoKRi4Qs9DsRQXQJgog4kRUkyq8myq+qSkKbQeI2PF7L5wEFkJFg+EiDugbUnKw5IykYB8cLnIigFB97N6GIQJ42G0zqZSyEMv6jvoz/NB2laq/2Edmj6oywqS1z1NbCrN5qUGbS3bad5NlHX4iSrWa+BFEfEBA8H5gCQLmEa5P5AQ0jZnEgqst8//t0g0IT2QGZN3H3869kVl6QzcfJhgIWRYiJMme0iuflL/F+fr+83/SF/UDOCXzMJPvCN+BxpjH2G3JeICrfTdyzcMDt8vIr+ZXyfmG/xEWBIrcQikSjEWyzmWMWCxMMIqKWPCUia4tEIg2RNREuEsnVwtFUrmZ2p2y5yVyca1IwZ7WFicnpZ5tim2lbbRNtNoUJ2oKlQS0IdXANQTEY5BDyJ0BkGjnWSrZKM1tTxHA4E2B+NpPPVYDJ8m1nipvKkyA85AnsgvEFj8UGTZtqM2VJYmfJ48WcV14RpXwH3IeIbquodFSkSJRCPHqHl6q5V1BQP4emo56oO7qNvAplRr/4yl+2v/vhttXn+1PinkUOVINc6A59vv6jvlP/+9mfalFg225k14/t2K3/s8tPLSRvbm4uIoT/jfgjcbyCYewiHt9cQfRJULOwmOhDFWGi+1jWtB1XMEVMMSquqKigfgz5w++gfo2TXpP4jr+OXruoD7uKxDNPU6yy4i1sjMG8RMsDTaothbeLXKSRGFDQMgJoGdvRYoaOv3NSdb6KkzIR/QD/+m/nag2MaPpZRLcJzCtanom/nF/Kr+D38od5oZYfxW/n2TB5wiuIvNg8fqjtOqX1hBdYYmWuF67DQ1kBm3mOsH+EYckdsrzAk7gNYRdCmMecEGOQRKQGk//geGSksq6XkEi26GialuYTbZ2psf8r728UcLdrhrzKa3IixRQPpchIZJfrmWnp+iISCDhlxO/4vSux0dUv6lv0Rv71c53ZG88/bPiHywidTlG6eem1h1y/Ra/bttK1Db0OgK/FDGo+zh9t1a3PanUuojdBrc7DC7mF0jx1LlGrC91zvSZQraLXZc2x57iFQCxJ1CLe6z/sx34/1aigWYNBs80fgW+ZL9GU2/BiLZJbmqvljs6dmjsrd02uEMk9lYvNiTUAFRUG+GUGOD1E1Wm6nhi4erDQ08gXVadEs9YbNu0P2tTmadWmzoqoe1BWm96hz9M/MrTpTy+9SLTp21+uQ1/9qyZtZn43NKmuL/n1V4OGiwnDvUpplNMa171Hr0NGvT+5riP8IzAHtMFhdhSLl7J72cMs+wV/jDnD/Iq55dxyfrXUKH2JiMrhxNvRDDydu42fx6xAK7DoZXw4KU3A47nREtGyDBNhsYtlscC2up/sNnwdiUlhGAPPSQwSePAcr9WUmXgWPoyP0D4klVyys8gHH2E59nWkUk+SLyWSQNgsbSOaN3067WsiytcB/FZDOK7pUr8xy2vsBV6DLAxTP002NC7bB5v0HfoSfaX+PuF3sMo158A1p3R5kOhXP6VLmF4Tiefz6XWE8tY4wnvvZH0IFfqfREhbq+aUGGuEUnuOYySNXEoxVaJVMElyAcLdSOIMOlOpUUAAEqAgZaAZQHSwyIqsVYWZTqy61kSYpawsmUwbz/XpZD3hlWLyD7ilqdiQf/hiyddsLv/c11Xsa+f7DuSGn1sLvtzbv+pTzhprGUrk4DiNo6It+oZvR2OQEk0RiCtK7pWLkG1ZpMmyGDEEGhSORBXO6SYQaMKf5VlvaxX3iH4g8yYl2bvnurTK5q+UPnn0M4aR6znUd3xdq5c4UenFDmLnsvvZg9x+/mtFnqjcoSxUlrPL+efZD/i/cb9xspNFJCDleD4iKy5ZVhQSw7BsRFVcqkouGjh0C3cfUJZXVaCkLPMxSZrMzeDuJ8ZeIeZfxhhkEoNMbjGTiIVYcZA8SswkfYBicQbsCXx1thuxnY9yjnS3oajgBeEWopKAvDKYFruMbmTPZqajO/WR+NNzX6D79YVA5JrMb2BBfkKvAg2y+S5Cgzi1FxlC5yH0ujirj3YJnfjDjIOErRFmmWYK+EsksraIswQ7KNiqw5tyOBhFZlhrXjgvmcfmgXZx84l+oVGhmSE2EloaagitCZ0M8SGIbf0oIEcc/n7KKGWmwkaUpUqDskY5qfAKjXw9CagbL7WwFqBCFEIwooJqiG6uIc8ZaFSvBT8FlHU5Cb0gyoq6OcbuYnhiTwuYipSjoMptQZAji3ZBFal4Ar+GCgFJTm/Uv9UP6H/VGxch5zsLn32yARXe/+wTDfzhOaL+on4yoz9i27DBhm48/ydkeYU/Z3n3mZWfmK2Na1fsNWVt4kBKG4qjygwi8kbkiwkwt2r2ZBBJfInT43GbBQa7pSBQoYM1Ap3bEVOpSTMtNTWY1pgkEkiYTJIrwkPFfISexSx1N7jXuKVRbuR240hpAAVg7TkQVYAYkUXCE8AMEa1BA05YNcA52TxewtxdMJ0Ya0EieYoXxCsGocLZL6DEzTM7osQY/Wf9y2N6ZhL/uv6C3vw6Zl3nf8JXbt2KBuu3f3f+KVGvQy+JK3WauwZscEGiPtpGbew6Hny0L/nPiY+23/4l8dG+NynjqX82T7hfelRYJYngpYF3PwHz/+KPtThd4HKttvFZhwvcrYYgT5ytSxwroJc5DP4XtMOUEtEw/PnTADtnOFwXe1qXuFiGovzvztV1rY5VN3Q7dayufeGVD957d/crL1zwqBbof7vgUb1FfuLYju368dqfqGx8TJyVyaLFEQc7ZBdNdzd/gDrBHCNiMzjDlcLkplMtnlSrPNGfKTZ+BvVo/RnZhkT4GfnSn2Guav6BW0d9tgb6M3fR/hkS12OmoMDl0jAquOCvGe9nX6Xvf8R4P7PIeD9i8vM9Ho0o70ve/4A+mRtE3/9o9veHWt7v9wsCeb/nkvfPJuvu1epDCqa7Psi+myPuMnk3d+HdVK9OJvdfQ9//LLwfj7+91eMM5jAK9TiDl3ic2FgzzfvnM7doBYOsY623C7dHFggLIsttz5vXObaYtzn2W49Zf3VYTJLiYYQoHAS4xByYrm5RTR4pdxt+eTPHQQnwS5sQksiTpkJvZteYL2ofUmA70wS2wQC5zBjD0iEurC2nLWPlAuWTluIVTPQInPQhWkBXQYvp2K0/V1/Zs+In3uy23nn0i7NnDh2Y68gcuXvM6Dtmjxh9Nxe/RV/eO63vu91VUFOzG6VPfIVSe/voQx7e+vS6tS9uAF+3gdB+GZEvJ1n8DVpuh2jv6ODEeHl84gUSs4mERP/AyGFTXEeLimwBWCGH8mHytGJTGYsiFhU5vdtQkWYWxXjU3LU41xlnatvYzmRqyOpgZdVJEI2sh9ZUDSPJGRiO5rTbCsrLOLfLmHoKaWy7k2rH/DyiK+2uXJRdZgOqfPNtxC2esO6JfVs/e2DmrIabB/S8Pi/5wMD+k595EcZ/o44nPnvhpucDwRNLN5zfnPkLdx5PHz5wfN28e/X/WbD29tvSC16kusRK1jqSixNf9nXNgRiVQ0qQ41ZbkEWTLTCreI0W5RCx41xckV0KhyEByEk4jhjitjOSHIHMf/MRrQux9rKEkaAwisnCKYxljVQ9UyYSpMn95QYYkqrEZ4InCLUhDbQxrRrgQlcjFu00G7tOjEcZZAOOQoFwLU3OEF2KvB28HeZnXX6JWFKevIB29Q40QcqkIR/nraqsIqGZnURn+nUosbtjyGL7CEX1CfpxLp759rXhJSU499xBfTLNq1FeXkLsgofJY+7R2kxyTPCPD47PnRBdJaywr3K96GjkPuMOCqYOYpWlj9rTMkQcbBE8DBsBVu7vRE5wN2/ZxDDAAFrQpB5hTzox60RhD/J4bAiFonLXAm/UNiQfePp0VjM6qqvTBkunmwxAEOKbEzXo8eYSzibeeRx4uiqeRM6LeHoje6+u1n10702X6T/pZ187sOyrP01NNLz8RH3900/eNGsZ//qJfvMH37l97F/1t+chdm0jyg/1C0/N4EefemHFynV09i3VP3QmPLlWyX6RD03FXcst210fuvaH+S9UNMw+2DfRPt53LMxzZmRnYGGWpcStRCafp8GP/H6Q41c9omKisD+yak19SjwhWYR3mkyqnYShuX6f7KN5YKtsTiljo7lRp5OLWodEDOYnRoK4neVZGQDTSRxPeE5DuiNZn6mm8DZMfboYZav+jWIqOMnIVsaKRtEsfuSlOwd1mvTQ9uNfbz755iM7Pj2x6rnx1/XshRsOduhRrl2/deGGha/2H7D87s03bK6ujN9I+f0qfQD7BNn3EDND8wpmxYf9rJ/Dq+X1MnH8vER9h2Cu/CaLNQSrKoFAPBHsFRwcXBx8OPhx8KegFMRWSyikWiwBFSFXlFGRemeYjwaG5LZqL0hq0SXay43tJt+oJdtvpBic4Au5iTR7ObtLiFZlNxoOEYlN3I6P6h/rZ4q6DUDjvtJP9MyxlVf2rvvwNXRav41//Y2/6N3+VHNNQk3qvyw7rHPVeSWFgvm359E0tBHWR+0G2Wc3YPOJTq8zJVVZu0u9rMJzzq3O720QV96i+e2iWUAWk4LijBYpSK1nUDP54Rqvl4Im5BWkGrxrvHiq95QXn/QiC1Fnm9S4keoib19jQqeIh1TrsZ2pn1bc1ATFJbbT8BKqz2g9F5FKBKe7yFBdkCCGc1/k5gbpx711l/Wbnq8fR/yifXe+WKtPZjc9cHPvYUtW62Eu/virk559nPq1IKMC0cMSYyVyOl7LEyXUG/Vme0nD0DD2Gv4aaTKazI7hx0jQMmmWBGSnathqRVMAUYkzURFFLsrJnCrborirz2qPikO8hjrOprWNFGSW8VDEbovmYeKewM0LIh+lahe3QV/pBV8340eldN01I0V0s75ETNfVpfnPMkpGRYPR0/gfmZm/P/3MbyfIA+zFw+ThZZrvr9bss/iTPA7zo/mZtDiep121isuTgliNjdOh49GCFFPLgR9FR0mh4vo0xEYPIz8XP3eQ8u8DJBYYT36nypzVHiDaWJqFP8OHYAqJF9fhQfxYPI6/hZ8uzeXnS8/gF6VN+E3pA2xdhlEO25k9SIy6VMiWCNV8H/4GdqK4i39fklmtqmOK1ZJl5KGwTUriiYqXeYlTGeIExDnZxXEyT0JqYs8E3iUIvIx5VuJYRhBEVRFE6LVhMRR0v+YLpjiO9vXJppSwDQVeNWM5rtLF5aXUWhIxFQPhi8uSRO7pOOpaiLFrshnN1mCJM1S8t5r2kxvIEGmaz3G2pDaJI/0A8hOOGEy844/1rfqHGuh6vQFN1btkHkfruuvGDCIrodlI2mf/pRYja5FlE1mSqIjqBGG1ZbvykXJQOaGcUGVq8xRZpd3tcVFKcaM5xiQS2ydLLplDssQhTiQyAwk2E4MiWIKqDq2W2D5yKUpEMxL7x8kmyxpUfamxM8UvNYZiNUC0r5ZY6Y/G79hFxs/+36xfMSoH34GawCLEEpdIZKOIjTq5kfo3W/PbJQq36EfQiseQezX6dtijs27Q/VwMLdNvIDcGPk4dPWefoVmGSBMlrDKC02q3KKAgtthVt0WNg9xrVjPVEGbUbEbmrIZw/VFDIFfc3aod3OgUiZKIdgCVkKm5oB2aqNdDvLraGtCEZCepSwP1j1A5QR2eaAPyB6/v0XtiLvLrmX7zG7rRTQ3NXzHyusWL0bFzB2etWJH5CXxYlezrMC5OYr3erbq9geiLNsxiLZezy3lSkdvuz/MVCUWmIZYJ8gTL7fI6+26i+8JwKh2JiN438C3EzYsTNSEqCNSEi7GGw25NMaXc7kJIW6lctBBWZiMMXVjY1hyI2mz5UXVIMbXpTZBPLiaOajJJX5UbmbckqBRqykAPVhkRbjtcYYtBoUhltNxtmLBc1Clr5bzg9qGHa/tenbp+5WODUKcH7v4cKe8WtH1pXu3EVWXvfDf1QRT9WR+QQR1ieXmBotEvjkfWFxMbrp/9+hm+qntRB+v3u28ZPr544KFHPgfaXE105yqoPTB1pbQpZQC0APTGgNd4WWFFFVZL9pyN9xNQWEBEWD/cbG05rCaLRXealbgmQjGUSP5vk/qMyXY6A8d/Z4rrM/TIJgOi25IxNv6W8jv0Y/px/XnydYyLnzj/HtsZvsDnmk54bi2xTRYSjd+klTERiyP1mLxO3iZ/LL+vHuQPy5+qf+NPyt+qageptzTMPsg5yDPMP9E+zjnOO9Gv+GDXRJFxwK2bzSq2uKNK16AVxem8JXLP+LscQ8GcpqxW3mKKimNQauSoLI8Qu8vk57EXOVdoqX48ffoVsvJS/dDnS5bOu7l+8b0zJj7cVS9mu3+L5Gf0V08c1d/D6n1Pv/bwo396gmnhNU4ga8ljpmnRKqmXNEQakTM9/ExYIJrTHOB95pf4EznHIr/mnI3IMtx4gEHgMm6Jig6H3U5tkptYKsJjJnId8kZNXQuEaCjrLwJLAUdRhgJId+IjlQNAPTgQKOsBwVA7I0642IdIOSCKEDrWX7vtH7PWfrDpl12d7u14TYfaur4Tzn71Akq+8wxn+algz6LhE9uUr1ny2KuWf7gr2rercKd+eWolijzT6h/zfcj6rEwOs0hLLOPROulr4XPpc9MP8g+qMCSH7Iqb7EoO31G4XBhiH+Qe5OUh6b/Z6QY0oiObLc4USNQmq+CHJ7MIVSyaXVQ/JRGDJzqLWw85N4XyGzHNKbQ9ZIsqQ4Kw/KPFkEFrKq83fGWj6w2yrGlEfGW6hUxFiomWeS8O/fg+evNV+l9++0X/DDCr+l6n931o2k3LHrj15gcJJ8596gd9Oyo9cxrV+DJNK/607pmGjX9qkQ32WiIbInO5Zh0tTyUKeo38qXyEWDXq2kYZgVdKyV0v5eK1RBqWRvhSHnrcPuWP8ALPZ0f/HE1njkLmqyXxYwhFKdteP0+E4aesMJDPm05ks4x8npO5T7PzZsGOJ3GThBncDGEd+W2Uua2qzAhSXAXVS2FYzIS716uomTibtW6qap2gg91r3Hiq+5Qbn3QjHHdmDa+zVRU70SkSq9S4qP4tNhy1M/RlNvfKUINqENHIT+XnER6ajvw3DR47GvlHfrvque+gPurIe9Pv34Ajunl/04IHfvoL5RESaE7mNCbIxJhXtJoRjoHeQTnPCS/kbhG25e7O3Y+/EA7mqoWOjo6Ut6+jh3eIRagUKnN7Cj1zb7PPsy8THs6V+kF8weSBYJhMjBhKUoqnnB5igEA2ODHR1RbvH24I4ynhw+GTYTYcDrniYn93gxtPcR92n3SzbjcX9Q+JE3fukkwcbEo5PTXPHK2tsdGxGdkzPiQauUd7CtoLQIgYmpZjoFwKGUcjght3qu3dc+ot7ZdMe+LIjfovp/XjJ/UfH7gTu44M6RqNc11+9awZPuODONr9wtMjHjt35z59a1sA0MpDtUcyq+47f+8Y1HbSk52NONtOdN8Sqn+/0W4g7pXUh+8n9VF5v3Q1HirNwYsk/kW8VtqHD0o/44xE3M4434dlB6vz+QUqS1uEFV7lGAmziAFHDBFHDLHEkYgrrEtRyFswzykwjpB4ZbJiwSrx4ADm+sZNXDkh6o2ayUa0/FhzP/NqM8xluXETUy7D90nAHlFKFVYZa/ITT8TXdLop3fIi66AZgXjWRWs9CUF2Ay+FMSbOEvcsDdzkpO4ZeGhFqPInxKC4fh9aob/dzOhn9b3oUWLN3ejHTJtMEP2mi/gopQ+xDXwDoU8OM0WTrSFkERlBprGKx+VVPZbQd9b4LAtUtLNh8oSJazJYc0juuMczSzwsnhTZMHnCxFINfg3HrTkoJ2sScr4LQjULTVDbMkZ+mvIErAlcfsML+ZcULbHWRAgSk+uQf9CkBPIP/OvH+vH3jxGfKfPz3bOuENlR55+SrrjnHmzN/Pzex4/a9IVouq3hf94zYm3hVrKWBHMvCZLVPC8jRAQITTbl5tIldctTUXQpuIcxb3SWr8GHfb6irjnRiKvBtcHFWl021xTXXhfnckXM8YjSoGxQWKtiU6Yoe6HzgY3GhhRmub2p2mD28mQ9MDgtpKC8XltjVNtGMZVuw8dqySDhRNTjIBG00XAKKYfvkWnOrf2rBvqQ31tXeU1991pk6jDq14/+MWr0P/58dhTZs5P6X59d3H3MeHSZ/vb1E7o/9MI0VHZvWn9r/t/0zw4fRu1OzEfd6LlQ8x6iHG68KBd5927mXzOwrZlF4yyJ6sTWfKRoupuBXL7xUy4jIYldF/9Ui48DPwM+zsU5UszkhDhOw5CjvyhH+sfPuIt+Bs2Sur1I1hDy/jFnK9xK378u+/v/3PL+omLVRN5ffFFWFTEr9cH8WorJvkTrQ/geEw/H7LJYzBYTsTCqwiKMIibVZVKR2WRSJOKGkdApQuQXk/9UFBsb4VUi4CREERVssXDkXZzE1JbTqoXanTshHKKu5d3zd+70FdvQO/MhTrKjcl+ynHlnPk/jJweq9iUd1fM5G40Z2pfyMuVoI24idmI9iZgaPqdl3YPQA5nd2JX57S+oIy7+Uu/Bv565FS/KvHb+F59uJpHreEKze4hPncvEmRQzVyNOOnLne8MMBNiJOFPZzu+Ni/nRSAxtjKFZsYbYmhh7KobujaH+sdGxqTE25nYWA9M7/UwOVAqxOTllo6JTojOjLE0Pq6gMakNZldr6NBj+8qZvyvZAP139NDusuKzM9g0ESIBSApW2Lg4qfO02o7nOnYXTdbuMng8E7TiE5Z20JSTbl1PJ3aOf+OH8ogfXLDv13A1T50+cvzKdg+c9+9mdM/UV94/qWjFlbl+t07D07V06jRhTjx579+e3dqGb0eQ9b/W9avbCPh21QVPaBCZPuwUP7nhFfsY+qmPF1JGjO1ROBTuoNB+HswCmkHgS07R4blG8MIHKIsnSJE7G8/JEK2OxAdyE6I4rii8eIS5EUQKWjiyQodhqtdtzEQqUwLdiCBKKG3m1pd6unFY525rKoKEsO/wJ2KEpbSNEgvJzlI9FIRqxpyopEHQiSxQ6/bqqsoIWARPP114epQRxu7h14831DxKBvqOwYzTVZtJ1k7v1TNy9qFfldw2vfbMRbRyv31tQdMV8/L5+6N1fkbNwXqIs/mFtqmpU28eCN25Z/Magyd89uzOzb97Imxa/nz3bF4r5zxkH89R2xkRcj7GFzakEqkKYMHAEUgYmVeBNqhqBFLIi84DNYeaknsT0syVWIhlYksbx0/kt/Ps8dw3/LI+LeMhQsGaeMcmRZgGtFvYKWBAUqHB3qcZsLMIPtvfTRkliNSRW0+B9QXNTmggKVInYimnM7LPRmBlsfzGCVkwRUWFATjoESSheNE5rn9Jf0b/MfI/q0NW/T/jT9aPHcGcabsDo6szxzHI8nh2YeRO9vBmjLl2ZltobieM/tyXwRvQlrdpJN/cg30xoJsQ4bc6pzg3ORie/rfknzeR0KorGKAh5qK5IVhSnK7K/QygWmol+2Zg9d5qA2jLRTRgZDpxYwTgDsgCqz9l6/EQ1JstcTezlKzR/HSZ8N1ozQ/UaFpEX4ZwckKtXnTYxCNlqLcKJqp0RLN4o4wzyccEWEWJx1SqgmlLiEAhtiqj3OjK9j/BWuS1TVraPpvGgtr6c8tdI4jDZeAEaG/ISBXbak0leR5weHjjKTriMt2c74PhX9H/cRyKqJXP1n3v0/n0V8qOrHuihH6npOXNmz5rMMfJQ0xPn6Q/Muwzmrl82H9U/OHPO/egu/T79lzmPzRs6PnPL+KGNePH4ofPIRUssQu2pi0T2c7YzzuZTmtPhA3RNX2oonohxfn6u02eFRdsEoSgXFl3GSWogbu1nWm/CpjwhlueOOyAbs4ZhJSYWt+ZNycM1TJ6WNzqvMY8T8/LaFhvl/IAiPDLdCBlb2z7yzNQ2Ev1DmAr6C8DLKabzhFvxu1NVFPUPSBHN6pouiML9w0vh1ql37Qcbuv+uqZWVQqKyUj/S7vzNbePlkysH+pH/suKKXaj562VrDx9eu+zrha+eOPHqgkUbn157e7+Jl40b//LL2yryjHjTpQ/g60g81o75RXPLVugoiiKHkHA4484CtyvmckIiqkcgnIpFyAOw4GjChLOc/Cxng/OUk93nRNZYODYlNjO2NMYvja2ONcfYQzEUI78gTn7e5Yq5CxwJLuaiJxpyWIzHBKdLaUuDNxVCWK0tJ5jj7WJOV9xBvBtbYkOiMcElEqVJV6ggPtONNPcGd6P7UzfndpcmtyFlbra4c+ceo7wW9Pf+zE46AhRwgCEv7q3OogET/3EaxCfFtrvnczt32oiJa53xnkVMN0Y1VMWN7o4q+8Ut6yHyHbGl16Mu2edDOsfhKq8ZT+7cUe+u33ZU8VwZrszr3uelcSPR+2gmXHetFN8c0ZB7Sk7lDim8Lj39MV36Fd03saC/5YizfuJjT6Jz/9RnTIz1s1A+HEpkDnA1XUwBM1tLt8nvmL8q/8V8LhauCC8Lrw1zFTlrc3BH74tevM6JXnOg7Vb0vAWayjriFzH2l9hZLloiyoKFjwiC6k58yhxhcBYTKR5KrFFRKVRhh1WsJtOQafkGhlob5eGt2Yz6dPYPsokCjVqIKaQ9/OURMH6Xdkrzx9955Ih+4JuH3ul2w6GFm9A1b2/VPxk24X8+mzh85OQ9eycNx4f0Jz9cVaDfgebHlu9G6b8u/3lEx30f6+u/mv3oijlf71/w+BPzydqJvoF8EtHxecxSrWsF7oExj/+JsXQAozZKRwX/TUEnzGi5Ge2yfG7Bf7YfsuPvHWiFAw1yj3Pjof6Jfjw0NDGEB0XHRTF0smyyiZCH03KIfiIkiROSOKPA6wU50U/VI+oplVWTQIRpLSQoN1IB6Qt/6om81tOpNpQQWeVUxvB/IAO36rEbGvTjPbuDVjr32D9QuX64c4977+3ZuXPPe2f3qMGen5+8MU+/BS225WVVkv7RL/OHjB03dP78oePGD4X7uo1h+Klk/4NMuRawROx2N0owuXLCzSBk4kv8rMVUYrcSh+1rojqp7Sa+C/FcyCu4bb6lz5aeadmjFXHDh4HmFn6qfsgxfOiM+8fd+ucnetTpB35e8NB7m1Dk8OqnuHjP+u5dh41fv/5Lt27+e3jVc0Snlj63/MapcE91+gCuPdmXfOZOzbWVWA4FTY/Mi2B/sCiIYwqcsN+iuYNVwcHB5cHng5wQRGLQ2gCWF7YgT7RDCtTBuMjbvFarL6quRuvRDsSiKBOz89HSXJQLrZdkGWna8r2f7MHOtKOaGAWbgRwC8TTtL6Lt7O6LRRVAJeimEN7k2tM+o1e77NDfWHToni+uWH7n9b2vvLvyOf0F2oaEf4J+oz3VLm3QrveGdev4U9ecUEnniCV5Hboz8/DjZK3LGYa7j9Z+JbUAL8YwllFMIbE0H2EZs4giEMaCX5BptH2zn8oMpGHfb2lnrDBaGu/LdMJj9AP6Tv0A28S9q6/Vh7+SeZAW6CFmgT6ZraNxeo+NPOQiNmNsoplhiyLIFoF+UFzR6BGnLJlSnyqn4DNb2uKJp7p/zx8/OZ82BUbZOv0K9PCHH+nH8R62m/6BvvjBTI/s5zLExrGEt2LIrl2rSB5/qq8yXMGqilQbOmdD14QQl4tEJrQmdCpEgsFmBTt44kuFckNxqGQLBVVyJccjYVckEg6GQnGT2WUymc3BUG5YMakkzCiwl3jYghKNlc1QnDuWfMZK0wum7SY2z1Rmwn5zkbnavNL8gpn306ftZi7PXGbGj4afC28Js9knTyQeqYw8Gnkuwl94uSUiSBF0IPJrBJuDJjWk5IbJBzqZhDNpA+wy6NMFxQVtNBQxAHxbb6uH5rvgqBlFcgy0uCIKV0J+Iia2mFonSjgrLxp3QpiNRV6WuroCG2mTfmLiXVz1+Qd8t3HzqvvktR0O1zXszd5buXmdDjbx2hVLwyG0SneybN+gc67pJ/hONEefiE7i8xtDjvl0L0gUyQXJvsjMtVonUZJa6ksxjhhVD7SSEVC2McNLcZYl/jeg3sNJGEZCtglf5ZPgnnoNyHta6UFc1EuXTBHwndEKVM5GuaB+8N3PMh5U9O5+/De2w/nduH97tjqznt6Tok8W4oQ/4szLWoXPvMC828yuMIN5kd1+N17g3e3FXi/q6UOTYi/GsBCrjE2PsWIwTOTXn5Pjt3spD9vMEXN/o9HKrtC8bD4ycpycNeRFOWbkNauOuM0WZvxxaxAFgwzPh9UoUxhOEhVgHGvT0gWIQ6vT2WKGlu/ZdqarDYeRxG7wADYqyrboAuMkGGwVBrGgYNZEMyBGiJ/7VO82Yvm078fedN3o/vqxcddu2qP/oh9bNTw9ZPXLz6KnSdyai6r1cc8vRva2I8ae/v0nadYiPYG+erP+xhyU1l3ohWmPfT/v2on62/qrlF4DuJWEXm7mUe1Gn4yGqUiwILHCiTzuuPuY+4yb89uKbLha7CPibSbkNxWZhprYjmY01IIUa8DaxspKMXuFHduxqMgmq0ViHYi1Wswy8fsHO8Y7sIOps4614kKlA8CEm6wcUZeM1w50ApYnOjJN02e1ACQ30rBXBlYMXMRsIu8gNOETsTh9iFVxTge3slrfNbBQ3zgKTfFV6veNRCP26o/sQd9+q2/Qj387Bvm/efiJZ3a/etk923es3zt99xv6X/W3aW+3PkAcSni2DfM84M39oJUS3TQp945c7PcUebBQok2BNjHNmBjF8taiPD+Oh0JaIJoKaQ5vipY7VLhUtTBipTY4IjA+5GB9BZGoZgMge9kGFGMlWySKyPeiDdENUS4aNRzndH15a2/+PgBCA0wiQKNpohBpPkBuANQcgPiiJrwYBnDlEzagw7eoP50Vc8IZNsowxgs/8euGFvX46++L+cLBbumez8/07zhl/A0fjB2BEpvn1paSx9MoEf6x7gHE98655ZqVf7q6tO0tE1/nOp0367/OHLWIfeh8XD+MrmdXkHXN1QcIq4l+L4U6GKBTmaSmnBHyMDSM/pVKyTwviZckc8vi3TZTG0qpKotD5f1xxoPIP5/HFo0XmNrFGWsBqi0t6F+AGfKwoeDTAo4pGF0wi7w4UsAXFJS1N2g1DSCnG0mstQ8cPEKlxkxjWRmFVP4DoeqL/w2hWsiUdW6yL1svhNXJ7p+cS3BLhrjFOZv2jFq0/e8DQsgfil+9KOlFfk5NRioeaudB/siPIxYg/vLA7XWrX3jhjW4r8fOZp1aX1DzQcxnSM6/X5w6PehZ0XYU5Qre7ie8D9snP3KwV0lhTEtXx6m0qaxEdXgd2uUsYDoVZjkP2Es3E+jBSLGAjc+3elMWLIqsZBHMCc5yJiIQoTqMVJpMnRxqObro+8+knFMkBrIODQiw1UVUCf4uQ/WLIFQNWJgpOFM/qB7Y89/f5S+YsOjd+Ut/a7t8i9c0bUSG+asA9c37+8t6F/h+dv+gD8O3ksxcSvQ6znKPEe/eoPtmcWqgidqmIANMiKbASTwucOC6C4Ihxq2ZGEYYoA4ocY/OlrGEUB2/9JMO6WSbfGyeroFUcRNRsEjpCAWRaHAHbN2QFmcaPW9dEdaYR0dSPqi9uXZL9wpoAKOTCnnID9OML3vrimi4h7W+33xzv1qW73+2N1y+siiM/zlm9cMLXKLao27KCnbaC3N4/PFg77qYrV2AXWefjJFbMo7mBG7XLq8UXxA9F9gcFjXMjs1ricLmsNsyVTGFRKauxmGGJVrNKcgJSK4wNQhGf3RLh+ltHW2FmcMRaat1gbbRyVuBbwBXZP5Ie/tYSHm0CcAcjSUADErIoYNMKWzTPyDhWgi+el7lW96MTfx59uX5i042Qd9zy+N+JOk+fP434x6ZvRBsHZBbwr2c2DdC3Gvk0OLuexSSIlO7S1KiN0DcXRBTDyJG27mBKLkRDCycWflj4ZeFvhfwHIvIKqA+eQWKsQFEAD0ugWGEiiQNMkB6m9U+OTmJrEonJpNSG2jzj9FtmnP1JlMw6PXCVK6lWJYDDzJgYKowlEiWML8qV1ZagktIwClu3EzfZlmzal96TJgr+fTvNONHTj9paQIunDv9ICnlebZSspA1YMIC3R4LocdtAv7WMNgF0x/IyEsFmS9soYk0VMhKW5WXcqk611XfMOj1hly3PZf/6kWn9d3b4it344jM75tz+0TvzO3fS93Ud3f2OGdezjXWX375MP9ew/LZIMH/+hmmoU15w9qr7NqXrrr1isL66Y02iF9iHMc3HuC8I71cgixaeIaBrlFcVfEsYDc1HWxLvJzCT6p+ammIlLgUwl3QwswnaxG/IS6SuNl1nmmZinzWhMSbU24TcppgJx0wVps9N35s4wdTThMVdMSTAP0/sWIwtiKGYqcSV9NX6+vlYQN887Dvp40yMz+bDTp/VhVwlIZYpQQG2pISTY6YiW4IYFJClAlcgFW1/0mq0OGE/y1T5TvqLEkTUAEc8IpUC1E2rpTHEjKjQlnETtGKYfKu2Kb0TNEe9nbop9RRcrJ7mFxgDv9cAaE/TZE6EyKGNwuBVZnHwBDGWjajdxtyN1lCSvCHm4b74ZNkufe7Cnl/3OvN1Rdtkn3tndLnMpR+Qnn/oZzRodu380X9/o+z+6/pNubbPuGqEBqIH/zZ1wJc33YPUW2JadUksVZ1X0a7sFvOxaWM+uLb+TzMGdWrnKJ0wvrIkv/3EIZdfMYsx9uwHumdtkai5BWmcRAw2EdYoMjMxWww7hfzsTimwU/WwU8p1yjSFfVZBYxTUW0FuhcRHMaVC+Vz5XuEEpSfxVHblEyNC/nnyj+WzBfkoX2njSHpqPf08rNUT9hz2nPSQnfLYPNjpsTqQoyQHZjkyJW2ZNmS/2pRgOV9JWBJhLQz7lUf2K3zRbrXznPQmEgD6DLsF/UjCv+zWJZuVgQkCTf9tv4xwYGR6FHGahCicTv9/bxXsFPfFYf21d84++F+36KElh892rhv/xdz/vjP975hk1EW4GJiC8RkTIFHCJ9ojt4XQ7Tmo2NfJN9y3yPdn3yGfUOBKua5x3efa6drnEvoSFzrHFOJVU47iFUR3iPe4RcVrysmJi+RuRTdPIjXF61LI93hVCPIhC+t1esu93bwDvTzrdrrL3d3cA9282+NlZSeysZYSv5MVc5RQiayY3F7eQ35KCeWIJjsTjthLib+aTNvep2FHprGxETyL/Y2QZkunW5JtF+IPA1DIaHs1qkpIPOUm8QjbklgLI1BNSEW8rf0N3YbkzkGXnS9F3e7LHdLthvbvPP1s544dOz/7tP7dmtX8gqNlnfXTmUlnz+JHkalz2dG+d912213nClAP/Q1KO4XY34+4LpR2Ga3j/y5hLpAAqgX8ThGoQKMaTVZEgMcRI3kxEIYjWaE4ovUl37CKM0UMnXD9RJZRpioY0gSawtrciHO73Le4X3XvdPNhLxEtb9g707vDu9fLS9wfiWuH4grRlLInKSqTnQJQjaqHQyo6wiQLhXcJzf8TxSmprYiSOvEHUidE7qOaK3r2bjcZtTvfHbWb3K53zytqHnt49YiqqhGrH9bfnjOHbf6ksPNSnVAaPbq0c+EntXddfvld57e/8gqTxZk5zi8mPOpjCpm+WmnvBCp2dHK84fizgwuVuN2ctcTCxojetfoT2eRjG2c0USoZYKxEu6YhjUH8r50th1BNNG6hwVzESFqR+NJdIHLiv086Lv5wvX5Ef/eVV996F41/BKX0D+boG698/BUUXb9b/6R+wpIHxk2ZMn7J4gnTsEk/0XDPK6+hEWjA3s/zLHKGNUf2D717qX5i7jVX9r163rxB/a6qM3LgfYk+rKO5ris1k4A8KI5Y6bk8BFZ+czRK+WKTWfTROiNWDYcDLksgysRcUegwISEqMdx02sFFy0JEsVx0nhiDOad8q7anqYYKsNVcnf7Lua9nP3PgeWR+4q/X67+8Vndjzy7XHVl37eVTZuzYg8Zt/WDaUlSOHItuMIvC98hk6nzVpsev7r1yWehYcHc2h88w7O/EL8tnBmjJ2/LQ7X6EocEMi24FAnM82jzVjM3hYNAUwibJQTifyVUjQZMpVgC3DaNFYC6DgdXV+DXRpHBUQZ0vYsYSVCEWI4o/RVcgUs+iE3wHsiXs786VlrJwv6h+INovXGZZ6ezX95k8VJj3TN9+7HV9uhdVhnt5rec1ttHq7RWuLOre59FutUjTG2u70fsvJPc/gty/nZmrqbJGZEFGq2nl4Hmtp41RRpOggFVEC4wfJy6b2YQ4Fqt0xIzFhuIUNE7iVCuPusNwsqX8Yf4kz0MxFWCXME5RkpN7yohokRCJbEvjLnCgd6aZ2q/31O4x5hBAaNR4ZSbduLOY5tZiAHIqQnaNd+e7o+wI/Yw+e+zNYzoiO7pnLFLYeefvGFODjz2CrkR3jqk5ZOxD8w+8wUfHNLfMwVmKBzmEoCjlSH5A75VazlIC9CxFskmjpanSLImfJTVIpyR2HxGVQDgwJTAzsDTALw2sDjQH2EMBFCC/IC4HXLIcUPxikAvIVupnusScgCDJCpzLaW2wygQkOUeMQ6PdhmBjkAsGYwWywx+fqSBN2aA0Kp9CmUes4D8coRgIf/87xyetiFj/7cyEnoz8p5OScCUPJyL//oCEXILeGaEPoGcEeUwZs3k7Y28+pVX6gqkheALFmBUVX8CHVTE0OITNH0ZR7zzqL2LWWhQuwtaScAlm2tvaY4ug0NpUr+bVHP6U12VN0iYrJUFz2RHR5cyPAqp/QWGKSQnF0YAWoNlY4gBFAqUBHGj1OPbYPmnxPfYYmar3L+DoUzRPgNAzYsx0cdYVdHg9nVBZOaWQN58IFPQq0vOVf3eusOThz/RTd7Lv1c0iW+iQt3YbYtrh6vSA/rR+PLf8iVkvNKGO+le1ve6a0aOmS6/bZ/SqxeH9q587oX/QPRcVVTxbiPqh6Yi9c8+YAfqek7MGXzdmyD13DxkzZkhzcwtemEMw0Z695qf1Aeg52ttaQ8+gszgEDgG6yglfDyDyOYeLMw5muGYZjm/A+HkeDeMn8di0Da/VnEutO6x7rYetXNKKTkH9hh0IvUmktUmaCSlms1VmXCZrlE2CBWi8SFWmjQYJQq0iFIGQtYgYrzwRWpfKo+wc/bPMudnzmGZUrH/2FxsMb/P9GRVjz/kFi7/b/5Ixi+TS+7sGjUF4nR3V2cfasWzcn7RD2isdlrikhE5BcoAz01YcgaP3xyqSxIpKlHGZ2WQj0eVl9n93fxCFVpAoNFoRjeeTB2Kf2DmZc/pnqPjPPsCds/0FXjPN82ZjT+Zv3x1+af93ixdc2mt+kNJ3kT6ZW06vD9Hrawm9R9J+dzddT7aXnzExlVpIZRXoksARxsJHACqSZ2WOE1WZML7UkgIm4toIZ0L7IUPYvpSEywDRQgJlGUUFv96kf6af1ffpTWgmbYGdxc3W4+jguXtIcPwrluAzH9Mn82Nov95oLdhRRUUqqpBRXEaFHMreQgSXYoy34Ze2MhaapOahy9IVEUtFLPJYYTlVFkQLiziF3FcjYGdCXVG6CYDY0vTGaGQUzbejfBZgE8nd8WNO6plTZ08ROy0hBQ3Hb2R64DfObSR3FqQlfODfZeu7zSRy36D1jQOC6U6MYAj6c3gL5or5TvyfebZY6kQiGVOlCT9n3WLFK23ohej2KP4wH5njoTg2cb6cHM3uSeX8kOt2ByQSLFI2daiUDfwxMWDxev1MlLEgO2spElz+eG7Q0AFQ/BowRg9+0gi+GA04migfA6NUp2FsUhNkJFsUQPZPseHDtKTUYsYpFoBUEh8NoLRTWQ3Azq3sOud8524z7u7RCUUWP/TVkqWoTP9EPz55cl77+2b86QzqhN2Lrhmrr7q7/9BJw287/OSzQ198Y+rUN7D/o1ufGzJAf5fy0kTCS+Oo7M6gtMvyFkUUeU9LHveiYwjdLqIpOciaMzMHqzl/1/YG0MzAyQBmAsgRCDg8EE6X+lgv64Ol230peNZ6KOaUz1OiYdmquX2pfkTQHSUKG/hyqR8BAMl6/w4/5/e7fCcZ68l+FkTIKLOWXNd/CNroiLf6pv1Z7C8AfU5fQH2GyMwOI1QgXAtc2TSSYj2CFOIWTxEE0Mu3Q/nQV1XmTADA38jZelTfteWlF7cSu2xeN6ZMPxRYO11/CE3Qe22mMH+NeuLQx+gyVLf38OpR63vePEe3ZXRUVQ4TLoFeWfoxLEVgqTkhox9MaApGVjwTYxUTYsFI3pMwkhc5WITsZhdQw+pCZpe9RCORqmoDRAwvq2aJR8us8wjxVHOJJKMvV0M+zGVNcLnqScV1ElAAiLeG3OAe788e66YNEGxKBoMk2UHKxkyTiylCgQ2pA83GHOW0x8wIXKmCugYWjR0vbdF36dHZKNxLJ6R46NbnAvqhsjHrkBldufVFfBXyL9ff/vgQ+nK4/iHG6NR903quH7X68N4WDBux2hEHDBu7aCpDU9A4JqXloNHmHWY67rDWzC41rzFvINrTPIr4mXhb5uCrvYsRMrcWF0HMXXEBEwdqk7K/7240CrXN1mOanEYVp+ninnhCrWTzL8Iu2lt572u9xCEi9kN+QjVDG/EPWlS1pPyct4QWHeWE7CUmOUfCoRiDrRaLC8rrt6GSLWwgUgrFu6hEM4dcCUa2yRG5VOaIhVi8ORzK5NqOGuAh6UzNUZBm6CKtqaUdllAgV0bC2eLibPk9yCttFmjtj8g38pJJbol+5V/f/JFEJkc/GTGhXe+qa+97eNFzX+lf6lcC/sbWMfq5n4/qpyL/jMwbM3H5bZm13LtG3RfFVAI645uzNaGdCZ1pTagoA04oEi5QhdBkCOHTYRSr4Q0t6OW8OQmhlzBMHeqa7pjrkOZZPnC87zqncA7XtuZfNAc2q2ZcK/eDXtT+xNfENL9cavenJIkf5ZniwR5PPy/yegNMLEk8B4yQyV/iZHlCTISw5E14PFJCzsI1AM00UziEEwDwUGpjbS3oa7QFj1YTOi5gBaWN2kIK30CB/9qXQusZbThxG02QVbxAQqUCXGFjomUclWrCxWxaT/m3z5m/wYWKyvWPftX1Q/egSajzP1F5Uj8UefmmJ7fa2UFndm1/avmIQ+dPoY470RD03A/vd7v5ni+fJTS9vPkY9w9qV2P/Dkuo+SMi8JMoL7ZgOuxq5cX/gOlwKeYn0ReB5l+l0YQ3g0ycWfLaAfEHEUegW8VqT+XDaXgnAPu0uqzjxNtELh6jxdmKKZaDvTG7O+ayu1z2UEyRlEgwHOoX2hs6GeL6h1AoZM5L8FlyEzO7eGuhORIIuDMJ25kyYudPFwNhp6VrMtDFU55M2ppsWWCmJqOWDNpkaQOCBcEZj9GAkUQVLQ0Z0TIDACDKvYOWrD64cvnOrZkr9AltVs3LL+7fL7dDkD2GooturGvYqH/GTr3mi4eX/U9f7t1M7+82zGT5Xy3aTVzeuZqc0b3GjDT05hMMI+UQOriYXGbu1i8JHX5lwX5QSuQAJVLkBVAB55LtsNstTit2xxTFIjmViKvW3c+NGTfqDzAo5kAiOxIWlq4pERLERiylJNoDkJ+wwWen6RDQabQvg4E2jNqL0FH+df2tf1vXfSda8sTBxx/duZ2sux4OD9BSlEDRxZPrGjbo/8POuObAiuV/ubIFnhp3Jcu9vte40WQDq7LYmT7mLi01Xn5YapCfl5538YKMetvnystl9hl5q/y+/IX8m8S7OIehmswe7CNKqVUhuSOlHuQBhST7yPpMpSZwpxdtCcDMlozfdrT+IoUEyihZ06KJICZjWlVRLqan3yAzVAlVgRJ67/n5++4I6QdyZt28ckmL+tnXa9iy+5/WO6PK9xaNviIzgXu3Vfd8SnXPb1ndE2zRPQVxRiW6p+CCFLRgK9P3n83ahPHk/QWaBwH6Kq5V+6lTVDakKgxHfla9YAWyNoBp/jv3u1jiiLOY/vxu1AUNMz7P56A/475E160kvmmC1udcpSkyj8WYyknIDPhPESmSVBtVvFRFqopiSdyI8VIAgRcjgOQH4ruIMRk4MvUGok7TMSZZW9MEDYYGdrfxlx1+Rk+hQtwFFeqT0SOA5Ma993vPf8HDI7z+GLkeQ+vxfcy12xkHYXKbPeUGJg+TF77Yag4thdHVFoB9ssYsGLsSYG8w1ZxmEksi1noRS/spS6eNdl2oYoQuPQNiDaZJQ8NXKy/HWjn4Ma73+SNo8bMHVq7atSVzBWHgyMKpAx9cr3/Gv35Gf7n/gQeX7bvqTM7onuPSzL/F8XuW7PtciuPX4SIcv82KKUXx/Gx2dwpfL3IRyKQ0EmG8GNPvElC/Z9m/ZnoBqN+ZczUMbv5db+TvpfRxMgO09lWmXqbxJtZKPgEr9pgo8bIjgjEfy2ItcpwbiIEsFntEVaWYnKQNsFm7Aa+ZZA3tCaW6jTg85VnM9fJKh523sVE7CVH+ee+Z82PP3DW8IwrMwCVk+2oyH0GOCVe+iX5Gdw3PjNE/YT/5V1w+QgfyKBbwO5nuSNUqe1p6VgyyDKrgrFjmBIsUEuNyhaBxlyVsVTZFFoQuXovX7Wvnq+jl6V0y2DOkRAn6/hdnXwIfRZH931V9d8/Rcx9JZnpmMjNJJsmEzOSCQJor3IT7kgCiXApCQARFBQ8EBAUvFEVBV0RFl/t0XaKC4oGioqIC8vMA/O2i7K6LF9P5V1VPQlD39/t9/mJ6eo5Mql5VvXrv1Xvfr3cP2K2JHrfT43HHEwn8zF5c4iwuLimJ57qZYkdZpHtE3QMnaVJ3XAsLintAGT3dJkk16GF3R+jxhhPFDjyFOiI9WYYxot0OX1mhI1ZW46gs4xxe9D0hT6KsJM6Ei5P1dfWw/iqPLHs8VEjtEQ537Fg8rifeHMqTpFAtlVRON7aGirE+TNbicitcw4ODfE0YQgvTUhu1V5ZW0EMLSR4iJVfA1gUYvkmVKx624NI2PgA8jhCNUXKQtsFp2+RYhKdDDvTZUhAnoPt4j/HgElKPjSnt27/7qLFXHJVCiTHD0qmcukFX3TbgkP70Ftoi5Fb3rtC/SPWtCnKisEV/+lDfOyYNqsstTw2fYPKHpE+uGDOyR7++SPmu4iZu/qauC/gclIxd2X9ySd5zj+nXgQWCx1o5rWPmVnh79bW1olXRF4P7H9qcVzJpwIpxpejDddpXW67k4CwyxsUtZ5gHSZ7T85oHF21v9NP1sI8CH1E2ei/AnxRGzMOT3+3FGSuTNFMgQFvHI2MXmUKEcSHfoqQpKlpC03X2Bju028c7gMPhLrGKeXl2MRznOF/clN2xTXiZWwsoFQCHarUH0cfRzk2U0LmsgZQiMQZcmI/mOH7E0KE3Y7PJm0nUZIF7QNQeUttwe5hQOD8ebcXqSYCKVtMTTNZPNYIdqKn8/Pn3369/o58+rV/oDqxFyyevWHTf/d3DS1fNnbGPKeoOJn+1ZtpzWvnuu175bs0Ho+8ceOPAMdeduGnSoOuwjLKY+ZRI/aCJ9QLgy/x5WBUc0ULoRoA874UePg078Q38g/Bx/mP4KS/zNEwSqJ7m7V3qiOLYfkWjoUDiQ4elYbnAOwWB5yEt0BTkBIGmeQ19gtfQu3z5eyxgsSLPlTV5kDxBpmfJi2S4Huv0LLagIFz2pWbypdh2bxZpEaskCWvPRKIcx2pmt94TTE88w5eU4jOUxjaARZyd07xbjKMGEKBFjLRINRqmvS0L7b8GuOAQENf/ltmMtdrFMvrIL/X0yxeNOrTs/hdv2/8OgVVgmLF/2WSyf1ku27/I/or0S4TaqoUFzstVcb2tvTwjnMPdwzzD/Evtjyi73D8zP7M/+ax5Ph/WHorX4/R6PZ68yALncid0htCc3AlhhMI2wiQtLEOfNyKMdt7uPOCkKecE5yznKSczyAmcvjwPE5Jl4rLbRFPae1UUhFU1UhZpjtARLK/8VkOdoAsiC4pAZRC1cK6m0VbTphGyOHP/sxqI20KPgoKr6vuMbRx7WAoVXdF+mW9mzKxa06cflmJmlTTkpe86dmxbxrnPZ5ex0Hl6JcjcStap2vIjmhH7KDvyMZ1x4Yx4QaRZtHPQghmZybQK0WTZ7eRUm82UcRjG8AUC8mxsDg5jM1ewtRuv8KAFEtcZWj+m98pf/mB6WbdGDRgwkJl79X99NE/6BpRPvPhH+JmXYbP+ASZl61ohmJSkgXy2dZoocqoRFPsDTMpsA0NrmHv1Y5lXsWBQcw78WvtbTMrfxgV/i9dIcnuRHYXaoFC7tFoJSqys5EA/m6PggFgN15ftw8ke6FXgnfBuBdJwEYQj4CR4A7yH/QT+G3JuCGhGhRTh4egEkR9H0SqDLFbMnwNpoFIKMhQUqFBmlhFwCTA0RwUR0FBhWUaSDAvLTtmUWqUW6TFyOHwuCy9C1t5v8XQJ5ghab7ORdmua3UgigMAYK0JVCvqBESAfVOi2wc8uvqNvXWrK6EI0c3j486/P7HzZdpzpdzNFU6PRWC1g91I2ZH8FqOVaaKRzpGdUzqjAfJ69wTLfdhe/xLLUtpvdw+9WBK8/asBKeXCqoSjZfVGKpqEEoRBUkyry1pCu9rvjq3DgWrYDVfKtwgZkXjxIAlbYtQ1mgVQIEiXSM+e+ziJRGkCUCeJ1YH82mkWhpKIVBhYTFcXWmhICaKt0KfSv+kn9Sf0LUAqGgDDS7xH0/KnrN9br6/STLz2zadMmM+j6Dx2kzPfdZ9Zf/eGf+iv/PfDOhaBLpgmu3Pic/kpbjdhlWJSPInvrKWIfd9KCDAVFDmIUV5XjxKgxEXkzVFWsU2XDHr7QzrbCnoWBtkFmJrGtHjUM4Zsu/PodtqTw/MTWVFu+Hvbzemo5jwrPCYeEYwIzlZnqgFzUZpPQFBEks2oiC8GN/qqzzIkLbJdTLrwBGtBIdbXZM9JLWC2VVeSvE65Q2y2gwHfz/PEPViJb/NiYPw/7XP+U3ac/9fzMIYUFcP4v9XBgQeF7uMgW9b2lhZ9F+j5UkwTUedJ34hvIvJqUNktwpQSkPeDvmkyrSW4zB1eSo8W/78YiKWsvkgzyEDLEQajLVnE72txGRxTJBDyLPMRdIA5/LmoVC3Pgl57AGAP+n6gdVupKLWTGDZE41BSrYNNcnrTNEpX/D82xllmhFTdHUTKXmoOthQRukoIblWzfqrbRam3ZnRd+fuJS07KjRuIUaM2szvosUzT5mPitCCeLN4gYyJX46Ib7YsXuC3GgKGvUJFiQYjOpYBBeGxZnnM/aNzwOmvkp5KSebg1F1J5rg4bOomqQsW3vg4M2z8UPT4AVj5985NFXcdChH3qmLpkz9J7t2HPJ7Br66arVR/syBy6W546vv2oC4SHB8QW+ipyJuFFflmkd54rXK3Mdi5XFDnaSOFmZ7KCXSeBT3C230QFk3EO/GXXCHlf4LTzU+CM8HIRBZ/CZnsmW5nmTX/XhmWLLnZV7Kvd8Lg1aHXE8CDmtXhn2xhJonyQ18CTM0HQua6Fd3sdLvhk2JB5Hw7Ji7X+tXrt/D/HOQnfPGL58p/4h0xdPa9zT4Z/f+9An9chF6zlxIq0hZ9PwLSeS+eyirt09VcADRVuzY4THSstBN9cLwGX0UkYDFJVt8TYcYc3pKfPM8pzy0JoHAFO7Oe4m/WlqxOsQO5mXRYtwP1T771xM3AXg/fWR14wuqCumDzcczMwu/Zfdqz/oh/3LSeOMc7iRaL8aTeqYXtEqptoellab1tjWOD6RPjEdsx1z6A7JS3s8Xl+BVODoI/VxLDUtVcQ6ZwNSEE6Cu0HwRyptvrTL5R0vzBSgIGD9NZ5fx3/BtyBHg2eoaDK3IRfm5tqZEpn2ltjF3FwXyIlbslPTQkzvAB8XBFfc6gwi9UM7W9HMs/Y3hnr/n6KTBsicEYOMVuanVMrmhAxmDjI0VQgOA+/Ydz8+76mQ/nkJSF0AGpi6UT/+ri5fDwo9O2+9fW+OnqZHPP3pnTO6v/Y3faS+6ay+bQ/4ZOy6NbsOGfGy1S1n+FOk5k+ltmhzpzFL2KX8UnmJdbFnqX9Z3l3BR5mHhYelR5XnmGfZM+6zfhvvcXn8Pn+eK1jA1lvneYTT7Gn+rOmshbFHZ8LN8AtIW2EDXAkxQYQzUMIhc9tbYhadSBD0QttKG7TZHDnxzRgtDAcjaBKMkMLIRbmkpENZ29AoD2ysNZC1jCg4CUiQnC40WVJ2grWL5RKOwTjSQgBzadgNiJPVoOA7P+gLOoEkmLxW/+rosZb9tu/0Y3SXV7fs3Pn+n9a9iWbQWmAF1+nz9Qe/0zfvXQrKXsmsh5//oP8I0Bq9+N/nDDkxhh2G5BSkPtJu+FEBS9jlpmW+ZbnrQ/u4N5g3xGOMOMo0SZgk3mK60XdjLidKoskn+Uw1XB+O+1T8TIJyEMgCy43lbuKWc49xL3Asp/KCk+cFVuCDUQWACWA9dvSc7qgD8pwTvW7lg2jfdFHqeifG+VuuBUPWkBoqC9GzQoAr5o/64zh+s9/ynuULC2tZoqJVdfqHc2R1ofnVWGMA0J0mWRans7ZQI7aqga2GMiA6mwjyEM6queRCV2DkGOSDEHhDguPFwNoVc5Z/rD+x/Zpbxx/eteTEcThTP3Zmy8xBA+bt/hxePex9/RUQeH5ZpXri0bve64WNW2Vs3wFXuImt0KflLFNKzvpTRJ5jCbbFcSoPuSfrtJrXfIClfVafg54SmRKdWvisY4/jLetbjjfcQm9HL/eY4PDI8OiYwqlBPi5WidXWakeVv7eVk0nKhG2QBVg4Es+w8qCFJxU/23Ipko6S68RccyA/ZOuamJCYlYCBkJewAMneUUXKD+WYP6mJYJ1lsc0wsHlTXWMmm/SNIxApYhpiUfCk+pKcueRDjPOcKr8MnHfLfnHOlzk5+Xc9ey3scnDp+yCsv3fhuRbqOuAD4+7tlDl537Sm+x6YPu1B9vjCO0Cn51+ee73+0sdf6M1PoQ/0BLeCgRdH3vfc5rvvefF5Y7/BnIaPMTG0X3rQCl2i5Vbbq/P62Glk/MhIo8j59CHTafob01m7yFtxloFV1fJj6c0qOK8CVbV40GvbKM5LEhAsEu8IMUxu6Aja+7uGPd4YKWGwYiQlCzhvAV8gQdbhtUeA7bKaKtWmomYnzhlAOI5QufsSjG+oLRRga71ZDae8/JcpA6+bvmtb5iqQs/OOuTOW7zw5/7pbd61iYncvH32nO+fBUTc/Bmd069W9JtOtY7+BnQzdvRR1GtcnslSXvRQNr9+NsalWZWHbRAzbBngmxrYBQLHgPPLT6jgDqZPozvYRwaXwsN4fA+x9dfFlPO9aftbPMqfR95uRZ7d4L3Iqrt8lcGaakQjoGhKLJRZEV8m8D16Pmb22O42TU7ztGSeoqA3yAqei9eydVjRkywcVUKcARVmFMzrsMZaFGEJXpcsMUk8jhIjRDxMJpPMTCRJRJNhySeKJFQIjguggVhTtCEGeARePfz2n9ziRHj37mz8B/QXbAv0s0AeBYWDtxWYdAh2O1ns/iddVV7SO4mRdVWH5Yauc/TNTQnUAvbRwjI7zBUWFpZV0FV9dVFP6MPNIybP8xqKdzL6Sg8xbJUpgT8tP2z0+DKj1kxZFNyUMYEs6FDMUW1K8vBgUq/68dHEsUeRMJIoY9k4cJEE+mhu9ysYMlqAC0cPwJUUM5cdTTZPLvgDgPAG9srwENyDfKIJeHa2qNs7LcWyimJLoAsI336dgTsEdBWxxSVEBk+ggizlivXizuEJkTSJgeUZkKC6FyZxT0xNlERCJUAklARMJX4eYl9RxIEPSYuGSBu4wiTUiKTcp3xD2oCYSc8Q0tSTciM9lFAMGFX0SvZNVhImmtoijcQsMj5EyKhzISSt2BrBaxHX5aC8m2ZIeA1AJ7cFYH3hcJP7oxsEIHIiA/aoSlXfpH6yevWBsh2jnWUNDjXd2LKmsBJ7KquKa2yblDZ3ZJdph7ILZq/UPFud3rgYHmcJJ+mEQPa5G7p+R2McO+dPC7hBs0wfW3/rkMHZfYsb9EfW4/jlIDall9E5knXhbztKbmC5UjDqu+V02ny9m22h5NpcdaZ5ivsG8xLzL9rqNcwE8JBEKawRKKytPr6TAeApgTkbKmpPXjwpsCTQH6EBAxZ8z5cimflb5CDLTZAG/4EHaFJhcAl/hwqdgUCWgcPgw7BlNsWuenLTdHgl5uxY0FAD5r/AZZBQH0DWPYKRYvDlpk6klD+RpZls6j9g0CTwKjQQoGWO1pRJtwcevjSs55J6NVkobtmRF1gREEo4TqvRLasdgUCSaF2zt061Tnz7Vo/K/y//7w80fXjHxhrlnP9PvHA5Al5UN468aBHbsdvRJlg8vG5NasWLL4qEzkurtV968HRQm1w6t7tLL0D0rMI4q0g0itV0LAmjlXdDH18M+/FH4OS9U8b14OBiOx4QjEO4BtJZvhBQhL9AYK1aQaJqPsRjSjq1FYkTqAMawy78TvSLWSdjiQ51Enkrm8rhgW0xQc8p8PkyQ0GY3OICfBRfyIsTFD6LNk+YL0AWXCO32RtO8F10oElIcbQQyLoUNVxgEoPo/MRmoQf3562dwY2a0cfbMjGM/ssdoTzZmWIyW0m9ihu0wn5ZiTl2kTwLUJi3M8i4eTmHneZe5l/kYX64vz+f1xjxOpwf9+Pxeey6aNjuQ2RcgCXkhiaM4jzcgTbYvs0Ov02dnPLJMeRRcyquCvFggm9IUIHh/WJ0HgII5gE7hS6AuiNxPnPJJohtGYMcIEhqGYKYtuEOWLl62NW3efGu0MAjCvLE6s+sTmYhLgbe+Y2Glpk1VG8DMYDC/w9jFY1nucf2DFYm6LmiHiOkDhfobHi8uZve53DMeCEdflWS8/hor9Ow+5Wv5jllBMFt67KWEliO7RGuaE3AM+fodFEdLCgFblWQ6BmvdXAyXBDlnmoDpgIvQqTRdFi5sSmRdaacRgyoniE4VX9Av6mf124ZNbup+nRgr9tb4MUwy3U2P7Hqg1P4epPttIm0h54A4Zw4s1PIl5HileXy5hb9FglKZyZzm8QWWmSxp0esLpAWcriKiGxo/I1E3/ExU0R5HUoNFzAGKj34AdvTIswLRjJ8d24Yes5NVBJAWBVbmOEx2wFrkl+Amssc2a36xCMe1i9ISvkCJp02YWYsTTZKBh4y1M64bQ37QUZLlm7NdgDS9h16rSYZJDCRRxE9zDGI6yEu0SAO0ytB30AIPRGjUX8po2lhqjfASnk5OFw4LbNICrBZCC5FV4H4IIb6HMCnVIYlo6CPSPtRWk7E0TXVmfBiCFJQPaylvEt+fTpBjqZpWeMDfgQOONjCbs//hldiIz0hFgA8ESV7hY625hEZmIVqIufBrtBBJZmGmZ5u9wwwgeAxD91IiLlQ/QtxptPvxssTwMY6gE3OghQNcrRlIBGzasH1kcB7DZZqI7YPNNfJANEuW7bFdhAZNeh+4H/j105iAGs3wBWDxr5+Bv+rdqD/C08XtqiKYod33UixqlxfNajQGMUjaA0ELamatyMX4tubw4DwyvesEwxRrxUu/LNq8lN6sn9HvwH8fTeTu2CZrzUMlf9toy2V5wagtLmQTfkza0mMrJNX8ErYKRWwdiPuAH08547QY7N1mGIf4KYuf8gdQe5DG/SFxOpHFLm1FLnXRr+gvoOa8QKxDujv52xZ9MDOEYC73I/b3MH069yLJ+SqkKqhtWg8ayhbZRucxfFDoAF/3feM7HTwbPVP8bYezFT/yP7nFKbEpBVOLp5ZOTn8rnXbxo6SRvincVNdUdWqEg3l+i81ZRmDh5HxCHiIXYYASFu2c12tRttDPI+PGUtU1FVKQPfmTEo9TSsxaUgIUK7D+FAp5RlUizZFpROaOkiGXxnNfYzirr0nmDYFGTKH/W52XJoBVIXKICRpiLJ6NbcKKNIXtGD5LQYB3UbbdPbwAPKl7r9j06b+e6Xdntf5t5+UDXzgFqIcG31X5l4FzZwweMvtmOHDE9DkNDbOnIhf6m4YGfefpM/pr/fpmvoe2vv1Al398D6r79697ac2j+/Y9ufkJ+ObDD289tPS+N5CMTWhuTSAy7kvGdxnSuC+RNTB6m8hBUtOK5j7GbqZwxoqIbXHMEyY6XGmKVwgMZu/tZvif1gJmKWi1s/GJffLyqPIytBLuA76ZX13cysTwyF98WWeBl7RlNoXpSjF2be+dgm2JDceyNmg5VitlEimkv2LfYxJZjFpb64KxUw4CZYa1iKPOibQIjiwnGskiTBoFOCQ/hoSWjcgyR/BnZ4Pc4KQB/RoxEe7TI257tz9akCOHdw6Dg2hNPls888VVhj3CBYlcxm4lYtkl49AyZybksKFI2lzLx5LSOmm/REsaei7dR8eS3DpuP0dz+Dl3H8xi00ey2PTnMqh16OccXg21tdn1cElJrAAQ1AMauaL0LzNahUN3x+D8gLpHP8s9gNpjpebsMOOwMm6SNdskXNFg09AAWW1BG7ShAdJwrPl/bZ812z5rndK+fank6UaiPmpJwPkPos33oGZ2Rz+9AD3nq19OXGpsdjQhrudh7yC+Hq4UNxcKIMqC0Q7wKQfceFTFhXAl2hugRNLwkTtBHBhJsof4rl5oIaLb7u1v+H0K2vgmkKMLSkOvISvmZOJoY4Lo3XOXgngEMehSNJbLBpwNr7gAXg+8z71447YLmWf1DegJu6B+3ppdaOx7la67Zumf6e6ZmQ3VAzoivfMQGvsGMvZOyktt1HI4lhPcrFuIs8+yz4l72L3iG4J0iH1dgE7cbCeOuUGjQ3gUkBHmxUbYbllyUZwSImo6jnbylRhGFmOe8zIy3Ygy94AWD/DU+hf5j/ghMP1+Vflake6NLYZkSmd1O95pEo1N51qZPy71O9raa2yVPoSWnP+ZzTcePZrZiG7ZyWPnPbqLXoqnP+598olrH31sm9Z7QA2cjOcaxOeaaD8y+n+DltfHBliWFV2sS4yzzyEB7EUCOMS+Ibwpmkj/Hb/vP7FB7bJEut/VrbqPuNt6Jxq9k+uQOZbtWSueUiJbadH0h51ZQzqy7YYPP8xsQLfcgp7zHtmNu1C2bhrqwqAqNHp4rVSjPcyH/DMfGjv3SHGUPMo60jZFnCpPtU6xbYS7IUan2aAlgtQXBkQaZhtmkoR2mKZwDygtL5imKEkR+h3hTyGdtw80IFv8+h0Sb+9HkLDRhxz7kKPtQmvPr8g+nwCe9IbMXXP4mCA4YnZMHGuf5s9meigXMl+TbFi0FyJ36wfD28KsE7Oz+UzZSLM9VE65FKrVv6oKgbdAQpw+sctMq/7dJDBRB4z+00/6XVOAO/L4VbMs+udwxs0LNC0F4vpHGf0H/SQYnHp+0SIS57uv5Sy3GMnBgbr4p72UBVmeFpc3LXvdXmSWogsJKETRzV7mEAOnslMt17iv8U7KnRR4juFHsaMsY9xjvMNzhwdIFQ92LhwYwG+HWXZIBGTezfHIywjRQRyEsWNaohCwx9ogws87wHqkpetUNNBNxmr9XUQ5W1mDDTkchanMT5VThi1uRJTbbYxo3zjlBuLJUyBw7fGtLb9Ip/Qz9D/nXjtn7vTpc9E8GPrOz/pJ/fv15x8Arsf1yfRVq5/+4IENG95ajoyUX9GcDhGfIY96S4vE7ctkZMTKdr/Fb58oz5YXyauFh+W94pviMftZu1mgiaGe6/al70S2ABQwFrbslCTknksvmd82QzON5tAu7GPnQaLRqp2chAzjhWZgVmRRoCW0RwG8xlsA2AzA9wCA2qAk+UKKpsbTVqVFgZuR2DCzDxIO5rj7oZFICXlatlSTkZCBxZW5LCEDuVq4DKDVRycFmZwVkCBJNnTMGgD+nQAT0r/1XzE8bdur731zRP0ND1z55Dpgf3PmmMnX78FWINib7O/SPwHpO538hkVT7q/YWdenj0a1xbYI/nGVkd9JHUFzKqEpMBkASewqjg8sDKwMMHtaTu8OBGRZgyDQ5r2ieZ3FXv7t99xCnTKwl2lI5eULFg3SMO8yxGZAUcgOxHhDceqg1rGSTefVsz2QzScyFo/otMQsVZZellF5U/M2+nf5T1suWMycBYD88ZEIhDE+LxCkQxzL0LhydwfPoyEnmJ1Wa0iy22yqJ2YiitcEWpBLWFu4qnB9IZxVeL4Qfl8IIpFQXIXIGVJj0VCbJg6B82gfqSsgGtg47ic09STVKKuUU9kp7cHpdHheY0Bwg/WnkbBxZsHgbe0oFYx8Xc5FUNxSFSGwCYzUn+vx9IRFmzrd9dTwOwv6h8pDnmE9Zt2gn7n/fuBje96v/31Qw5wXN2cam18KvedINcDbVk6te6A583dm+/1zsbxJDBfLm7YbXH3Ds6jSnEAqCMT2XH24bo7wBWBduXsnpzh8xvmiD92MEkZKIy2jlKnCZGmyZaryrGePR6IMxYlphq2+oG+lr8XHJH0L0Q3tw4rThxWnz2cVbf2O2E/ZoR0rTqQjd1h5vh+XVZwcVpwMVpwiPh+wx2w25Mt0zfE+CUImrDhNSHH+kLjwtUGDQhTnBaw4L/xOceIoISkfqGJhKEzZkGWtOrKlAyG4Xv/cMuuqxyPAPUW/6yf9J6Q8wcRJ+nfWmV0mThdBAry6aNHzKX0zCANTBiT0T1OatuBmMm/LkFwU4gf1JM8J3xLJt+hE6gbQaoCzyLw+YOCQv/2/4pBfXmOJ9LO35Tt+DtJJPipMrcf6+YjmEa1pmqZ5F+3i4/Rz9HP8HnovLzoJ2YUcNnZbqoGCeK+Cxl5Fef34oEGUMPDMTi/n85PIlxazu9LjxVUi/AIf9wFRNAVCbNd8LR9txFZc6DHTBmwHItmYSCMStoEflbjEXIX3YyOpKgHaGVXGJG5XR2Dsz8wK4DO25436kicW1NzXqJbk0S9iS2v0rt1wRtkT1zz6GF2nJ04+Yf9cqO4L37+4YlBVxwFYFtjePkds/1xqseYVfICxALvT4rTHLDH7G7aPbKdtYi7xTxSZ7MnEjmJEliM2CM6LkiRnTJxJrcJAvFZKo6BCjUfPaLQkvCGlawD5NIsYwNTloVVLeFzsvy8ewPUUpHyg6fKKAaPvbaYI/Ju+j9SS1QMvyPnri1fv+Jf+MuAmXzH/kd3Yrzd8fH2B9tj8P23a1q1n/xoDy5rotTxqvRatFNLueqGHm+FNHtMoz1QPw+SNz81lWSC5PV7aLwo87cLd7SDxgFL8EnJFieKyghbkjtYGVwXXB+Gs4Pkg/D4IcnP90MeyHOeLUf42xeUH5/3AXxf4T4qLmJG/11k4iFdBqhPbtFboMl2FdNElTaWfaVVRbM+5c9s01H2wwyXVZOwFJJ5JdJMvi5GPD8JVzQFmqYvUZvWUylBqmBQbBC9tJRWtdTvMOPK7rTVoTBYvP3qpxqAdvj6JJeBYK44l4Fgr9d+tsdYcF/m89/JYK/KD+xOb97rtaE7hSMcOmZEg8ffc2JYxg/WYpEqI1cmnZLgfGbD7wNsUxDX4deAUgPvxQRl4exsfY9rsHwasxxPOpPyAt/i23CL05A/rD+DnX+orSajIp58FXsOtMvy/0S1nRMwLX0c9pF3BdkEuA2BqgeDxeqBg9Vohx7gZyNCgqrpaLFILcnNyCgocHeJl6Fe7huNWR9ABHdUdq6oqSjr6CgsDsRxfbm6gxEcXxErMiZISNiF2EqFoFqm6VONRgglfd648SQ5kkspRcgsIygUpuUklUwpmh0hly3kNqCOCdNEKtWcAqrWDH8uWtaNutsG3toEFeNzi10PG6M99s31bt8rKbtt2fP7szjEjxkx8+d73t25cMX7GR9ddPX7GsX1PgsST+47NGH/VdR/PGL9i49b373154hj45YebXnq1px8tgZ6jr3xpxwenXtw7sc/Ik9X3LDz+5bJ1t4Cr9bW3rFv25YmFK6pPjuwzce+LWbwMrgbbg6CX1khrucF0g0Ecv5+GPhq8Sf9Mw78gX9wE5poOmj4y0TZzyNzBTDeZwS4zOG0GjNlphiLNyXYzbXLwrNMqcJCVKAAclB3kcHYHoPGSpbGNvRJ9vwh9cBmkp8G98FtI96CH0XAHDe6kf6Dh6zRgmZ7MYobewBxkCFoqLDSDT9F8oyHdYAV1pLqexhd4jxX0t4JqKxCtPiu0WkVnzDiTc99kAvtMn5mgbGJoMeZlgcBOZfewNMvVYfyVmcJCgf5eaMGVf0BcjLVAKoUUvKe8sUn5mFQyG7jHsz0pAvjQSK7ZWl1POQFKwtXmqZSdANQY8DTkIUHQRmUQAbGKkNOTYzw4AFejj8ncszSjnx4B4rV3X9+Ar6iz2Pjsof8FLj54/OJKfQ/otv8D/Ag/bJ+n5qYi1OOaZGUWMisZ2sqFsylQuKRMk9HNgzSwYE8Sg4R0sgmUTbFtsdG8zWbKja60A7udN8G8KC80YPeEstjzVHkQDxby7+F0SNETx3JT0f6wB67YEQ2iLZJQ1xvbYLOByk5ASEmWFEFwP9KcMUBRjLpcgg5NtsSKkKExXQRxGc9tA1WxqpJbrfW8/iqS5AYwD/lO9Ljiv5c/ob97bf1K/UOgzo2PLCsC22+bPqckxpTu++CDfX+dMvfEjSV5+s2ctTJp5MDkUBQ7kOTA5FGvaGMOOY45YKUDuBxRB3wTfAqgE+SDNKCtpqQJNphWmjab9psYk4kySzkxXqHBKrqZPkLTVjqJ5jm6BytpoNGD0PyiWVeI6hpUWcAKFInDqJv9X/i/97f4mVn+RX440w/K/OA9P6D8gPf7aTODPrRd4rkc9LiVlrCIDmQOEAGhydCEbAakKxQ9O6PQ9DiQFWZTKzAaQfMzMJOzMjOkhhFmytmBaNJs0N8F5UgXpvV3gP/hnvPrOuknryy/eTfgmkGF/jZ97UvgQX36S7o1Z3jD5LF5Fv2fxjliyxl+HsY1ozJaQRUPbnDc5YBjHMDtqfRAPgj4GJD4ongRlAk8kQkZB8XFWF+PtfnSZcWzimFxcUGdr8EHfb46/35cEK/4od+fp4SjkjWSjECZjkQw1hFtgQUljGgWIpHiUH5c0myShI9bCYGESEsSZfLHfb7iOLJEsolpeKJpllLFpGrmQbhwGvBmLLNMs3I6u8yydbPjMeCpLWXAPtuyEAN1WezK5kwz3sSzCWvYG0yRmvAspKUh4TY1HDf2l5TdQAM3CmvRtCXMwAboPT+v4snHv/t47VMDi81v4DLIQ7n37wSdv370mZT+efDZOU9cOcIG3tHTrv5jHr135FAH+Os3N82/asprMxZm1pMkLur5D6fO+rj7zNtnT95wYcNVN4wcgotcH2g5y0WRb6ECWgvNB0sB9NJgjflT87dm2msB821LbfCQ95gXVuUBDI+5QUvKQX+dHybRxQDA2eznrP4G/zp08x6ZkzyagAq098P0A9CBvQsP2oGtCk/1U1Tkbg9SJ6i0ih0MHNRPQVnkBCknx+eI2e1qbDO1n4LvkT0x1xdirSZgNQXRikHLAi0VmW9F3VR4U3q9sEVoFs4LTHN77M1MszEGTZg4BafItToodXWYBuobfP3GYHsgiJZoTGZnRwTi2p3sYBBQOUcWtR2NhB2NAxdFXso3+kXnY9iyXOu49nbDW7FUp7oftCP35PPcg8iXqdE3//iV3gXHvV5Z8BDyWbqE1R83tVDPEz2B88KHk9xRCzVf685bzJJgFlRRcooSUtGi+Tb6PhoOoifQs5CfwbLQZJYBxiKVnZjzElBmM+RNFgsrY/BzQCGVUHcA/VeHl/eBEweSwJc80biEHMMpBw5gdqDDjY0+pd1rOK2GjiCzJkIjt1mG7HB9/47Bxwe8oL8OzaA2fX0TVDLn8Q+aO6VgmP4CRrQ2+DZJu2/X+mfbHSPtVrETI5q30q/Q79P0InoVvb5922Ok7UGcW7EOfdOlDnCkA9IfdaDp/96DFB3nmTH6F7cV7ShcqH8KXshU9u2DjQr8g+m/337b8F/4KUjuDrRrrdaGSTa7aOfdLrvgQsK3O0V7GemE67fid7qQEkfidzjRr+LzNpdXVlSzS4K80+Z2sw6rHZrbD8QBzNWEeoK6gvqSxGr3fx0RA7DpUp9aw/l4dPgpbaPzsv4NqYGeCujLhql1qOAH2eFC/UX+MDeQ+Gtu6hntyvb9jZH+GoPm2sq8wrzP0IuYVcx6hmY4zK0NcJdjpMtto0b6HaMwUhnpvNtps+HOc+b2g/ibzje29v7ScNr+T/3PmtwOPLbcwLaxXfkl8emin2Uq+vVtHeLWYYYBMtSorSNQ3yNorIPIb/9mLxVuOas95PCm7eFwuDx8f/ip8LYwNzI8JTwvTLNhcEgFVSrolTMyB072gXnuJW6IFW8sHHKGQ6rP64uFVWc4rHLr0PKMhn2bMcm7h1fXhTaHYCiKDHzAWwSf6nWHPOEwJ7JesNGLvE6V4lRRQH68RbVOEIFCmCVplbAAb8EswPmRLCD00XOpJiWDrgQBE5+tE2jZVKoOWzPkQwcPorss2pchtuwhZhOF9vNEIahQ4uQAk8M4wiHDtK8CIeAmvAwg5OAi+qc31l2vf9qsJfRjscpVw+7Q57FX6DfcPXx5Kpo5o896azfo3ycGMyvg9XDx6BO7zx6es254uROOyjznqhz1eNNb9Gf6k4TLFekwzNcXovKpF7YKssGdm6/kw/wcDPgKLbTX67OFI4ThQ/P7OCDZpLASiqat4WS4Lkz72ZywP5+AL3RAr7ojlZH6CO2N+PLzBRnEfkReMSWc9f2EdnklZhNiZfIgeZXcLDOyHIsaaB9YXMrRcoI9j0WG9D9+GN8GpN2MARmze3VzcyNW9UhMabLl/mdBRTzsKv2M7OxcMUI/80KBUz+jliwYNEc/zvTWT9488KaiYOb8T/MS01Mji2OCvhgssCzutiCR2DL+tgHlHvCRnvCmh9x8xVba/nfDLkR6R+iN5mKYigLzXiqK5mIAz8VoOFoevT/6VHRblKNHRCdjxH4YBT4mgIWy0uFOH4qAqgioD4wITA7Qk3PBPN8SH8z3+X2xaL4zmh/JzcmNRSPOaDRizMxorj1q9S30wZm+zdg68vORdfmb0ZhE3Tl+yAMXLueN5Ez1AV++PxpFEzUHbMwBOdmJikSOJupmHIeKe53qOtd+F1SQ5sPQNy40S5vIzvoHc7WRTFYPEnjbbG061/wf5yuxyxvHN/5+zipVbWrv0rQVereftvX6vwh13d3G1L298T9NXSDdnlmBTR94dWYt3enS7M3qRh5zvsaoQur0Drc7r3UKFyqFsFC15gXz0BTOywvY4gUEHVrzBwOcBHy0TYqTWRxPxuviaBar8WBhAR6wzuhVrsBdAE8XgLyCQGEhnsZvBEGQEjAdKgyQabxOBuPJ/5QMTLQsJ4pyvTGf5iOJxsikUXyqb71vi++8j/Ul2wya7BzGIdXfTvrGy2c9GYTfTntCBfkfZn7ktwKPePgrL5/+CVveDwSgKPa/rYFXrymM6chG0BO/WweAqtcHM3/mS6le1LNadVm0KJGMRd8Og31h8Fh4UxiGo5H8aFStTDudQV88na5Gs5JS4tV9gqqqdlEluqRnbaUdl9UG1aAT/cszldQKRYlESSRSUJJXUhaO0t1KOCuyTrAlnkqdO364HGe/1mCEuJokuj1Xo5w8BwhuAWEUxAnROFaCJIn3KO9hG2aRQ/uS98S75ST3P5SOhEnMpEIhyObpUKSiXWgkao/SKUdbBMUKDAYcxoaczlDYCKfkY/jQP+unuzr0cyM2zbgRHL9xRJN+ont4ft8RPTtP2JfWT/UFsac2Pzin07xpZWOUnJBn7JTBL5wH+ace0z9dEQuV9QJmbdkOfXq/yYNGPwN6xMqvPnSivOOcxlTpnu4gWAMa9a2n5w4ZHi7d7eww+dUPFl2t//vf47tdVer3TNyE5N5dH0z/g11D1VFbtHRxKBZPhEOfBcCbAbAp8FIAPhoAgVBQDYX85WV2u88ZKitLA4qyhNJdfX5/TUiiCYtcl0q/r9xmtyLdYffZPaZKKRaPFwaD+YWe4kCI74RBWNsJ/3Cb8A8T4Tcqh2tsqVbxHybiP/yH4r9M/hEkf65V/hXpBKgoN2CcMHVI1R/J3u3C0FoYRB29Q//jn13pL/o+Nmos+NOft5e9PkS7peq7/AXJThvai3t8l/LbXv6bnkr1bkwcqfsRC3rI8DWg7LrFu5fX9b47taJvrg2ZGFkhv2xXhz724BXaa/q31eXTxhtzu9XeyKHWak2i5JPgJx7gspdwIlKrDhMUBM6piknHeMd7DtrqqHM0OGY6FjrWOTajF4SZGKPA7FcxPybMyYtbwEbLJxaYb9lhgRazOk2+Uf5W/llmnpF3yTBfBvJ5EygzTTDNMq0yrTexJky/0YhhexuNMBHx47Frg0mzUgZ0rAHhayBkY/Y+GWlW7FxilH6DNiISLV+x6Lz+qf5C/+2gYLusRopA/LOKPBBnyt+etXbUYF4fDjaBCvhZZmRRMEw7L/6d2Th2Fxh5GX/v0Z1+h4VzkXqBmZwoCxbOKVJOIDtjqJtWJIGVjv2o0987Whx8LZbIF1giQfJG9uUgEgx0OKy+GAFiAgJN5ZUrIKyUKxBjWUHFGrNo5WZACIowuBkUGbOFFJd17Z8mj/4OaSMBUjSnKQsYuMUCLJjmEKdV2lIGPBtx3YnM0PPZWbFhuDukNxUivAwOpWHK0Va5YX8dWaft5MauChbdNOuwfubpUVcEVgDfCusA4NtU6ED60rP1ipuH9CPcwL36PEubLv4wFPMGK3d0XgStJH8ui+FJWalcKkHdq03qVLSpCBYWrSmCHQuBM5Yfg+nY0zEYi61GF2el8xknPd8GimwdbfBHM9iCNu9oMJgM1gXp4BZkckbHh0E4zNhLTDSOfCh5rRDPJe78P4J4Lr+UmtN4FP200as1ZRnmQipNsPExTB0+v8OpwkSnOWKGZswGKNivN7+k79NTu67Y+hIYTXjm3ijXN7w4baKnf6+rQUAb0TRjjKZ/eXWv/p6RN2x6fu5I+Lm+4/DnYNQL34Jxb3/80dufgVuuvWpz+dX6J+VXd3h67C03j8U8l0beJaWgXpRSr2gddxWC1R6wxgHeUMBN1uet+6z0BtNOEzwkgxtk8CYP5vIb+J08fRN8Hu6D9BsAlAW0wJEAHSAHc6fCwBoOhqEcxmy063NoCwlqWJPRuigksPpKNMq4CO4oT3hrA4xsUzEvXSFV5ouHrGJQTIp0LeaHPy/SYrJp3O9kacwgwu1ySaCYCmJ2Y5Y7MgYrWpnqsqxwWKpYlcUMfeduxZd95LHzj9xy192Yte4H0EE/Zq/rMeW6fmmlokP3Fyu6dOjQpeLF7h0qlLoe11zTow7T2K3r2pNq2fnArbcv099ZO61Lj2EdGwsGfVgwqGB6t969u2VrYLgF7FEk0+f2UlLLEW16KD9NqAK+kYAsSYSyVRJxCqmoGjn8ksyyfAxU4uS3GFVJ1VM0oDB3qyhAjhd8POB4IIsSz7Esx45g4cfsBRaKrI+tYWlWAICyx4RK4S6BFjA8PdpHMMg/oUmiDCjjcrQObUbdye9pW5taeVtDmMIYLTuPm1uwfLLWK6BP1A9kfgBdwRyQDl7Rd+x+QtsKh2LM1F9fozeMS0YxBiSOXbBhPI8A0Eaz0iRpLmZEOCiBryRAr5SBTy6Ua2R6jfyc/KlMl8ggXwR2NsyWsxPZ+1kWSnYJqRiJF5B8Yu3kE2snH5oA0HRR3Gj7pGnN7k7TMWTTiQLH8dJkHgxvE9FN7KPsZ+wvLHOYBUtwTBdT3WMcartA4ubI9I8LvYSRRFwEbh7pJ0Noje2E5h9wDgcWUwRykuSfIIV2mfDwGzgGPhsfFDRhJgVMykUOe0CEMODi/ZMNL+qZ7Fyu/zujDwNxALfFon1nL6EPvF90awYZyZkScG5aaiI5Hydzh0/YY/RQfGYHfoJzwDAqrkkQzPIA1bPSA0mGvMcmyviE3d0eVSybb0LGgv0Efcew7Hew6I2oJkKAix+aPfSell8u+4q2c0bCfTtaHyx8hOYv1mxJao82RSgFfBEOGwthkM4DHXNARxdIO0BPCy5NDCHFb7ZYzTFCvR00AZNJjSscL1usFLRAa4yCTuQSQEjJigIUWZE7FMSDSJfml+TSxSVO0UqZTZzMi8TCgYwVu+WYE/bA0QN4weMzt1YTJ5VcoiQUTMWN04C8yrvlCs6zXUJQNShCANamDkRgYP3hhQ5COaA9vH7oD1D1hY/0+ppd6wYP9HWrWF+D9pTEqZ8ufnHrcv2cfm75rbcuB8iIWH6r/lF912uu6VpvXJnYr30eu8N23PwOU5ixwH/qu/T1r3300WtgApiAH/X1/1pyyy1L/kWuBq/wYP55tE6sVB5VjPajigcsQL1MgCZTIPRb6WHZWWUiu9JYyBPG6jOHLyKp6E75f5Vfq/hOpJb8XnhtssPHV7+RGFGm0KDPsV+OzV3JP/8H4so0zdm168tZs3ft/kr/KhKurgpFIqGqqt/JKXPun2vXg47/QFf99X88OmrYiNGPoutm4jtGWu7kruQ6UB40+27XBlerIKoCTnWrUFWUaAEgTmCBUJULinKBmOvLhblOZ1ExEIt9xbCYEdA/kzdOdciP48g2NAVy1RK74oTFRQUlAocZ3w+nModTdanDmfLDxokuJtvDDgw+UMCW3qU7NKHQvCEI7/mtHAZoG2GM+RPPEqthmXgMjqFK7soNT+j/1fXmm7vq//XEhg3rgNr1poWdgfrEBv298aMe6jZhQreHRk6YMPrh+lGj61ePngCP6q/u3108a1bx7v2gC+h6YF+HGTM67Dugv3nwzhsTffsmbrzz4Bt33pSor0/cdKchnweYn5iHKCeaQQ9o9SPzQM88UJkH8iyWkVHQMwoqoyDKj/KBvj5Qg90J+6hC0LcQ1BSCQrqMRnqQp2VXqAGp7dJQSE4iG8dHiD4kxWLnCtU4iEfxXOJZfK6FZdWYFVYjIVxtNKRFhNROXpcE5oSXzr/tBpMkmT1/JC3mp38frFowv+rggpvQzfwFVQf/rZ/qWDWkZtCAmiGVnTpVDqkZMKhmSFVH6HhLPxq89trgIw+9/RYoxnf6h2/PHNGQW1mZO3D4zLY7YveRXAEhn7IjHTaKOqUt9w8EwkAg9gVcN3c36OqCS6kn28B8C5gigPkM6Fjj8XoDsjQzsDAAA3ZH7pD6wtyhNblDh+bW0Fr/uDpGi1tTwRRMDR0yqGR41ZAhNVUdO9aWVNkptDYHcaAD15WDFIcBKGgukOv1eKro+h4lJb1Lor2J7AsKgQ+NQAnJL0D/HT2HMwyQl3b8xEn09PA75chtI1kGKZxu0JpsgKHMk2huIpmnlBPvnGg8id26lO1S3gG2JIm0iZ0TIVsOk8KczsSLw/Daf5SaoER/l5jwu6wEhn//gdsnTbp+9vT6ztZtznm3bb0LPPFgZksidkWkgzV37HvMVUNG689+s2OrVl2tbd15fOPOMSPAjfd8YKQszLxq3HXHfvnxwi/Hrhs38bpPSMLCB/eAG7mnq1Pp6u6dRq+ZOf/9jWPKi0NXOkzu+PO/PkvyGHx5eb6eoyf8ZfuH4JvXSBrDos+/XLYOraW2FIbX0BgPbznLneK+JmPclXpJK5/SbjyrY6AwBtqPqcOORjW3rEtVLNUppHYvS4WKOxN6my5lZAyNQeuAX7KW8Y9UgWuqbqqC/apAVQUukSmgatA79vxHY+Da2IIYHB0D/WMgViC3H070WHfOGFJjPI8i9Zt5RzmZQSr4HeT/IKddaR1CbHllqYH+D8PXjhG9MuUKEw5HTHGmRHC9Hjfsfx4nePy2pf/+67Lb3vj30ttuX/rzlz88uerR1T+cvrjsdvbqPx6Li96fH3y8e/fHH/z54oNrT+gH9Y3jxyPHo9OJtQ8aOGDi19yvyMaowzaG1cQWgH1GblE/zUFpAPS9DCuV5JqwXdHnNePz8Ce0Tku3ApWA2QliWlU1Fa5Xj6jIwHl3t+oSqMtzoJpIjtKVyA8eQ3Dca7QwBZgSFy2UmAUT8uIliQMq5efihKbJKAPBjpjBq2rkW2dex7AKbWjpVVl671b/a0wbTvrwnvqxPQ//pRVAnYllIdLjmSvB0pz1h5AkCHS6wRE9nXBEu6gBmqPSXm+Hp+2AUJhSbUTQTp4UjjlMkmwxxUSRBTHKw4bKkEGU/G0TGw3ohyaD9VlJtTazoj3P83/X1+pndk5svH3ZT63czvpGb2YJuLvgwRVH0ZAZcRNryxnmMSQvB5C1ZsUmWCkHb0cGgwUINsjbLUCUWMFmkhnBRvN2RkZGN36figKLEwCLzDBRVnKyrGTn+T6CDdnitqkW4LWAjhawzwLWWl6wwDMW0EsaKU2RaF7qJUFZypHgrxKoYHuyw1n6GxYcY4EdgC/BPzG4CBDBXgD5m8EKABlWkilgsQqC3QaQ7T/ZdoMN9rGBGwQgM6zFCgTeZpckTHgCKZdEUnYM0t/GrI1ucL9myY/JA762+jiM97fcUK38UFGe5aN0xBGtYqvQjyNFM4910RcUgzvr9JtHfTNJv6kLWFKMr3dde3o+veqXK3dc+euV+jrwMHrYceUvV4IX9AAF9GeYhWAs+1/IVqnXTK5FyG1TkWtiXYSMsQrNatcstjQSJ3Y9TBrO/d2BXuBMycMk8HwCuQ6HCdj/CT++9x/GmycXCeEqc8JbWJkKkWu5G4ztVqqvAd1KS7t1KwVTyA3bVNqNl/EL2Ucy5vpW5iMwmD2P/M/qvWgCnNXyrM50b3oUjex/kQ1akpY6C22RAHa1ITYbK6i6cY3NJ442ImvoKGoDcgcjZBPgDHRN/OcHD1cj1bm/9J49u+qINu1W5qOOsaK79058Avm79zAJ6jY0x2RK1ayUgPk4BMBCgaU4NnnidXsNMiJqsNfeoczBl4LOIOWKoP3mtrJZw05fE3QzS8Ym581b3tw54CLtb/d9+ZqdEgEvigwtQUFm5EUSkJKzD5PvPND6nc5LivK2YbPKuruD15xme8+blxyb6wp0bsbfmXmdvRp2QnuFQiU0zxQTmMqAUTQYDYEiievMwMwpIkUlDxw+jm2cw+8Q1XxJL2O1nI+1Muy09sbuS5rmXr3Mts0NqI03g5cXIgUa6VE9d+KGz9/H7RcuJvQt9EfsVkqkHMjKR4Yo1YnqSTUgK2Rwt66+XvUF1VWp8oL+/UpLCgv8vtrOrkg+J8lWhQsEKcBiEwKaac7p8nXuWtdD66HxcrpHr2CkX68+A0Mx68DkQCjRA6tyPZrLT/JcI+gD/rKEQCdKAFu4v+S9EkiVDCqBfEnHCru5okpWUlVUsvlIs/LxkcPKiZPjGhvxk5P4yeuYq8PvPX6YMHmQt/F7Bo0PugfJkydw8A7tZ+jNj9GDcoT8f+Lj376UjSa7IulUuaPtDvyPd/QfvBa99G7jFfPnX/Hhh/ONh4s/GI/wQePxl79f9jb8yXjMLDIe6bceeuhfGQe6gF/R5ed/oQudan3t13P4DfRjjFl//Wp6B8dQJrSSQ1QpGrF6ajA1Dvi1x7p261E7ZOSooePG0o1DUhXVlWWdOiaHNJgtij1RVJwoxGi0hQmWF2mBowAnJAZTA5WBcGBDgAopIRhSff0bKio7JjvQncryAuhpmQ/6yjiBZ2WkLkSWL+tG9VR6wp49aiknclN4JzLDa4ePHDNqSOPQseP69R84aFxJopAuKs6PFhWPs9YGa5O142tn1rK1e0B8MZVsPPnxiY8P4yp25SQejRPlNTUflx8uVz4+cOLwOOT2nWh8HX2kHL+GzUhkwZOPeWo+Rgv+9SP4fWSUnDh5pPVrTlz6KP4keiP7jeR3yItZkj3ew8fx8a4jEou48NEN8osiSGNVuThXqpU0DX0EvczjtVTlwbZmFU1s0JQ7Zdg2fAVZvVEcBCaFIVXxKjpQ5/EVllZOnT6xvHe/D0dL1zywvG+nuotr1gzt2a8/vN9fZyNv1v86f8bElMUaxc/L8Uds+LNwVUFRfb/+a3TpqnTP/p2z38XsNH7rKvQLmSh6u6AIjl/eZwH+lV/2phJtf7KeXjyj3S9m7ibfdvHz1q9vavuTU4nPukZvZt/i85DO8oGBmn+mB0ywAwwMqjE0BRWIPCIbBrNx4+hNd3SD7ZOVtnW2zTZ2KL5P2haS55yMuUEXuVe517vZoZp7kHuCe4u72X3EzdncHne53ea0220ysiYG7vxeBGJPZF6ktdEWm9vu8kBfVLELcs9sTJrrqS3iMSaVTPO8z2FVJFPa6ptpWWiB31taLNBCIvuK2eTztG+OrXyWb5EP4lNSSHABgznWHCDa2zfMXU45NMcgxykHwzv2weWUHzgWKxfGNWbGNR4ch9G/mvAdmntoi2tsstWQQ1SSotfkH5A5Og7XRjd/jVmbapJ1mcYLzUsU4wibyvKFJRJZAiESlCCTpbwKoC070oozYmP8pg1L7nrGtMzy5JMWWPPqhQULMFKxgVrM5y1Z+/hdq1b9/CkGf8SoxQaC8a+1JGdAP8v8jewxPupNjIX8006kRS2Xy7VCS+bYErbHbHTC1sl2he1aG/MMzkwZ4Z7sph3uiPsO9wNuJuJOuSERP+fDNl6lYpfaDQHPO3CWcqGVlq2+FguydszAhkVui1l9IEX7cuzuGJIlPlMRTGlHsvVMWjmOGa5bRWirGYfpWLKSO3KOSM6weYj4khgP4j+Lit7VTlTgr3u+mjcPo7MYSC3sh4aoflVw5TJGajFQWwzMKsqWxWLEuciL/0Mu8m6MxkgD2YLzkP3C79KPPXGcZgxJ9qczquA8ZNHUgBORv+ehygO+FZG5san53Ux5+Ts4Cbl93rGRR/jbnGNSM+ZKYW7C3+YcsxOzOcd33w0K7rnn/y/fmHk0m2+8QfO1TzEmucc48bjCQZN04UiZH+cJ0zg9OOmfSbI19/tZq3+lH8q03y/QmGxtww4JGUfkRMRGSyTl2CRZcmKsxtN0GxQaDc7T4Asa0HUB5TQuRgJ4i353gCEWIpUTR9oSEJrGtVGzGTnFbTKx/SanmHkU5xTfeivw3XHHH+UTMw+/NHXqS5mPL0snRnLI4jEjayYMJmovy3QOnaCX04xXYkAgpr6uwhiOz8XUEepd6i6VDYsB0MUXqAnATwPfBuCN7mVueJd7tXuX+2M384kDTHGAM1aw2gI4i9ty2kILxwBYCoAjpFJqAIIgoBwcmAxuAHcBBkAHlHivCs6qYLS6TIVRtUKFbpUcqTP+nCjGY1B5WuMX8RBpOdEf1XDWJkMBiXLIACgAmmEehLmMA9p4FZPXmqzpIFbDSXRzUAUVKqgOjgpODdLkO3Oc8f02QNxH3pafI6jrRIBh1qGYRDqtGZ9ENeGYTBNGVGvNDLGljB9MRu8fQHKUjU+Roz4C5ZJCH1BuWWLBqXgWQh5JjkJJfQG+w8myFH5AGyWa3IRnlHB74UN3Oh2LG/h2aGf0VDI/3bE0Lzj58CtI2X0OzENXNfSZ+eqY/pXrVj7V1O3qOxa5Yb87lpo4V+YTdp87dlPT2tduAjUDrrFI+gQJvV1kjCvGPdlPaqNjoFaT/V4kj4CCLxiObbLbnx5umWQ5aKF/VIDgBljrwdFwGnwO7oWMI5pP5cNwBER8yM10iMAH4GgwDcB5yMVDg2Zm4vlV+Uvy6Xg+GJ0/LR+KEV9kdGRahBFxIgqj0rJDhjIhkzWbeZEzcbkcNNGcil+pZ2TB8jfqVxz8zqfgUepr1F4H/l4bn58PSCJcXgTcEgHLImsiEEbsEWhhwpH8KJPrDNkKctvymHchnXqEZC9n9erBA0ZMjWwuTa2Dg4anqQn737jEAz9gJ3Ncu8FDN6mmy8YPAw40kartKE9CMySTn0Q7yYhddrpARm3/Hfc3znlmlX4GcHOOfXLjtZP3dOi8YEFdRUq7rbxwwR3TXbY77q9+LPMtu2/tjhcfOfW3lWD+4pEzrh52x4rGuU70fr3h06+mKHoz9zPFU1UamuFMlIecQEWJAlEkJU3vFVkV08w1czR3CXv9QoIEGFJ4p7CljGKrvRd0K8bgBXWZN3/tgtZ4KwbiULYz+v4+29DXkxpijsN1r9dvH4/UEsnkR39mD5y2XWRjXFutHQfOc4BrQ+DBcCS/+4tNX+oDMegC8OjcxZeZGPL3Mln+FTPVXVNomqOskFNlMYupBJdvs7Aiqb2XZQ7gRqBZIuAvtpFtAaDevYseCbEtYa01AHYwq2CIWZzpBeL6p/qxjRvp/2IO6DfsyyyCi/bBRYYs+Szeo5nqqFmzfzsmi3ydhRUu/5tYAu3/JvmTzdk/aahb40/Sw/X+e/boZ267DR6mu3/zZ30Q2PJnkOUoXqsPZsOEJ+sxbWaN6TkT7G05a4Gjc9bkwMk5wGYt8fr9Dk/UCbfLr6H1UTKTAdiIhBS6DGImMEYW8RHmFHOekRgr7xDcbrsZ7a6AVEDxVMBrVx28yg1yTHDARQ6gOsocWxzNDsaBky+OnFNQsz8eZwDbUnXv1qE5jOnhMdXbufK2fcQg0sOn5IRKjzeqVAjjGxue86D+uD52Pigwp7pfBQbp3953r34Mc99sePE7EACN+tq934OyZCJSDL4EWwdnlmIinmcH67uzmFP6YGYdknketUvLEyGwiLyPh3EJcCZgpa25+3Ohg8oFTo6w+7r9mh/X+OJdFeJtFfr9TgfOJtzNWJGh5pA8+GP5Tm6/G1jdmMVtoZvBQglRQTFmFQBPCw6vPWtjYX1w3gEcl3L/lCOYw9IIwWHExnN17zYaFShIw7dnsyVcv01ov82yV8biUSMA2yoeY/Ez6+5a/uOhWff2Ab74qz/8cNNM/Qy8oEduvunH5XeNObf8voruf07OQmZEvFjfxMS+0kP332PIxaM38xH2ADWIOqstiASDalmps6ystLSsIGUp8Nm9XtWX4/Tl5AR8FpGm1YYBzoaGAX0HmBt69uql1nRy1tR0qulU2bUBqlRDpVktQ7Zmr56mblH0olZRVpoqDEassWhhxYCGyr4Ba44vFbV7rSJtslotFdDntQxqiNLQIgAqWdd8BE/uZsKDbcNpkBkbPgBH9xgvrYYkRipH0Q1+gpPQm4+fOIcXYM0SEmoj+2I27Aa8ynH0JHv7Ol4z2U/hiIEtQgg0cJgFZ//wbUw6OP+s9Z02Mh38z0gMauPiiGV/Bb0VBCk+cmHSFsYs5hT7SrvpX3Qr9SXyBInHtDr9iodOnV1TyhWkiq7ExDonG4cPrVGqR4HQ6CqlZujwcSekUOKBCn9KzcvvM21Iot+Am/RmoGFmDlt6aG4aM+ykc4dWmxUrpthZXdsU0NbdZh6Z60F7cO+unz6QeyUPZ2VW8RP8qz/p1ge9SI8rXTmmIF0YnFn7sBGPbWnRz7IvMCVUJ2DRJlgUJWZzOG02R3cHyHekHdDhrJU8LlcsFHSGQsFgyJcv+RpswCaxNB3rWO3s2LG6WuyYrqyMFRU7i4qKi4rj1vJgOSzvCGNUx7gYoyRk/kiO2vzKtFBO9lb0kQ7RUDDf7/LI2D/Z7Y9Wd4w7q/JJHblFkVlakGUpyim01Kkj0Xk2SfrjSfCfZoDN3m4SNF42C9pNgsb2Y09mSGNj9u12M8HInv0N4umloS9vHfpW1FM06OwLX/VZrLqjXfRv0YSIYujTWbeM7ZDfZdbQ0I1dU6VRU7wr8HSLybHSdNeb84bOrMvvMPbe8dGZuMIYpPr4E4zeCRxknNHhrTCo15bsY7uW3z7N1YMAofZ0TL+zvI7dV3rN/ZG8L4w4K1WM9BjmUqoCEa0jB90QihJdROOCOgFY6hygRxA4U0CuBFZnHtjvALLjWge0U8lBSehlLUs10VoZDoWydEuY2kZTtHC4zG4tDZZCC11aWlJC4nsWJV1SkigpoxuQeoNu90xCUVnC2EXMMTdepmVuD3hWCyqKqkBK0ZRFCi3QikK5QyF3ZTyeTgd+W4FnrSlRS0s9qtUdRN+YqW5FhW9Xg4epmVp9jHOYJh7tDwZNE3psK7gzuJqMTBnk4GPrt0PZeKMGDxD/najNrM9mBLYJbEJFOk5UKEGu+IPE35BhRzHMg/dM2e5fNrtxUp+6lfxXt6zoBqzRhfOm9xl5eY5vI9jx3r04qxesfmXeCO+snk03JpZ4nkgX9h367ug544srJh86Ud5ptpHUO3nYlFc+WHS1MY5efTDBsq0EDTgScFZTBTl9KPdY7tlc+pDvmO+sj2bcTjd82g1oigcWtgNOIroDfYiHQOgAhBJgtywVrRVBawB0XhfYHNgfoIOBBnTzReD7QEuAayA4MXQgkLQfKQLni0CwKFlUV0Tjh4YiukiJqbGyGD0rtigGY0lecQHKpbhU1xHXKRfLu+o8DZ4vPN97Wjysh7HLVhnzC9KyMeo9ytCAD1KaFQYNuLMiFURavmhl0boi2lS0KAESLoz+n3SudDKKMxIiR9huOpVDGN7jiTQ+nKCqlXfH/T/O3gQwivJsHJ/nnXN3Z3dm73szm2R3sznYkM0BcmSUWzlVkMMAXognh6gIIt6AB6CiBUXBfkqttcXiwWEt0SJaK0JbxaOiVDywbQr9qoiaTP7v+87sZgPYr7+/kWQDyc773Mf7HIWFxO8Qa5ib3rZnf9semnIwG+DbOnaRzuf8gbbdmB9aD7TN2215z2ZN557+ZEjGdLrqGb/DjLb51sb3E2heSac6ETqTWuMWa2msmcG3XOcA+4sFE+8KF0huPDmBjNEd2tDvufob6+LntI6qroz/s3LxnHVPXH3Ly3+H4I1TTvdcOdIkd0uVC7Tc+orMgDu29qvMDR5VkRiVv+fMM0acvX7NNJ0p7Inh3sJ2toZZrdfgwFurrsK6tCpV5a4O+Hya2YpUrrlj1diSVte5C1s36aLF2nJNjqd8AXdUrapOuVMiK8tO7LU6a6pTyEmNJ1WbrRRzHf3dJXaSLBVoV9/5UUvZ2x7SeOI/mDrurWMXbuacYqIhUjuRtGzMaXKefu65bdiMVa+xzNjF+shhZxbNmNx/eqQausi689WO8YFNH5w+ElspboZppWITZ9y3nrHmQAC2UaTzvJkYnvIExkginrCVYyvDlKuklyASi6VVj09VParHSTZlo1DKaUvbWytjEYlGdTb8D0E5UR43h/NhMyPZZJG1VZDypeewrvw/cIX/ZVeJLQmRFHUHxdYJyKrojajiOGyKJDh05j2pYHo4UfVj0p7KPnl9iTbu6tYKMnOXE1PXmzZgQrjKGEDm7tr6R2Zbqp7M3bWRmaAlu8uyzMv66QHCHj7MK77ANB+cr4FP88QYFkBjqnwMU1WVYjy8+2ZhtYAUoUxAOHTYjN+jxmW31pAQTspUl2u2GOYkV9RZxaRsqtftdrpSNhY4HA3jD7sTAWOX6A55WnBDB8KqJAIhL05mrN3zaIF1+4F2TwnWCKthO2tlV7OAMeaucBe5y533n5LBgtw+44nN/urLK1oIbzVXXh4IncBcl51dPRoWZ8YYn8LjisVWvAp3f9cwuDdnJeaetq5klnMKxz41SZ5JaFraxKIvEMMIE1z2tKM1jfGYZioxHisrY4yWsMWoo0LQVAlJm8+rsgRRdPGCTeRY1kKWgJFlL0FW0ERVsIgq01XdnStiBnPYxxhZvUTRwhCO5ops1YOhHs4Kcsj40z0Ox+hYNeGf6tho2VHCWWcPTg6AfNj3PvSVTbbiFchujSeLnBUcU013DbotvsqBT28KAezvA99mYHIGpDRsS8PsFJwXg6pYvxgKRyEcAVsIeMJnOYyfnEomy5GEa8A5JwBMAMRAwB3M8fKAmrNqUI2dLMsLBmU3Kie+RbOeJMvFpe2573KoKtcvNzLH+nMg5sA5vgZz58EaFGbplPsyrgb4HOdgkkmG1tzGbXIjc1FfxQ9H/N1+5PcEHJpLJSuC2mWWLgmqxyxoJm7b5hEngngHbnNEhpmjNC/saU1tz4Y9s0m8rd1qZDOlet68eYUC+XmUGEVt2JPt/RGtaDJtj05csQKqFi06hV40WbdHI5o54M9OVoqUdUlLOJ3bs4PJAKOnfOHKcGOYXQY/AbQsCF9UAhIQ9gUw32YwXTIZBBV0bqtjr/cT7xEv6/VKpDz+uZjgsZG/H6nITtJ2YX8v82Xm2wy7KHNXBt2VeTiDQpmqTL8M+4sM/LwC7qwAyKAKTmTicYbRmHqGFVmGybo9LjFt12VJsgaY04b9kFbZqErtEmIkVaqXWPIFiVJrlfrP6XSMeUka2Z0nvluekshMg82j1DnQ3tVutSuYBc+mYBRHm5NFLSZNKkrp0aN8y6C3iJiqd/FiCC1b1qN+YU6PlJia10w9H+ilfQsyQmah8FT3duo6kZEq+DYJk5MgabBNe0NDs8vgvABUBfoFUNgPYR+I+P8PPKakZDFFslleviK1OIVSRCa2ut2yK6WgGJGKcVEqFNksfJWFydnZ2YVZdlgWWrKwLwVHU3Bu6mL8a8BnOcbt0HSzK4hV8ZeN8rMyp8h75U9k1k5mJ1RHo6a42Km41JTRjpgeabBaDEnzIF0RYbI5xbvZ11BYO1mQBJIT/jFZIJNDfkwKBL6XFJDNYv+NDOw6diq3wJQAQocqLANdWH8nmaN6mvP6vJVeMgk9CEh0w6xEjxAkMcqTWNnETSEY55zhnONknU7iFzy5JSDY6TWZQyAScF7y0uT1SdaeBHsykvw+ya5NPpXclmRrksDm4sDEQeEhieIc4yyOpiCzh1X8eiYZTaFhXp+J2f6gxEuSPRi0lnNUKKRUZB4ZDtKQMyfGFoZXmLnfGWZrdw/2f5zlp5fwfC+8l3J7V5HbjSfRNf+B19khh05wMyijA/OQtb9QYc7WQ9j1dGmORlJPBIh12wu7NInrEFAdqdX8s3QZNS/INuRKsYLpetJ7QQxKwdecQbTrgQ7TWSqZ5pbnf3rs6a7f0E7foVC1kLiIpTveC37gS3Te8hm6D3t+rrTDXCuDT5MWW1WSg3uRHoCMLl7wHCvYS87QYbpw7/zI87mXDj1JJsGbU+Gvpl5YcWgcuXikeW7hE5oXbtMH8qm9ZC8O5reULJEtow5WG4dgAwIVCzCqRzpqR5xINp5jPYkYxcJYu8iKOeodYdnK0QsX0rbXjo/ptiYmQ68xd8InxlnG+wXUoANkfWAPZqz8OP84zRlfsJ2xowXP8zw+FuHpjCyRKfUONj0ObUD4SPhkGpqL9iFOZvHRyKnSoi5ad71iz10vyV0TQ9lWeriTzsY/bjxjDtAnaENXk2HTPVij+1iNCRLJpSeYZ/WlJfnl+Lo4mhUn+WXsuHv9qdB/m18OeqWwmVBu94LufdaL5mCbhnLebtJBGCjNPGsBbSbpUakPPhtsD3LBXNv8DjPVTOWvbR5NPmPw/l+SzqYTlm9gpDtOmXYmu2O5lT+WeCbEw4TbUpp7Fpsw7cqY3+plJ+eeceSOvExCTaBC9jmmx2j2OTYnhjbENpOVeyGafdZtNP0c9NrpiMJsSDCTzZI34kmTNkykeOd4N3h3ejmJJZhKMslAOqgHLeIHLeLTEm+T+CQXPd289m7//5eDLmArGBCbTspCk8UH7OZT5qEJI2EmKrNy0YgZ0P0Z/wz/Z0ZiGpi79HOb+4BQA1IVSNlKsLsjbmRTwypqsNlqI+4wMGEIh8U+TqaSq1XSZaSdUkM7a6G2Uct4ubrq6kisLhxkmco6paFPfZ3N4XAqpAw+T8hPB+2RrznSqqLub9tD2AVr6T1klXXerJSmeSTMI81NKp3sC2Y9dKGdp7SOPUj7KTEL+cQGbBrZn8+emjsDzVp0wz2L5t9tbHr85hsehNqLF1x8Wr+HRuYHTd5+/fkX74CLFsnyxHHQevl+mLHn/gPGjac1Nn7zKpwOA974+rSPI7tXPP308l3w9FFwPfZ019N/3d6EcdTY/Tm3nBvMZJgcs0O/MFUOLUnoVwbVZXCnG9yaWo9Vk+pWkarWfheFw1F4M/phFP08uj2K7orCtCi8l4JNqRdTu1PsHcTTgFQfLspVxOPBqoqMC1tH7ONXQEXfYNJerWluL0nOqi6xT5RUFAu0SeMFBiFOcBRwWUTlHoLK3dj0YS9PJQg1HT3rPxOzbWYHQaqISrPRp7QlwCo+9fvE5pYUKcvzBZu55dPvnDhm4mXGP+6eN+PaTyadc0GofmoqmBl876h7lty8YvR5/Y3OUSPPGu6pq6h4fs2hj9buqHg/cNc5Vy6Ycu+idb95588vr7+Ji3/30Ud3j2s1ZfICYwLZ78yksUzGt6bgRQBBAJfkB4+8XBcVJq2S7FiQTRPRcYcayVddszsb05V1OlJtcd0fapwRh7hWF2Jb7ePsM+ysnSPJsXrGBYxLdWmuua6NLl5yuXzpI0z8yLgYMDGwsbGq8oxP9+mivdFc/li4Ju6gLcvzOvYX+k134/Cla7c5+AR7cLvNQhQr32nNHAPE9052lXSbBYtF515++lXG+mJG03j9xacLZeYNxfpzYwS0G9foc0YVspgfvYWZkZacb7ZK0aGF1p5PILtKmArms+0M031YHxQqa1wcvDuIFrnvcqPrBOAAy/hn8DWw28rfKEdbyyGjjdDQ2sRTCbQ1BvJyUXk2CkoURDZKuoCe00NiBb3SjZQ1MhWrKzZWsBV0laGMVAfB7ZwCdk8zUau7xrt48rIev2x37XMJIsbzhorNFTvJrzIbopujO6NsNBlJlSWf9UG9D3xkgAlWfG37O9pKEJy3MEwQTHw0c+5usbKbqTkJw8WyeG+xWJ5rHWn8NVpA75E7lty6/Du47iKzav5JHFMbv2u5ZriJ1+Yq7rE1X3c9sN74lVlB/ybGaZ3RTvaLMw5mkt7Eo5QogS1lxz4l9itw/CUJKVZndU+4kVVsrTZkw0EGdkbHYx90n8SLkuSUzbi2a1fb2wVu2jWDZE9JcGVeUZMVEhXEmeS2G2MXHXvGGMvdw73a2Uhq1bhXj5t7Z4zDdO+Mgxn7ayA34FvsdOfFc6KdF4guYDX8U9tg+wuQzmFThF/pioYPMpOObeMLJ8Gmtquj7eMO7Jt1tNIyqpLns/uNZ+ZgV+wZ9hV2SNdGUgCGHVT6fGzXucvoruFJek7DD8COnowfib17sAmCxnM+nqvngedkBjQO/x3HsTLPCIgl1/Pt7e00r5eHXBcpHW1bVqjFNxsOSb8hLU7zBoLNLV7uMmMStlHToPGNjOIrf4vf0flM18NoFnuuMensASOGw9PkTB7jSo7MlZGYsXo1qRuTREFKm2cSBSFNz8RzEgNpTuRICTqWADtLbrPMA1mH+bGz2IC7wLgcn2MmadQ1p3QaV8IaLt2loH8xvfDiYa7RB2kKkIHXikeRPRrD+cgMZoeoyLLmEH0O0VbvAIcInAc7WJrIiSlQZLtd8DgYGQmlWCJFBbmuA7vznv4YVbuXld6fSdZrZgY9qLU/qClZgrrXwGYsx8e+F3jj9z0o7FpxgODwALq+iMQeHLqY6Xqd5gSnyym7LBw6ZTntsPscdpvD7sJnhrRod9pd+LiCwNG9pkCzbF3tewr4xK/xsdUDu0+BUzrZsoke1cQs9Ddex8d8HX8twfBLH3zwUgHDZPZ9Oz+exkE36WM4XmYlJy+7bHaXTXCIgoOVHLzMa4LDJwgOGyuxmsvmc7lsJGKS7YLkFDmNhAqik8O/7JBsSHGlkEDa5AkbkFtNevQgubPM5/MHdpNi9o5l1iAl+sVqE8EyYiMnN//P8+OPXWmQKQyPwjfGaTAV0qDBeUY/OPcxmmL/weBRF3rZyMJ7Xf0MjsAi4xhqJo2hHtVHBjEOesARHNj5JOAQGNIWDJgqvENwpGXeJ/MeGSyA7Hb8yYRGUEiw9QIByH4yQBY8WNYwFBAqwkUAMvemkZEEb221DWrkGvEnpqZmCt2+gUF1UDijpG09z808dN37HxpbYalxH5z3m91wprH2n4/QKG2UsRVVINb4CCoNm/F84S60XVhPabZQPwtc9hQGi0/JAnJoxDKgoy5woVS9oiszlZuV1QqvuItpqnqsPVkcyOtkIXO9jWXwJ50gxcbTXVrBQY18jnTpv2NVD+8yp7AcwFaDsiJWajlKLSoVfivCFNYf++Gfxlr2uLEWDYYqeguCVevxzkYSFZj6lT+H0mbFFnxkGsLabWSF3ouY2x1pFx21fpqiwBkzFFiqrFI2KzsVjlHmKhtxrOAmeQfESHOlo+T4ab3eNtOGGNtcMrfCbh1+a/3wRoYHkc9NbzsZBHJx1nHgPwHBn3Oo81fGt2yN8S2sgTC9scb6+VDXRnN9GcH9EiwvSzDug8y07Yyn+7iueQKNsxWYLYKX1QIoFVwVgJ0BCIQdGsmWIIkkEdSQ153iBIH12REEUkRld2BuctOQDGjF2Dtt8w6QkI34iTU0gMduYhhbD+JlW4Os8/ySY8+8uAm7I1Wca9jghb+5ykI1GjsB3oYjxk/Xhi+uy05ACynO52N5WIVxHmEWbF2G7Sr+n8yuf04QnKQ44UXWHnQKQBGfiOCQIR3WlTAE2TCZ+x4eGFPSss7I+C/kbYXteVGSYSPdU9TQflZ8jaOpAx1U8XeYsTR2KCwgaFvPIKydfMHCZqw8t+rQk09MWnDxNdVpiDk8s0eT7VhmhcBTtfXNM89bZRjjKltay+E1iniMd4bhWYz3CDNVD/kFnyg6Q4ymAUDMqTF2zV6PHSWar4n6fHIo4E1JPJKwxZIgLCOg2t8anJVXzenABbx3EDq0H6Dz9NyCQlb0VhYRH8TWuxmfmWeN96dNkl80/BT3VUNfnH8WVKGxVT7W+BM+A7xSQH/UBg8aV7v7oYWlO8bizJV6nxAfZARSLMgKghpl0hrUY61cpqmgpsmE3tVO1tmaCIXCMSUaoPXtLknkkCTgD1AEIEVxVvO8CQWtiaNwtFFAiANShET0VzRVCEXklwDDacaX4xqvkG/cn9UI/psiZVcMHAFheMpv//iP6JqLxt5F8a+pIqjG34QIvEbr6eisC1Kb3Kw7CfLJ6f2KQ5MJ4p0+u5RS3G6HC4GD3KS1egrsTVNT5vrjRqvGyAqeNTdfbrzPuoYTZiZZoBc3IQTTH/Vd1CdLa9lIOqGhu5u539xl4BHk02jMbO/+UliO45hKpoZ5TL+ipRrS1dCvCrJVcGYZnJ+AzgRIXjjuhWmkEORSB2T4Fh6N5IGtyXiWxjfHj8S741w83IodZFvGnsrsYw7i962Lp1J2m+dZBOPQHIQ1zLM2JCLseIrZuiQr1rlsdDAOZSUShuCQmYD48byOdzpybQf2tzWQHIs1dWheYVS9NfmYJ4X0OE7JVLobzeacQN5jjjgAghaNFZY7OjXPxBkb/zUKUn1/tv5TY9vWZVFjQ+UuNRUfVgHu+9/+8gFwG6/7z5q61vhzHn1ed+6mS+b/a8i782Z/8uR3AMmF16SHDB4a9sK8Z85feND45ImLrjduZSycHeajZD4yk4WQPtEZCmuNixJ3JRD9NFybpOFP12l3aiz5hG6Ir4jTT1/FWWcchyzrYuBQo+oPKis75biMXJwvG81mSd+lki3L5rJsNLsN3avLCuwFlGVdAHY63EAvE2kaLhRrFM3ZgPbG1eJGEY0XZ4pIJFZA7293QDbpolPDxkeBIV9tSjQXbY2Oi3K+KBOEDBv06B4y89ojJqVk8gjTjaGqIcjf35ErdnnuN+u7G8Z0vUbDyHk1ZphDM2Ck4GK6OcKapv3N6hl6V2BNny/QCiVJA7jZBG7Rik5RBqt7PMhHu3S2X+uVy2ohdLWx8YPVP1k34cyyX3mToSHBJbf9Ab4zvmL79rtkVv8mgFfnjhy/Nme8dvMd754+6NIpC9JTEmcE3HtuusOov2zo6NFDL6P0Mf6X8nSG6cPM1geEqquqkSCDJPJBHrlU1Y/51F6VYer7sBnNH4mFy4IQjIS1Pphj/Swr1tZVYg5VXG6S7tlDuTS36+2Grl1vNRDv60DDRw1kulOHOahuD2bT6SdyJ9EZGD5W+y8Z9Mand/ywblWMMmhlfHgvBp2yrpRB9889x/3d9/Etm4CFcsqkQ8K+E5mU4oDyaAVTy8zTs5IGNgXssuxuxfFHUpJaK6EyyfSphWSCcYPkDkWC/lAwUYv57kVJdAPwZMTllnLKVM857E7HKXBBUDG9zURGG8ZGm4WOth7i8yYi/m/6D76K0H+m8dWOtVf/5NbxFxIGCJ/RwwAtsy45jTDAvBGEAf5Z+UNX8MI736kfsIgywelB99s33W7UXz5k9Ohhs829I/A81XNROl8oyDBipVjnSaNvzL0iaBxMNXv/Rw8fStr2R5X2/ps74eneEr+18/kOa28J0z8fCuOfb+61h+RhYwKv8bswtj/Vh/ysdmst2paGkXGoioF5Cd5PgTcQ/DcJbJFTsh7zGtznN6/BRyWRqPukoVm4OAtc9usssrNXZKEsC0oWHHzWm0zqDrVxRnJDEu1MHkmiZNKZIZe1TJ+gV/OJmkAyRe0+1kfuveuwodtHJj+QRDcZRWROC6VJ2hm0pQOL+duthUvv1uk0821mNeadnPW2WnVOWfdDWnm0a+4zHi7JgU+d/uQHpyr9Se2/eSXUGE/+fL+VDn92x5xrTln40xS/ZZVVk/0YV8dUM3/Tfb54Zbwxzt6AYJkCy6KwDCOGsC6nZDzmtTYtR2MxUuk6pgma4BcUG1bHNt1nz4Q8/saM5lAalUxZJpcZl+GCfMbLYLSGGpUkzMFI7U6ySrIsmUuyyaTXmWRqg960z5bWzWptn8+61yZfdR+518YIR/U+sBpkW2t67rT3UXdvDKXBx4X1TRYNTC37Nm3pGGPe8b3WWmiWYk7IoZ8C9z33e9xjd678+o25946CUObVr/uPuP8PvQuKyC2fR/vsurkLj/5ko5lZP+Oe8y4/qaaoud6/7BaMbw377E9gvyXEXKWfts8BuxzA2DH7ISEVQKEUJ6kp3SmxpGOTDc3AZv8TdARxaCmswv7NRvwGnEbGEWInZ2tE1Hw+pSusftGQ61C/JnHRgbY9pOXSNDHEN8iZZqWtLUW7ApNus4GuPNMUDDQ3kftk/olXjy1eaYzgvROGr2lcccb0VuDYY2Y6qmvlP/ruGD7Q/jlAv7ZOdhi5HiQ7yHH8FMZ+ZIiZS3eQb7UpjWkJyMraBVsCAikC28KZm8jrHI5R7BT2MpZlQxsQoM3YST5KoEiHBkbEdM4Pfv8qJzBkG8QuDAk+Kl1S/nURGLqExIJkXk0BDNUEooEoyEayh4sPbzt0/S3GLcvy84Zc7R3jHSGzvzxEk1pnGBXGgUFBz15+hrIczbJ8+IewrqmmsdNyfeZa+SkZSdh/dGlLGdjMwCfMEaz/w1jm3T5V2+kG3T3efdDNuv9L3SO6ldRmsnrd45YCHmQ5oNjDf9tSBGD2lO0jU5XmzSeR1rzeGiHccwHIV9MLsLFY+OUBoy6G8T3XtzDdWL+D3HxVV5Kbr8t6bisL/RZj6I61pdsZByGK4qb7AI+SZlZvyGfJrteuhtKkLBQLXBmzF0M+MFpsoPAXGijMVh8vkCaK1oj6BZG2Xo0UXxT/gmmlomfeSBO5S6klAtdiLk4zP7gx8xZ898rc2/IQzq5dWl/eczU81Ti+9NYBw5/MzZ2mr4CLi5ed5n35HppzWKCPNkVFOVFUGEXmNRy9r1JgpwL1OHBHitshahskIKFwO47chdRmBzgcNgkpWO4kpw2ZN7A5M3dqkeijNkog0kxPZQsDY/Fg4YPfQySohyhUeE51p/4hzTms2c4IpC7yWfJw/FQB0QvHFk6y29gwm2VZB6uQLecKgJuMLwywGBgureh0B5qi7FRQFasMdPes7KCUkeCoBFKr2osyn80o1PcSEMg8h0JPMeklzlkkOhkm7kMsTrf1EIOK0on39CT/wFJdNmU74+8+rpeR/IMHZtsBUhw2WtjA7CR1PK6S8kc1HPClBEmCoBOxfApOkX7YTxBPagfa2mqSJHDPk9C9knBNTwKCZ585tujFTR8SrBcTEEY7aobJE/YZpfkHc782xr9G8w/zty6zgw3/TzaXPidJCk38gD2sCCzNP8S5MI/FQWEgyFKZYAbG3GmXzrjwX7is9IPrhPTDFyXph5OyDyYQTafKP3Dak4fmnJR+wDbmh9dOSD6YMn2f0S78BuNchX4vuEKKu1Emu1pt+IUrFGq2vsMvRPJvQuHfxJC/2fyuH34RdS12obirznWV65cuLiCDRy6XL5R/KnNOMS7WiSwSPEK5wEqcFPI2N/Lkk5P88mz8wuesdF7sxFEXSCwZensEf+HL+CM8a+OdEs+KLhmpKU5HnCDayXwmMpfTMmjqHLQUYSHtRghzdxkgFcyiDV4j3QvIzaoeSbPr9mIxlf2oHYn2XLFInebRiG0omS4Q7I/tXXt7ey6Cf4BOBqKNCDSQqilME6Bdu+Z/KatBntp8G9azwm+wAN9gHDAOGR8bHfAS2EGE35g28NYfbiJ/+B2dIfawZf8ewfbvX5iXVLhMP6eaB5sUlpD5KSJVS0iWwPGoEwf3TkBOjxNlXaC4oL8MaRkYGWziOvHnWO2KYfxlu/iB+JUoKIqI7Se4Od7pcm5j1+symYXqxJ8lp0z/QhElnyhKFooFal1dFprtriqHi9D+fb0Wv5BcIRciqxVRD/rRKtiA1SIpR9b4elpDxGHG/4UeY1RVrVc3qliNq4JN9RCibpA2S5yDlfAPbDHJ8VyuqZF+TaboV90hyo3P2tvt+0iuC3x35CiuKZEwwlUyrqCN2nDSQUTuoKlP1otMdIcBt8ScqkpeWM7KdCtZwZBiLet7i2gVLLm9IkTj/4U11GSj6+i3R+F8kDDNplElhV7qGkb+cOmuGPqs8+Ve+0sH0ziG7AnaKQ70pGUvnUnmhNVwGYlLEON2CKKOwNVrhtmo7sNcH7rvNG/+PN3d6KI9I8/3z3Ocbv6c+b6DCu8rL4Hb4HJr369LIW/MopJ3bmJOfm95CXO0uCO4uQW/Nf6d5tJtqjisehrHYY9SeJZSeCZ3HxZepvtaV9HvSd/+UXqOoAXfbHwOGnd5ZLKgFZRe8J2wpxjD9xE+g+NFxFTEHQ7dXJdrzn7jl5D3ZW614HsCv29S97JIq6iv0CtYpiIdCJAjV/aMpzXhHI2f0Zc8A86y4CQ4LH8Rg1mul6Nt3Ud0W3mFx0N+ubx0MG0x7hxUjDuXoMkmXrGZHzmKBJ4IjeyN15NizyVwK1PYUtvUTIJPhJp645Wp7f6SW0Ofc8z6Ha74nOoaliW/U30C/ULdh9lf0OcELLhw1MzEfo1gW/cx3VZdoyjWr5UuxAX6rHW0XmunPmF4DFujcADJPgSzAFjFnXPvdbNOIaons43RqJ/WKIwnDiV3JAIy+T8W+SjSGeFszgi4I4FUCDE28LA2R53O2aLbuvfp1bX5xgVR6BeFVLQpiqYFrggsDrCBqN8vRZQMbf/RgrbMDNoj37GbTtreRXsM5pNIquc2vrWjP81izaMx1p7+uRoy73h6G8xos5I2vXw7Gk41AbnLIJsDuHUv/OTLT+9YNRSUkR9eP3zMRWdfMwTSXWdxGeN/fjlzIjz/j8Wzxk96bcqfWgbOX3R60wFoOf6F8UDojutMnivHPix2fjwC3E6/X4fpmhGOYxp9S/H9Oqws8LbdSXeb2nvxtrk7dWVxd+rr4CrkIHp+vmR3Kn1/ygPfWjywssgDThf5BYScJ/DAiftZl9BnJHRVkqSm3r9XZIIaS56+pHKatH7vraK+KNNEqi/KTngWndtOZfV063dCRX0RTzDiyTvFS2fhh5gkM0HPRzRSQu2PgRjDgQCEPRBWM0xFJNQzyV5NrY5AJJLw1clsoo4rZJpNv5gOZi/mlk8eZ1+YackXtuzxnz37kvESGWK/5SWYDOfs3Gq8Hpw5+1e/vXK8n412fm5Orp+E/mK88LY5ub7trf3vvvXB5osvv2XGo8fJ0PppDJ3vWphbb8IyWFfCapKcPCmNV2eqiJjFF4+aJydhqFNM4C+/Zh095yezbK3jg4/BnEs2x58wM754cO5h460jDy1dtoLMif9fyJM58cNmkTnx8L3Bq/qwyy4b1ooCR41XTx/e9eJ9S29bYbz58KU6GQ7/zBV0LjymGcU/oTP7Wm86cyyTSsuyznIo9WN0Znf3pjP+nfKsxFi/00t/nYefM4U+R7Z+Ry/yrpZ00KHf2gnP6YefE6bPqbX018ai/vpUt8UTdjv5td4sRbRr9z+574kcYr4z5UovyKHbB1hVgruXHJo7iVcWdxK/Tm1MTFeA8QWxeKChotQI4LOeY+5oLzyHwoQsmKqKMPn8plz5ToDJfNafi89awvwFP6tMd5M56KHiwxAKljzNsnHm804vPu8t5ih+XvMWBG7i9bhDscbx7pluRD7d7F7t5rZ1/0O3uUNArYO7ZCp7TVMP3O8Vz/IW8z/4QTn8fiTH9YLD03jQh1H9ue7yRfF7FE5Wgod5xbPRe0eKC8HCxewiLvwxhtI3dAIu6J0fpW+6YNOKdhDjghI32Iu4wDxhtNO5HDbmLN3HQ0pCKKWLkrUx1m6O4/e6/Y3MRQ4hhY1/od6aJEbtpAD9QCEgKmSiehU/kdkci449Q8ZydDYQL7swf8Q4TGdy2Ji6LYyDhmUsSoutdlJjvUWiNVBbRDtP65lomTl+Tq+yJjKC4+pDT5D5G2ZJE5fGOHgU+w8tFG92y3+4G+Mt9muOpTY6Ws6EiDhFS1Fn+VHCOIq7agt3X1DZIL/3e90W1jC/498Ln2jb3Zjmd9Bd52c+z5S5FD+pmbNLPIe0aCQURaRzy8OHQgKkYkhIBSXFvdwlK7TR2lJTtCpoT3vXnvaPut5uUHcXx5vk3aa5NUc2DyL32sVxJ2cbv5qUP+OhUUPLm8vGBOxvPvCANfnEuM7Y97uxF3vXucZWXN5sTUEBJmpMoPiOM6PpOQN0FriIz5kunPN5ekzaxxkThKC99KR7TnXS9uJUlLz/lCclJPrii/NLzvnKVVcRgm19yXjz3Z5Twh9fgofNmJcxJvATMD7DzHJ9XNALwYAS9vrCXtXv9siq3+WRA4pfCSia6vepqj8QCAuiKIfC3rDT45U9skZ/OhyOejz4X70epKhSWBZtKwXOBKUhT6rE9mFA8mS1Eq2hUV103g9t4SG1yMtK64Pa+B7YsMNTUisU4CdMn3TrpXP71oUvO9t47xQ1Q0uuW3v7mOGJj2zDa26CN0srh7peep4xa4cm0H2gYeZe/ZwfgVfxq/50QPEFlF7gyrKXrHuVfR78k6Q4uwCzoKj2/wSz1Si67ESofxzokqqhADd1yjk3n0OBnvj6CdVDxh333zl2FIE3tRiSvWqIbn/dpC/Wa+dg+rqZe/RWl5N1Ohg7J/OcjJysDWTWyWqc7OM42el0M3ZGIskb0Bi7j8HaRmUYr83GCQL+Z5tEx9DJbp5n7TbEcsCQy/997TS/ROb2FOEl1eUWTVWyI5OszrRIvGyXgv+CVAjYyF4Us4YtSUra+HOMR6w6sK3GUfAa1xbpegMoJGmDyfnYDnQhpedjOwgtsf4ldWBuZoU+pgQ2Chorc3LayfpIj1QPZOkCZLTDohS4wyZgAgHM/uOAtZ0MGQVMLQLmoIDlTfJhYeVmGj+jVV/Djc7/xcQxSfeXf39Nir6oJFKKzXqJ3otOx/RKYXq5mAgzWR8wm4fLfDf4VvjY64JwWfCG4Iogq6ZWkfQmOFEkBZKsFFKBMX/mZnE1nfxXJoKIXcl5NAVOcsbWzD/CaTj+z0J5sciXrNFzJ2ltOvHL+FTX6E2TF04Y/di9h+EeqDLeN/68csQVYwf1uyuemXvZQwevnY3O/GEg3J6ovaH1EsVFdPm52M+5gMbMzSYM3YfFN+g8pipmmX7+QttyG7nfXlG+rhytqFxXiQJ1yHaQ1kfnohuiSInujKJoIrXBBS6XpKJMSpI4T0LRGM8+D5I8HntEK2NW4XeursjcbF9tR6QMCJWRZjQTSGuLehemWBFWcmc1r1jsDGpSo3P6yY03hdptrShpwghoShaK8zXxDSNtHFs2Zsj1n3d1PHbPVwQJibpFi+oSEO5sosi45oy1oKF81wtPjYz0gef+ugCjpHP0qqGzZg1bCdcY198Vr7thaXWI4gLjRuQwLiqYvsy725n67sP6UFlpXMbB9Y5lDrTIeZcThdxw2AOLvHd50Q1VK6rQDbUralFVPeTKx5XPKN9Z/kn5kfLuclEp31C+t5wV2fIgkyL5KAd+o3MCFwVQKpCmZsQnTrNfYUf2+ngf8n0fQXbYw5WBdI7sHWfCGvl0NIzEMHbs0zkGDmKuyVcnj6pgzkw3+cWqzrew2d61K59vo7uOSNxKe2rIdVGhhbIGCtde6YyQLC82PPQgeBAkebV0KYzIJXNL5z385Pxz+yw0vt2/+IrZ1/91y60QLqJ56N9uaM3nhi66YXBflN9x+U9GDx3RNOb3z60/+PcHfr4GqRTXlw5d+cj9MPnSc299evTVV0+muxoxrlvojvZP9Za13FMceii6KYqWJyCgwUPaJg0FgrOC6GgNlNVAa83mGlRWs7cGsTW0OUnkE3abzRocYzMHx9jtIUSnubjYQMDvp6lTl9ro93vrQizFeQ7ZZpDdo4o/ERMy5bGMokCZMkNZpbDPKqAotf7qNNPHX5gJU0eT8B+bXUhYNN/pwF4HeU1jqB8dAUO6Isj0w/kY9fPA2nOWpN0lPzLihY44LDK42IKZ+s/XTT7ldJfbx54dqrmVYp4w9QNXf7LxxKEutnHnLL+mcTrlb9NvGNJ9WBiLY8VaiG9nEt1H9WCkrPHFFHxZAZdEr40iliFTIl1ChIx1qZccjdsisC7w88D2ABviqrh+3DaOy9WMq5lRs7Pmk5ojNd01olKzAZMD83eNRmYljiL9I2pca9Tsig0GrbJtsG22sa22vbZPbEds3BzbUhuy2UKo3QsHyY6+Mm+O7OQDycsoqoLGKzOVowqrhERKp77IocXsdp8sJCtjSVWG1TIslVfJO+VP5CMyL8tMK93wx3rn+MBHaIaplGvb09ZDKFpSTgeFts3bPf2EQS0kA2vJRs+4FvLCIlPPEsheY1kEkX61xEQYi8n06cIzn6vfXTKR5cmrbmnJtrWdMfq1HhpNXThv652DhlmDWIZOeOS8ATV11X0nP4FJ9Ii5t7Sdd2FZKGc+1GuXC0AlgY/6MWXuToAaHB+cGWTvjsAVZfB1Gfy/CIBeFABIppBEB947bTZ/QskoMfCxMVZLolS5Xk66Ocox+Mn6JJusLIpABRWBj9r2FK4dzOk4edpJSi+s/qMcYPxizAPFLq08NXNipxxz5PbnedexZ2aNveGUQ43MGS4br2ysOpHfzzI62y0+Nw5zEcznlczfdMekJKC4J458XIywtQezdU1sQAyR5dG5EKvylHEn9DCuTbfpfRobCf8WGbfVRlh3J/1WsNkiqN0PB/2g+Mv8OT+r+EHyM27VjIKPull3RKT7qMuRHbSE3e5q9e/07/WzfjKUDwVcSTIOCSW4dAUJ4V6oJM1tafUjUmTc8U5bgYUx4+ZO5lxSIIdpQLjXTDuajFuK1x+ZJhSHPBc59GT/+pGnGh9kVvjmhlYkTjEvqL2F4FXDuprUalQx8/WaTRXwdHJHEglu+NYNzSqsEOFgBpQM5DIbMkjJ7MwgKSPjiK6cjigRHIGUV7JriUQ0nd5L+nXQ3VurnVo0GujKmiUbx9qs7R9mgcN0U3eCabQsk4UFk9b/nli2UaI3n6CWyvjjnHNOqOIIZW+3pJHap2eWYo9g1Yk1HZ1j1w68FBsqqjSBCWOYc9hfrWaWb2fU7n16ihR3qPC6HZazkMuOy87I7sx+kj2S7c6KSnZDdm+WFbOkM2FLQqgk+3IEJozhr/I65HSrNkPboO3UPtGOaIKmxauIQWdqlbQSh3j8SAACu2rUL8yKD9M/ok2w71jYMN2iUuOdbjqh9kNo6mXDxRzFxUNzb+pbW1IL4gT2lwXDbSFj0NDbrt0Lnp7aEH49mtV10DLa1rxVjIs9dNf9Ir1yUwSeDoGc2ukGt9vlVdDBBCgJyCU2JBBtH5YStEo6KzhckseuMX5o9+/zH8VS4HfF0wp+v6TbqW0ga9/qXe0u1mWNFW4za5foTlmLCYrX8lDKB+6mnvv5EvLvKZK/pwThFJQfW6hHKCU4MMuxjTxK+6LXbmdkIsNHLQCFXGJcYgaGzJxlJioY0r0JVjTBrMJg2j2ONNYFDhNCq4BEYXYyqIplBiZVZ9qlu4r1CS4gvSCtWq/6hC+K9Qkd5piMHjT0IKGIgUFwEgaIRTpqYuCvC0f3FCycQO5fXv3TcKF4oevAvUMvMakMzIXdX/IvYxsUY17Rp0ziruPu5F7kdnP8udIC6XbpeWmXxC9Qb1fRAt/tPpQNwVchCIfArkZUxPv8vm98rE2URkjIZQMI4mAhwkZTeixmQzLpTVXkOTISWXkbVOkZV52NJVGFnHEwsZgnohGMhRONTMKTIYX41swourqo0D+IDY66n2qILooqOmsvF6F3rKS0gFYMA6kWLrpbbpVJkq7IZIk325Rs4l/uus3YtPu3cDeMQZ7pxodDjO/2X33RlMvf23bBaOOXrKfz3XffhslwHo71JrR8de/Sjz6/c8NVkxZ8a8oCyUdfim1MHMexmTcjH0b+FmEPB48H0Ve+73xouwCXC08LaDZaiJajN9D76DAS6Gq5GBODcbEZpH0+rJB7cLKGhmwi4CUXWWW8xSFSflI5Rzzuj7qSzihmRn9SopvEzXEIFHxiE6igFMr4CvcOxHNhaB8o3dhigVzRxF166bXGUePf998FTZ1wxQ3G39Sagefd9IA+9JZX/S+js4y9q3/6yP2dx8kE9H65VMPTa9ZNmrbuEOkD7T7MP013Ts/UE9t88IUI60T4GwdHo1AWhdbo5igqi+7F8SCdAJAQHKqccqIwyaQp9QpSHBpDesBF9agMco4srO3a1YbBsRpBe/R8by1Pu396JJt/ukexj+XuMcaeINVPL4UydP/x413D1g6wBBoYPz57iub0LtTjWGnnYgT7O2OfxI7EumOiEtsQ2xtjxZiHqmxFoDN07YIjli7DOrnMvQ22b/GknaSl1IbpNce114WopuqiKpqSor2gnE/QzKXnJwFVqqiM60ibqfHMyTr4+j3gPXTI+F0vvTun+0vuPSyTNUy3XpdCTQg9iWCWALMcYCexqMQHU8GmIMsy6fo0Uhm7akdpwV6WKLMcwzLiGJ6FtXNZohUrsVV0MiNRY5KSWIq/OZLgpERC5Riv6tWwO+2vU1mlBmrIZmc/jthlJgEuNpEIezVPjWZO0NR9Nhkrt1YGBVmmLpyRKzNW9ZUSK288aJaVIYXephZmzmBLRjfMWt/tt3Scp7/ZU07+mB3D8+aX+I6A3XJzcNY8sNDbpKZK251NwR4A/pK1nC3ce2esvPHLI2u2QOXRX67aA8+3GQcbd8wYPGzSmQvLh1x/1gXnjbpy4U0pOHvvOaOmz/0rOC6++U/tl040Hh6yLZc/f/6AhgNVjVfOaqqdvoDQYFz3YfZTLO81UKmH05XNlcMr2XSmOTM8w86pXlqNlGoIcTLxMNdgD/NnHNi4MJflWEmSQVLBI5UpGgzaoG3G5p8t08bhF8QL6NaEcdpSbZXGapoL7aPVhCQoavWy5Ms4TAw1SCaJsHODNwdR0CWqZESZWqPV7Ks5WMOLNblsK/Y5iAPCZ5FDspeVRRjvzd7VXlb2Kh4IsZ4ai2AVktw4l7mZWc0cZTimLpLcZz9oR/ZUkvQ9oYPCUaJsMeaxB6ruNmm0hzT/F6ZfMq0/PvOSlnUVfFHirSErrVBILQSCYkEfkZRVCaVa2E8nGrc/feP6v798y9VPrJuzuPKf8crqUYPPbU5XjKgfVX9a/4YhqwaD23jv9LPX/06ftuaRc0acceY9+VGJijMHVY112LcmKoYOqKpYT2VFMybwgHVVkmnQI4Lo1JIVYVUrU1IaCsdWhgK2kpSveb8AuY631f1dbzf0rU+VZuibelUHN2CWIjoIGoceGEsSu5P9Yo97yXHT+nNs2cFLlyWO2s4M38Ct7nEr+0/jrPrTsDGBuwfrIo1p1h34bGmmPKimE7Tc0VUmBCMrA6RT+j+fL1l6vhNdP+4eRx/jO5p4nhiwneDxlT3T72/4eK2R21i1t59HfftvpQpafzFfHxYPJ2IoEk5EA8EQEw1AiImhADZZWjTgiwai0XAoEU5oTMjHhBjEoHBY4zSXLxxCKRx0puy2RCxKEs0NDfT6Jp+H3Nsd7nyO9GXRzKu7JwdLU+m0gEk1cZ3OkE1rFLzCHQLaB98YHxq3eDzDhz8QmT4sPfIMRWN7bhC+MbPQqAte61pp/O/llw8cwPOfy3LkAu506ybBRVLRpj//T4HMEogxN+unRYOxCAoFY2GfP8CEfRBgIsgXQZF02OcL+8LhWIAJpIMxXzAYI3CqZNxwgk3bPTRsCwZ82NKRSdJ2yREJx0gKmoBMKZfHdHuLAN1Goabp5xOhBraHgglEyx+jFGQHoFth6R7jlWWNc4deJWkVmjRCZu3m/QGsILlpVAFlBSIiBDNQl3mH0PVHkqIu7isRFtC9LRXMLL2/k/Ti230O/EccKiJRkjSb3Wez2e2ZWMxhs6W8AY2xB1JOj0d2+CRdBNGfskmAzD3KbfizWZSa62gg1wU4VLPmRfZMr867kxiUYAu9IXCxNcS2NQxGTY19uIoH4cEB9yxfmHkWVna9j4YbtxhXpceNGVW2+Pzq80c3xPoMGDwwxO/w5qcM+6zr2s4/ogvdASff9R73qjHTnj33zIbhfSIya+3rEM7DujjG1DJz9IxbVdOKy6e4FMXpkOW00+VzOl2ppMvldPaJQyQdi7pc2SQd+e0OOBTVniWvHQiLoIzDs9YGSq/WPPns7t9K4CMAFuGz2JUC6E36zZA6ASaUrAssk+9OQsFZsXZe3A1C46TJl22/JVip/AIajItgq/HH36rV0du2nTdqxDjsmwdGDL/0wtNPHzL0wkuHDuXS6yf0bbgv0l/7hxHqehVs2RGJByrKJ3V9xW5/btLEseO3PDV+wvjxlLYcw4gP0Hx9hlmgDwyEtYzA85q5JV5yiJAJhaI+XzSDP1xZUSzPuCSeSacc2C1PhcNM3J/yoEhKFExBJYlM7Ft3kOE5HjIetCNPN+3mrCsUd750lCqpFUm6yTpANukdDC2kYmQw5GmzNv0DFeUu8PsSMADYZ2NTr7l7v/HYc5ffNGPPi8sOfMT9pusCNLtrLXqpM/7gs3PGj7l+6wp08bl/NF6BxNMrmrUDD9+5d8Rx46VvjXnfcq+q5585ZlqA1Lp0/4Bjs0cx3fPMYOZM5gE9c2ZZbXowJntadftU1e32qrbBkGSYmmTrYPwRGq2qpyVDQ8mIkLJycXArUbQet0she1rG186sPVrL1tb2bSTCHBdUxU523v6ao7UxebM6Jp9/uwFDTnVxCVJU2qd3Ak7oRlWyeKoPypS7kDm5vQ+LUYMwakhBTQL5fUIckj4i7c0ESfgvsN+SauyDyDein78WQs2Hn732uRtH2Mvqqmtjbxrbfz9p+OALh1WeMX/tRPiqzyX9b9xx42DoGpbof27zGVO7rlzRb3S9f9aCheilWPPYvn3HNscBzs49snH4kl9d5kzk08ar0HiHl+074YqBkxYMTzRX1Ex57C+38i5BaZ45snoEmuupaMD4QvmpQ6vSp5/X127VNl4lJPg/ewS5gn4/zbiSu5DWVA6h34uY/+6m90dZ+r0N65p+pC5NHkVtHakb+x3tR96kzwgJkOBB5iHIgtcjKozqlhXG6ZZdgDwijoKAceEP0SO7PaIsujWP6POIdgE4FgTWI3o4zuPxi5oN09rBiIIks5iPJY/bgXhOkoh+wv9TJ6U/WQ9NtBPZ9k7uNNUly3ZhDYVVVI0KryzjiDx7oD+OGslPm5qYRh5iRsQ6y2x+hkwLlm7gPrjrvhvRLVhTNbxAUglw1r3Lbr8XVhrr2Udufnpp5w50/W+MYfyOrmth9qYlDz9s3E9hX8kwODZMY9i36VdVqZNVVIqANPqvcJA+GQcq2SPmF9NkBE0BE6xsYULAmLD/CCbaOsxb0P8WFydgo4Vig2U3XzZ1ArxlbDV+r5O0wuPjZp05HM77Gu26fOakrvXw1FBjPZc2Vj8/8dJx44xuxvLHzpFmYD5oZCbqubqAFhL4Rs2pOeudKOQMOZtTUa064E3V1deHwqkalE5VJm0hSZBSPGs5QfgTlUXT8rxtrlxXO95qoGqI95V6bI2FNaX03KUehekvESEMBvzSjCe2LLwmfbo+JOJ3yoMHL5z5QLPxvjGi4GCc0aZpHJr2zMQP16wZ/9QLpH82MRJ+/kxTv2w2W9W1nHSCFf2MEHEzurZUZWdf2l3088RyTP9+zFTdlxTTtoa+2XQ/G/44zedIJxqIwnm+b04xm6ttyYoKm6NM8EfIX/s8DhsZJUALSswm/VYT8rcszWMBbuoME9Cim9oQKEbLbmtbhN/tc6EeFAmCWnf2GaPPN740bqmuzhP/gg96a8L9nU72V09OvHn27FQ6OmTBlIm3V51V3tftNvKTBpeXGwNI29jWUWcGsLsBwKYqf4lmGZNr+/WbdN4q4+2J91zUktzrjUTGWr1k50jLMc2rmSl6faBCC2thga+2qB52hp21ZREtVpFOBbzeMmyMoskECkV7ER1zsccyR9Tf6KG6O/9/0r3wUaD28lNRuyc5+ON07mla6kXf5cYE4a+YvjVMmx4QfWm7256qjKVr7PijTnWknakMIWVlueIL0DFVPE/bE7CnJXsUwSYTOS0BsLUUyBIYS0nca6bhSVTlXyNUHTO1ZyYmRJ74cWL2NC79KA3JHs/H6eyvDI70NQer8UgTUUoUebtkS2EPhOwHytNRhR93kL4eb7HqzJ1cx61cdOwZMpKS3/HDQNo4squn72sTneVVp9ttaQeb5lFapP40eWs7Ge/1a+KU/Yd3X85uJpO6biPrszpfNid1FWbArMfnXk97sAboGmhsiC4AQ4IQ8Tg1xWlPefx+3o1ciEnxpNXqrXxhFAYlAFaVH5H2L/NZjX2gyFSEmTg/X47hCt+4cMaaZsI+U3917l8gQztjYPrTc84mTEPmYlRl91q8cj+G9w06G2Wg7o6keUizPP6IeV1p1UtG7bzoFz2MwpKlYr/mMWN0vJ0nq8JK+EE94UDYsyqwAnYouCkYF9qEQcOvzhPKL3/5gvXj4mbnR9+fTW0auuLOrn/gI32+YeTc5avM3Tu/KPZ6xnSXN+VS2JTNBqLEUVefNmi3dtT39fZwnVASF7c8ZIoNESGu4ay955jRMI9MSfl+OJGaN9uWk0jYezZ53qNW32WQSW5nvGjBFvxE4oGTh9o5EH7koaXBeMtyk6kJg0dajtJnnhsUkcnFP3yIOXrm6+duIeFt4ELsH3d/b7Q7zH6CCqZRj3pT8WQ4EGMRSlakgn43crDJVCIqSjaeyVHH3wwC6KB8T398EDp1iPJbhTvf7ClcNpi1T6IbVBy8CXOM+2451nnJsRunncZ+A3MwYib1BDdHv195A6rD7sO1hD9IK95v4F9w4yNUn1yL7u56rfMW9Ow3xjBuV9fFxtvs2+Tc3xmHbXfSfGU5M2g74yHZyFi5PxTFRy8vI/wS8KqCzJZTpzUi2v8TAP4SALy9z5/yJpHIP2vsmv9550efXTNyuo2dAgMxkkfBVONBrBj+aHxzW+eDYDzjXgy/fd9AEDIOgzEezoX1VHHcBdcZN3ZNhwMrjGe+QFOMkY/TenQys6wb492PIUhiGQ+UyQm3loqHpEjEIyOfGEghCQcvuYZWeuL+ZFIXnflT3xesw0K60NpIKlnJuBxixMENDXz3sR86jk2HvquhipNiyAVVi364HX344qaqUeVwxPhgO7kepl2PV15zjDQ9PhwclEHX/DAQJk/gBTgNBOPn1jkPc+SeJ4DPWcn01d1JV7nmScTDUjTqdQl+MUiXc9hPPOqeht5nbSk0MJqHTSVpV2NLQ0uTmADu6KHO9z4769+5QBpiggRXQHhO5yiUe3LiqBGfjj7/gBwll64Er0a2afJKw6jrH4TFnS+zr9b6Npe//jlClg/Vzi+mOiSiO4VUGGGZdQHWX4hcEOdNwUkV1GOP1xMkpiFDklZksGKPdzO9TCvtaS96MhCOXNDJDiv0tHM/0J72ctqfuyUo0OsJWabFx7z9lM/2kfAHuyE0A0vzUXMOPWHccu6seUOutqVrQ/0jJV3oLz7Qx7MXsWf9As0q3C++w+/DcKaZFj1WwZZpEW8iUeXQyBS7iFetYIWEHal1Am2+2GV6uMS5JQo8T+Mvvg9k8BE0ht4Rk5ZSHIFhZx4H6zhGJQcUMFmC/LyxV1UPe+t+Y6/xMVT1u3XekIsry89tPm/wzCqkQJUvnJk+sLZiaLLfIKiACeyMzj+8+shYt+qpcP8Qbo5XT6tnmzofn7JxWKjOZ83n5sfzf8b6rZ8eRy5NUcIiz2hkKqOigK/ODimOE+zmskai6OhCDrIobBdJoXaRama/OemM3FUxbn+yydL08Fv2/s6rsamJQy3+iBvvNy2eN29xEzvqX8eNjewMmAJRrBM3TdKff2D8+AfMvM/F+Dz/xudRmSgzWK9wIc1jzitnJSYeypijzxR3CjiO9dc5WDqlkmBxV9cugk+VtD214W8KY9jwkejBwjjGdzdaWdw8/+/vsNN80PjI2A81UI5Rlf6u65O7fvLwHbc/DDONjTATa5oERCGMT/iFsR1G/OKhdU89tYHSeio+4xcWzhKegFZPcmt2X9im1WNqe1J+u9/uCkpcnYs1qwOxKezoORw9m4UjHFA3FY5Htk+yuxpvnDfvxsYerH3/vfE+O+rnPx09+qc/rz2D4uxz42fGdxiFJt99SecsBjHfxUFjNAZkRmbCNpddw3Gt15VyCDbkreMp47WaxKO0M51SWuJtncDcf0hZbzA0cQy2k58a7xrvGIegipASk2/u4ma0qI/xHJb7KExhZxhXHn/5+QfHjln1DD7LPRgvZ2G8xJn+eiLsz3BcmRLXYvaMpoASY0KpqNPpiUpincfCS07temcPQYxZ7USYKdVQ6WmyyBTk0yZy3D4kUh6DPz0E0mMP3/fAQ2C8J8BgrPPDMPSN2+G8H6ZD9vvfwOlPPb7x0V957MPy/cAO1fj03+43Vkz+Hlbg82GE8QHaC1Gl+zAbIQfPCBrPpESBR5jPJRNFPfghK0+tKX5+eANt7yzDiBjL9ul68zi/A4NeIj9+plYPIizvpKY0yGi808l56iS28LaERbFfRLw0KjP0fU8lMT8MP1leujYfP1lcEPNg9+fiCPzsBJNlhuhYeUlS1ouZQM5mA0yNVwvE5RRks361Lsz6pVSRBwrSYvLjLlOS6Xh/Opa3sqmxcgBYROiR6zxvik5D8yAQRxz5/vhxwwD4/vd73+/4BLPrHdiFmArXHulKXHzpxbMvuQTd8d7Br7787LOv2G1P7fpz51YMQA2MMv5gHA8fP/+G6y9ou+E9Ku+Yf/9NeuCxvPfXMaNocn0UolEs7T5L2p0IoilFFoIWAPjArSeLunlKlckCHWhYOGuTm4g6PiD+8w4+QQVoUPVd58sP3373mrUr2D74H74yjkMAbKBgK70GU/XeRx6+f+VjUEVlnfBMA/UJmvUyWaNhoNMZZIHTTL3kdCJMZxG7OEQTWXS2tCOteCh44L0p/QZxwVtXTCkS+spF/eE9I4v5amhSK9J51HLzDNxT+Aw8E9IdnEgmBiM2xVC+olSkuWvMURuxE3cQRy2DzdnDG7u/xJxNdEOrXunW7HYHopMNIexyKNY+NEcKVMGFnJLfsk2trbs6SgCwOKPABj2jTCh2eWyCjO+Mo/iDfCZBab+rbr31KlQDP3QdwfqVLKfXINz5JyIvBv/K6tWY5pd2f8H/lt+H9UQ1c46ecyaSTDggqhktA5lMbTSZCcQ0LVpPCrUxJ6DKOq8tEU4xTtFeJ7AsmTDd0PAOZgICfVtBeWCxIsuI+pN9H82V+YZA0G1GQBxj6jd3Y3ML1rD+IMnuUtbAHA4/uxXGv3z5eyOmfn7FoHvSUA/DjU3Gn/HHk/3rV0LVT5qbn9+0cdunf+H2LbktGjS+qMr53GHj2W4M7wa4CPi5r0+GA3/798Q/zHmhfffm195kLD2YoDyDdQKL/RUu6NQ0GWSZsIoEnETiBjNssHyAXQTJ1E3v7QIMBvYYCVea759i6mHMKVfd2I997QIcNzxWXka0MHxl1GEdfOZK8mwcqHL/Q/2tZj0e9GUc5jBLiKliUEytFshUdiWlmpMrrY0pkNtNX7zT0d+cpZiuSDYlTQThFxrnp66Hn/sf4/3713b9HfmvW3r53cZI2IbfOHnZxYtvhY2LLz8+ZczkEcffeHrOozWJ7fcT2b61+0N+NtZPWaaJmaX3Y0TnSA47b5mMN9ekkbE1LU3OWCbpLCtTw3WVbK62wcuwLKeroOpiw8061oJ2G2lXbd3TFvmof2QP2eeNaW1ZsXc6VJJlaqM57oY2k/TYQxJNR6rcmnsfHAynMihcwHSwyD9w61suqX8hP7tl9nd3bXj34xfnvj0zlz/RykzrfEpvGHVv/yGrTu87CObWteUONF6Sm3jB8w+s/fWg/LS3Lz/J8qwzDh2qzdela3PVvfwGP1Ot+z2a32/3Bm1YLO0u7DMU3QXLUlDt1vEjnsKp/ISuj092E7rWHSd3Tvi5U6ke0LAmSDrjIS7gkVQtHC4PaUHNA55QyiPFgyknw9hTIkmPmMk7ogh2k/NgbWDJlpdgFMsXNl9YtgIeYiAaPS0V+HSNKCMg/93/ap7Vdy5IDwJndDbPr/vr8R8arrrqL5BFN3361qWX8RU2adyULqfzamOWYVwEjz4Ho+7tfG/jp3B661XGGy9bPo1QTuWnQY9jPeuv9yO/34GCsjV7Bis/B3LXiVRhvVPiWpnuTEWPrupxZlD598YhLENUikzk8TuOd63DvtTnpi/TudVEH6XVrVhHXY9pVcW06U3lZRlPKkNS17ZqFMqEnWxGQ/UIR7XOUMjvSjlZVljthHFOcDpjQl2VzV8XK9KyjVQgUK/ZTT3+3Za+wuKW71vPMeb21IKwmS8walNEiRUkz8cl4V1jmwNS6vOPPbbhZw913YWum7/01jm3XW0zPhAh+d0PkFly/tJNRrvxpwigf5c9eMf8q2bOOj596pTxbbNCb+7/0ytXPBUNv7r4E6sGjMF2926K40Y9hl1FP/azbfU2ZPPYPEGfzebyprCMFMaSUpYsuIzUabQQO6jHe6xoSqKkiVissSxUf4eSaF6BK7Fm/YKgGl1q2qeF3X/j+9CYSdfL5TTniGdCoSrOkyETKFBFNMr76zRbWnY4uJSdRzS7ipmwYGM7dhU4E5+nD9Ci7ECQd6dMobZ0fCYVKOh/pgVp2SVnXfnyRWsGojpjZ2JQfNP+NWt/cj9AVjBeMQ5jg/UKMH/g1nk8XZHID8Y7qyTpq3efe3bjL6hcG98Y70ELBL+GoeFC7FSFecTLVOgeu+Zw+EHTEJAwj3UQd2AXlaBT2dCiw9crPFo0f/4i7O5RZ8ny9jofZ0e9cN+ECffh513d/Vu+nPp7w/XKBJZT/OGPZux2DdtOKiReLzjrQmxCZLE/gn8Dx5bufCnKyFHc1h5K7Gy7wR0sct9JLjcX7grvTI1Pb3ht7QO9deE/Xvsb9qaGQe05qvu7vz/6xAmK7x/GVrLXYjzDCE38H7HeGawn3ZqP0ejaCPwR5jXFAZJDAglcXimITN3XYMZKkJtOTlrCbcQsksPhQLgHhekM+57x/qblYLzLsXALXAtzYamxd8F22IOOq3eudktDQ/kIdkBiGJFHO6ewP7t5eYDYJUK3+zAeI9j/OFOvCngylX5slWrliBaOZ4ihrkyGGX8qlKyjBlMJSdV1SiFmwboGRy10WbbleuTzeTN0wWisJLJbOGYxbvEI/kCwBcuzZYzgo/u6jH/+ND9ncKwSzsNGS4NpNIoph+yazdhax34FQ6sSyWfXfXPN8LMfdPsGb5wAAvQx9hmdVjzDnvfEo243+p/LRvxk7MM/Ywq7tsppXHqansRxKam9QlZkSjvYSGzqtxNDE7Sb7El3fJ0yMvX3sCuNTDnmP0WmRZY9MTatoveoWD4s19PvIBmRnkyIFROdKB+WeqExaFFrN98wf/4NzWgelpDHS9X2Cw+MG/dA0b4SO5fTQwFGY1kHhGXNESC2QmQdAmNOSC94XpaN3UVS1H7L83I3FSNgMtHrH9isNq7p8b2wl46g6vhxeKysnDweO+kPjh21/An4Bj//YmwzZLoDZ7F+tlfzabQUWBdWC5wgVKUjGTLcmpQ5muuVQtie1MXXxeGMOLTEIRUHIQ7xIFtXQcoUxzMzmdUM72N8jFphC9apPbmENmJN6FWnSqcPtnXsL5oU6gKZAp0DUttQmdc4ureGqkTONCYak4G7vWvuv/eBK15e8sEeqPw35q5KyXjffsdN1912Lwz594PGm8bfsUZ82ws/3L/isgsGn9dXa3nrZzs+OfyOc84lo0acPv7Mi3fed+gY032c6a0Lc3oUs5tcLyNZpgqRGEqHg2pFVPA6LV3Ui+69AuFTpY1K9WJP0ggVbXWSqSPWGiUzlXyGuDWenKM6E3UEAwXHAQXqVgchmArIsjKOeKBSpi7BKnWSo2itaVaibZcp3/t3qT3WGitMpmCNtd5mO29iGttrrqhKA3m+pmCSjbd6G+9f19VD9XFss41xN1+/aN7NS+az71rmucR4p2e1tP/5T6/8bubkcyeOmzqtzYpHudMxj4tMVg+Z2wRtfAHLTIoXioEoDeLUXW2FEJSkMGiEdgPbx4zHjjMsybcJd9J+7RBTxkzQ62OZVlLoLkv+/4+5NwGPosr6xu+tW0vvXb0vSXpfsnfS3dkgJAVhRxYRkC2IGhFRwSi4C4yK6IiKjgsgDjruqCCEJSCbM8jojMEN1xHHZRSc92XGUcQZoSv/c291QkCced/v/3zP8xHSXV3pqrr3rL9z7nKSVWQmBLh2JIWC1uW6R9lGi7pwyOurQFaZswdBh+kEhoM0ID/I0giYBuRwtPeAtgM+PJunQbkArI3Rg3gNjYWBRMkwC8M8vB54fLa6DtzGB/C7Do/DFbj4seeeeEb94JknnntMmK5T19Kp3+qTtgULbHgaNmMZnyvNOL7HsvPZJ3bZbLueeHanhcmBAWTwNyAHbhShONdtSYaCOBiMEZ+LC0kCKayw2UikwkhcUhziEK3pr/QYwX203baeBE2c1jyhmxxkqWhSlkcSSVcYiSdjR+E3J2aqH771Fq7FDmzHTerv1CNjV9WRX5/44cEH77zr/lVLr7nmmm+5Wz8HJNz95Wf/LA4eI9ffOH/BDddffe21PbmPf0B7jWCxskqYS9IyTMstxGLx5XMf2v49NmhyT/JD27Inrzo63Jv2CPuBqlw0wrmc9gw/H9+kLlE3qVvVW/CNeOSu9z/YufODD3cI70AQvgZ+5uAH8AXw86vjErZ+fwyb1G+PHlO/BXmY2v252MzixzBg3/FKuS0ZsBSEIkIoUBXgAhDXlnoSej3Hkp5+v8lZIFQ49WHREomaAKEdfC/dlW7WkgdUgRpSXT2pRiCvhhwlJ4vNaXQWtvWNzrEmGbiGiQZehm9/6vDRf4HhxaU4q/5CXa7eqS4iPFm8btEdT6gf3H7WbK5CJ997m8yN4Z9aueJxdZZe/RvNQ3yFC7HFn/GqN9mXLF1ymwVz20l1ZWUp6M8CMgk/KWwBWSlVrALmY4YEvlJDvnwnDmwWVqN6A3Qkd5T5xdxXrIBoVAsrAe3iu2/nhk+sa78d+/hHJl5QOL/4iT++1t3dc1+HZFRBQx9B4gY6zFzFxizv4ufgC4QjQF2vYkQcbiZjaUIbIVrhrbWLhVVhHFVwRH1llXBEvQmueRmuuVT4FuwpXKOnNVc4q0PgjCgFLrPrYGtXdZXdE6XTlCnRkhm6TA7INoQs5smVm8higVuwgb/a5Lc6L5lYOdxo8snOy1vj2vjILN7E3S9y0J6E4sVEZt6Gzq0WELUjMzkCIDbfuFaGriG84+7/g7oax3gTPkb7tBbad5/oQT5UpRRC2Mh7DGNt59kW2e6xrbfttr1hk+h+pxbJCffZ26Dd6wCtYQd9rTmJN92eqCYJtD6duCcQjFekBjkMdzqsj86bddV1/NpLkx5/dOK4ikH26FmJ69bMGz3mQtaHQWKaN0i3Q5MjikOQCU3GkSsIJhy/GGAGNB9oBJRqbd+rbSrjCvOGE/X7CCem8aTfsHvcC7bvGbYnfHKL1xoxSFwRXfQm0HHezXq9INGx/OYMHfMACJ3J0BFeNhfOQ4evGULqTZKeRE33YjL0sfNfn3nntutWjVAPnTNo/CL1UFFzndKWooP+906c8OyzM1Y8lpvCnbdx0m1fqBw3dNXUisGL1+RO0NxR92HxcT4BbRqjRDGOJlAERzzWhNWCdRZvQmJjDfFYxGMROUkqYuUEBb2RlfAADQO437w3b4gzR+jGjdQMU6qXULViRQIj+eGk/DhXb4xsC4uPq7mTbcc+2nbs09qOfT0t557OPUZbjtXcdq3lHK/RU72MvwXo6UNDFCe2JmS5QJIExCfoLpWcoGMrbAwGWTZIoihY2LQBYtCSjjRETjOXZaeBcqrHBjPHxchNEyA9VMZruQ9zSfUQFu5859onh6uHCiY0j70++MUX6mXC9tWbLnxk7Z8ueuiKQTOWr6B2diqcvQjaBQEIeLgCh4O2qahKUKBRggnIG64CzO8Q7SE6bmqVRDabSW88tYk0H5LOJ57tWuLZTgmbbyUlLleTtdMYtCbM9/ET/Pk0FaIeqnt85svfqa/MebgRk9yKxdfMveSXiy+hTebcw8fjAT8ewyVTpz2yd/3jq9e9tGbFWtRDU6GV0XSQ4oZmC4KMC+x2awLJtDYl0SZibHJJNhGxcnKyAZrd3HyAtVgzwQzmUmyfb2rfmRgabV38FK2NGh17CUtbRzZqlFSDfIKRVmtX92H+FraPz1DFY7UakClhMBS4vFxCi0SNRgsdbN3sFd3ISjcT77AZLVRI6ay4U5LkuX2MjCdBP1sZWNMrp2H+llwyNq7fWdfEsU89vuzt638Dosl9SFrUV567qGHy0qdKcr9avemC1c/zxeplPfw+G2hmZ5Gyy2YDO1eAFxMScoXpCJ1NlOlOch1miWf7m0tGjc8WbVOEHjZDs/xde/1Me4R8gPCzLP4m98MZ+bvhi5/jLrM/fCsbj6pUjKJeBDXmdQlMK7Rt4sE+62irsOGno1JsjIPxkvzrxAogRkduNDeWQrovco+iU3TRgxTF6zEmqISbfJgQd746kMnA0w3EN4kSJ7rZgyw9Yq5JTS8UwifF5BTh4W85YTlNAbkPexUwdxkX0AQnNxd4Au0RK/n+wBGKKmIQh2KTNewLhzlLKc/jhAZgfaaw1aqfWYyL7cZCKj56iYicheHZZrawfO/BvXmh3qfNfbKzEhsaQTJsopMH4tWe/G9/zCIfVFuXx+T4WfUwFrhx/73iHzhddPMvXH/fvf3ggbW7vNsf27WZu2mm+YkhreOauOoT/YXtq1rHf/vmvoP/2PjwqhfmX7Ms99HNi4b1axjGsObU7sPCRflxqwGKgxMTMhu3MvFFLkZsKlkdeqNNYAVfORGuohb6leYjp49daayUuXCEATm6vqhHtMhw7KOKeVz9Z079F+Yx+utfr7/0khuvvZIxW31F/Vr9AbCnBRux4/NVv3nq1w8/e5L/U/I5VJB/jD0mizGhhWVMH7faJDMyWZjjyJuK3oFAOgZw+mwtaiMYmwfNq6OTtZa8AnxnLB583dMnLpHG5A6vZsaBPZtbBT5MgLjfyi1GCeqc3ySE8GIfRaNk8HflVSuM14IGYd+GL/L7x1F5oev1S9BkQPJuZ8JhTBTpEqGQAztCjlBZCS5OhEqqSriSEovHwtZHGN0Gh8jRzQs6wHWjvK3JC3SfIe93qT9PsWl5VF7cLolC0rwLBMujyU5dto4697xL9w16aMp9L/F4+FnMFTI32ftZPSRszx0dPnzj77/0uh6cwRzi8Y/AXZ48cWK2JjP8AywfEkLnKEFJrzOYBdEkh32CGHJXuRU3cbsjYlG4CvAX80UOo89M+ybqJcEgSrRPdOJ+Lp9Y3Jsf/gATSjfK5hEYp7qkIywJYVeUBqooqkHqHuG/Uf1kzQN//z2uvBunceuC8rj6p6/nLhp99lnXzr/xci+uUNdjXf1qXLj3zS+aHpx+Qn3ry2cfueBX/Vffv+bpU2SqSpEtpoTR6AHF1Sq1ayJltFiMmqT3eB+7lmBx9IUZdFIes+5AVzDsYDeAoodu2wuGXdh+YgwYdbAa+LMfh3Keh8Gs92C1/LOrzyzPW6g8Yzo9de/Pi7P0U3EeflU5PlWex17/cC4HHM3LM4eGA99i8OwIqgRUVujzeRJxp80c5osRH4pXxbk4H+erysIhP9sGyWRDzmJeV2T0GXSMFMAcNkdTE8B8oThNBjHbsbS2GYclFvQEQZUlZmjzYpi1I+phktqgJf5TqH9LUSiAy0faXBXZuxItwbV71ONDO+d0bn0DT1sxe8kF02ZO4RPO2OSG6NjKsjn+pLOgLjqzMO0feWKlGl49bco77z+Nz87V3LDlogeGzdpyyYJrT+KMEcxfNClOqrOE+CyybE5ow8Q26osgurGK4MRP6vBJjMFI3avOZ0QYoOCnwYsNX5wBXHDoeqD3JBaDJtEkpcATjlmMOocfY38iECiJhU1IR6NjoqPot8OOwiZqYz1mkUsy5dfQ8Mk1iK17mRhqQEgbxsqjYeoi6iDKr42xBbii5AYB01RGIzg/KU/d0sSYfTfja/4wbtS1H0z8GyZq/+uqN62NJqZNZzRd8EHbFzvf/+LSGRn14w/UT0cuuOrup9zjXjzv4Zs1TC8MZnnJJsUtCCSh4MUI+SyJ/GwCUWQwXmcUDIRNIUZ9PTGDIRoKYWNbfaBRj0qR/pz+m15opKmUsP2L4yUMFnH35z7XdAritqfUs/Faut89SioOCSfuse62vmElIbbWXRYNbCqvFfWMrVP/lJ8ZV9ejv3ht+qFrz7mi2hm1ltXZ+cTx43vWnx/4hhcS6VvI93SOLvBvCutvP8Uuy5aE2ewjCU6zFHlJMsoGM9uMcgOH+khSV55TYDGiNafajHy37/0Kd/caDa3L/PtfnLQaxz9inaYynQbw+keQ6QB4aLdNH2ZzCgoKQm4uQcxht88YkJmRtXBsY2Gwr825fawGHyhrz6yCvSzrF9c8hZNDVCro4CcVHaTNIXjhHJN62Hd840ff/7d6m9HCZXKjJi5YhGc9OH0CmT5mdNnKbX/57Vp1m/qXmNH62WVTRjyPaz+66LwLTto1aKMLZRS7K8FxYNd+atjEUwxbj7r9xFG7TrFsfTWtB4v10TOMvEAfD1vTW624fQ6LnK8hGSHhQnClvpBInc8Gmak6JUrmAA0nAXiBVNAl0LzHgk8hSDOurcsbNPwLWYefI1VroS0GvDf3j1mLp909oTi47zadqOMTS1tabtuOZ+5Tv2twmD6be8nItb+aVJKc9tJtVZfWjqA6A/6fxsERiHsKwtBGlzlhcieEKlplKBYNuUwiFoQCBmEJAHjLGeNfaC6bWcHKhf67yNcm/PKW9T8T9wKaMd7zs5Hvj0MZHpwLvrGKressQ6OUUMTrLS40C+EQQNniCnswXAjiZ6+yc3bJGyecmW3YYClj8i9p+1l7+owo5X0XTfJoo8A63IfMTYQGwjUx6tPpALE2pjQXu187iEX1X+o8kMFpuYqJCwomDip7ZCC+ZdY9RtsDi+ZNJNM/P7xrnbpV/a84SOJF54ZbLug/O3P5CwsnPD/1nFGPtflbAotev3DmnLxcPgD98aPRSlBv8pk4mw0bwk4L/BRyFLEjjmJ2wgl0tvEmCYA665XMgaT2jT57Vh2yKK8V98gpVSY6OFZTq833s2C8VhPXp3YtuBj7ckcvnDxzPFXzzzShfW3treqJmV/cOR/rll3YPmO55rfAtvITQE4YLrCcAZRsoXGnkWZy9vbFJHkAeAYDs6wPKMnbl0SPAe1jXjQZzdv1foqbW0w8CbfbZ0poQw1uZBRZhLVRPC287LHqRw70+sufWHSIriaAv2SYiLUHUDdFx5x39UmLDsCbPNSbM2oCrDxK8btKXCXFCUdhIujQJ3RVAJcdZaWBEoOLAuMtXsmhE5Gldx/1NB0EhBdNY6i+sGQXDTLjbDnoaa3SloKeFgiSMKDhuauG9KoM0T73pr1ygIVnPvQoqE+v2mhnclP6JL9Oxi3MHmYVex7n/TRwEU8NXP5/GMQTd+bjVZY3OJufxXS4GKTebbc7E0FRLDWhsD/OUkSFhXrCVs9b7aItoiWLJFoXcgNd96ZlDvKTk3o0ea+WPmBjRQOwSBMIsj2T9oBzk8UwnWtZh/oMGeE90uDJy6cu3LP72I/7XlmMpc/Vvx5Rc5gbdfvNcy+78YbZl9fWtC15+Hlc8g1GOP7CAydK1S//8vjzsgGXrH3g108/8+Cvn+nxK2Q5i8HCihlLWgzG9UZghp4ITO5NC+G1+Kscxr4vvoDLeuRbfJztmTZCcZnDiYg74YlwCWyqiuBIpLQkSjMVW+PGiMVjsLBw3SaZEJvb1hN65YeENMGivtRxqtk9kzhp2rDspAGG2KuvNB26ZT0VtkUnxYmsoOHXKfJ0YjYY7ZkPMduMQKbo2msviqEpSsArMySgFJCCgoSo15Owh0voNPq4Y1RjHQYKCDabJZ3ooX3swDzVXjbQRXcLZEJHh4vsdJF5z8B5z4iRpiR2sG90JYMt3Je//MM5q3ro3nuxmOm4aN/3/9o75dks9w/1wl/cMmvmPXfPUt+bM+cL/vLV49rUE18eVr87Z7i6C9/24MIb7739moVP5PMO/GPQF23MyMWFKT6no0Y8HTUKV+mwzqZtxeRhUM7YM2h0csyIhoURRDdasvdpGWnHVeqbR4+qb+HK769avvwq+ss3qa9+9536Kq7/7lvccOKedStWrKO/iK1DAXwljmB7qiVQBWpTAkXhsmI/TiRsnCsaKqsq48q4aJQrIylLWKJVJyFITxjgh7Dg1ouKmftGxMjl3XezFiPJe3Ov0HjJA8cQsXfJbEyRjh4JdOUKbXxtncC2EM7YtHl+YRudboFwfuTVxvJy5FXQ+3+pD4G78vHcaysPHT32JfbhMjxJfTq3+6qLLr8U+57a8VxS/RW+HKc+C4wojFR43Ldt5u597L5VT6uXqX9Qv/sHRPfOmppM6ee59qeWvfiClvtkY2QeVKvYCTP7dKJBwugGU3+qzTectPn52QY9KeOfoniw+VNABV0nYfzo6yJUH/PJTYZxpy27gRM0HM9dzta4RLchTOsB8pThG50GK0s8WdnYxRG2zKWqGtsyrqgoncTxtDYmlVW89ne/I27/A9dpeL68Tifh3/6OT5zYfPCpMZMZqk96PeMPklHd3eg1MAqfs3XyJmYfIngOqec+RmaUUgqr4IRVNI+UcLFUL3GSIV4s1ovDAU6CpKQymdYj6dZW0Bt5Hx2RZsFX0qE1hdSf8/tLLn9r4pIhHW39r2vEb2Yy9Q0Y1w/w0D2N9egy9VpphfAEKgBLVIsGo7PRDHQZuh4tRXwnNi9xgCTTpaVp5KJ7RYJ0U7QHQgKCwdclODCxWjBXp0HUvMRztXV0qVEKa4aXjevkp0n0TKFIinw0gilYCeK8quB8yjfJkBd2g5rn8Vfkrzi08c6Xdi3bgIM3LlQ/1Y7Vz27kXhx4X0fVeTe/99BjVVuWGgcPW/n2/JZ1VRdeseaHLF/w4UP41oz66ytmlWxesPKd3M5kx9Ur3vfXqt0r2rlrL7zi1z/U8AXvrZy3Tv16yNBVby+YA7fA8fs70ufdfGDlcDL59Ict1Bpxwp/B/Kq5s+Buq95ddeG8R/+ZgUetuHydqp8/R2vF6jc46/It1W0L310xInc+u93A+zZz11VtuoO28cDVJ0wF76+c90LVhfPW/DNLiliTLmLN+888iZ/ChbpTOIQZ9MvTMSZ5aKIqT0OsiWie/BB3sQm8WpRFVyYk84lRnGeUh9V6YfNc8jxO1/Xw10OTJ1Kh+tmGZbteunOj+unCG3FQO8ahhWqsquO+gcMfeu/m3KODjUu3VM2Z//ZKLsdnf1hzxYVV6+Y+9OHxIZtLZl3xazXjf2clWX9R+wq1u9b//oqrO3Ijq9bNW/leAV/zw6+vwM302gVvrxo6RH1z4PCVB24+L93x6ulPu1FrBWmcNXeVeiLjf3fV1R27CvjMPx+dBw+7fMWHuau0Nryxehg3YWFb9ZblA0esePf4c+nN97Gbck/NufrAymGDjXdsOjEy+881cNkL81a+X0DCrElJaB6m9SXpnDthtfAOiqJzlQp/UVG80BtKhAlCVgGHw3FrwuYVuGCkEBdYuSDHcTInO8MGQ4WTOzm9aO8new/ulQ/m52YxL7dX1rwd83M19Of0ack2WiiC/cJfuSn4fHUNPv/0KWPb4Z/6Afzlmlkv7O6drDyVrY196t0XZr3whz+AbWtRx6Od3fuRjGKKVeY4s1EvSUYJ8SajBUxJ10FWazvVJXelaYjkiNZko5EiDG91NRmQsJ1t505ru7PtTnV86oEHUhesiLe2xlcg0l3Cz0fvC98gE0htKYooluJQyGsgsjdWKDqpFcscTH9CB40/6bJl2J3zc8iphIpa6KXhFacF10XyO8dof70lUFsV8ybcVep7xeXuhNcd9zmSl8AJOKan+fllJdFqT9wbq6oJeuMeZ8IPXzlA/xr3sNPa+uY50MaHoI1G9JDixsQo6CVRZ7AiDDxcLPKcjla8/1QZYbBl10u7pTckgiRZCklE0j8rYjrbbByYXGG9YbfhDQMxGNt4jHiZD/GEJ+vRbvQGIpcizCMnYCEigefoxNVLkC/l3XuQ1qrfe7C1de9B7a2rtb0MyV4Qg0zG33XejNZ0mmaZHVK0Lgk/GckjPbT9KspS9srvOavnH+K6n4d+TIB+WFARcm3lHaYCpLN6UOogJXCmK11dZcsTkrnBbK3n1I+9lCsrOUlE4ZteegVrTqcd6Z4Cz3wankmQHYVRQpE9OhmTIEgQb3IUIOA63VMFWpAGgJ75hMpPdRWJ2vrjf9uUlra2B8/YHH4+vvHnG4S7J4EcrwU5NiDbZlr6EvEo9TGVr/1ARVoXIMPM2Vr1eb6NX9SujscTZK+9pP0yuPYq6MtdrC8zt0HX9ihWT2EWEZlwJkJCiOPorng+OKcV35Qw3ZQWcdhCuBAmhG6eKJmyxJcqw8BCv4/yr6sVeVMzWn1djK3auTLK0GTdXfBPSO/atQvarb7P/xaXwLODqAOwRffhDpsni2kBgFmSnBV0/qKsmb7YvHDeVgznPDqHOwve8JiE9X78Lz8uCugVB1lstvisJEg4iejN+F9mfLFwjcDdLqwQOLNQIAbwsQA+HMBzXHi261oXF3DJBcoVdHdljLYYaSlLTk61dvk/bvV3gWGi+6K22xoa6O59CLrRdaDLLx/0wxstD3AlLSTO/mFnfhfLaAQchKRpsFZqFjx6nRuXTFaG1XpS6dS5TZ5Zk5RhNUWNsbIpivsSYbIyqSk2bOiU/p7m1AXK5KbkpOy5Db7maqDJdH5+94tAkzPxEodsTinKvJQ6HU9gzBS+UZ/PM5NhpRnA3QdBFgR0N601+U+lWTJmeQETDpsIwljxFGQpJyF4jhLMKQLH0VOLuHu4NRyx0m9xCk+I4gtnicIjuiviVjhG9LtwvAmOBS6lbXJ+sIty/YC/i24Sn2d0e5kNZfw+mTGd8l8rrFqGo1SV8YNLOjqWdKjjmQhAA3tkl8YZIcUMiE90WT0mPbHbSY8aMUuZBjwr9UzgATzlYsApAxokh9eWlEaqqyPRqisX8m0cpz6/pLisKhqprvrNpVeWySanTn2e6QnI+to8bXUg8QZRo+1+ZoKpm48mauBu7YuAtHiCsOyy9hK7V8YTqL8DJXziZ67FJ6/FT/z0YtZPIzz7e2ZvPdTbmKwuPa0y6UImo0ewQ08/TncxbyODvTi4v7dBdIp3xtPnWD9+OOvjf58zjL0LyxbMZn3EE9p6j+gzeXUitPk5eKYVNKwM1aFhSkwnCWIJiZr9Qdluq3Gm/CGU0AmixBuK0p7yoN0m80UpTwaEXX7Pk4Y3lIKXTCadlg/kD+jUOir5oM35lU+CRHOeiZ7pVVK8N9hL1/Y9xs9NGdQvOjNyXmD6IGWaGovMjPYbOHWaMnhqgCP9Siob+lWUNuT+Up8q6ddQWtFPGN8yLTQTvtTQMm1ad2RmaFrLwNapgxui00uaGirL+zeWVTY0lZQ19qf0bQH67mR9LUAlCoXMtKs+4jDLyK31UOtXb4foZrSO03oi9Wntzr6Nre9p3imNask3BGQL9BY9Cc+3oYBisll1osEgG82SCOqb2X8wvZ/yFqQY+Kpt2cGKXcFjBuDMk4mGoSWetjZDeFKbsH5E7QjDTfjGp02Lsuh0jELhiVnG2Gwy8haJ7rpwsCvT1RejSBladAFuCmxwRQET92CUdF+IAvddAPe9k9kJ22awDgiCPc3O0CaGIWLL3Kn+dWObOr6NFhHE3XCEVv+/aFcczK6sPsWs9PGJRuifHvTV2EdfSV/T0WMy1C19bAXoK1z/fd4u/Y/0tc9No8k+x736mn9Xt8y/JP+ctt4jrc2/hGdeA8/Uo0VKSCaYUOrRPTW1l5nci9weTpAIgDNFon45VDYk+4aEKTJTpHHSTGm59Kj0oqQzEonXCzpGZMVcGM4GUQo1AxWI0IkdS1IAuZi7Bm+HUoyKrFwCrVfR3t51JUiAFdfUJZuxS7qm4O2FC2Ov3ai+NSN8gXPJzHCbB51uS0/3U+Skn1r7Uzd1qq7GFJsV4ISPdxjckgxygnjzTxTVcZqBSfZV0z5WxNdjOvgH+5qLXjPxf1Gf2qBPq6FPAnpY0w9LH/3gGVBSXKAQV5DFZDkBTsBpwtSE/kWGv1AWhzjQHk5BuJOLKIb/vbI096Ctk7rS/nPKws/XlAVsAbT9TtZ2ZgsEOmP44E9tAT9fswVoHGCMJ/riTeEUjNKDN/ETPwWc9Hm5g/xvUYrhvnWn4r6G/2Pc18nVKKX/M/CHjIoMyG8DoHTAfCchnz0P+Zp/HvI5/gPkS/3vER+1NQv4Dxn9jciBxitG3msIZHX0BWTjcAe8G+BdKYADE93+3+DKQogmW2gRFjjWL6ZIqcv/uqbEOHUQDtnG1ND43lb3Ojja9Ez6zrGNjWPpb/9x8E+4qHHcOHZi3LizUT6XPR49AzzW4ioHX2DyWJEOUSSWj6s8/zaYmXDGSCb9b+IqgT6Tm5t/ZinglaEoq3hqKisLGsODix0FJr5Aqa4vCyBrXOehqb6udPoTZoWpCaZHWjR9WkvCp390a58oRYQ8mjzTFydojaM9wCaIofNdwFJJGRxGq6vU/cEaiMXjnnK8UPu7K+4/pYuOpL+nhywYr47Gqg7k4/Oev0KAno8rWf+HQ/9NYJ2CNG/gIoV6s9VrE81WmmdNUZska3g4TVnQ03yWMBBqwi6t6/kONWF8tLi8vDhW5U6oMTzuCWheeTFLGKRrgsGa6ij0Z25b2yxoSLBGSxSc1g66K3K54vCRkN7msJodhS7RYnbYbPnGgLVkzTm4X6P/aS3CNVFoU9QV/9lWPXIdHncV9pypYeq3j7a1Pdrv1LbR9cSJvFyaO3iTTlvb8FOm9xG/vgzJy3Z3Aq9j/SsA2Za9BuIUzdT6U1liIM1zqly4T965CU/oycDg0pMZmPSZsi55WvY+i+WCQsXFhD4yVmhGTpGmmU7NBf27R0undfJMLemTCzpjo05RO0rPmfi+7r3QUnMHR4mTp6eLlmK/D1jAaqnuYd+RaIZFpOt9KawF5gOcOkh9RJ7PK1bg+x5U91C+Mb+i5WYK87xi1oPd+7SMTF634p4qoRDaqLU/Wo363KMI6GfuIAZoQu893C66uyPV4uJy7Ga9FIpqQkzNSso12p/N/bK7C3BGAFVQ2kfLnIUmvjAZlHXIK8OtPu6SqeNi9uMnQgQqdWpDT/s4obfhzgQ2niQ7dvVajqpMrwmAL1/Wh/SzT7F+dMXq3/Cz3IM9/RR7+on7igOeGKhlylHGPcg0KO7TZBp37wd7nQY5o3zEhOCe66WMLZpua0urt2r5gZvIYOLh4/C94EAD8HsPYIr1iOMOgP3F3BuIl7+Sv0LNOcrVsOsmbhUZ/NlncP86fiF6jf88Lydcr94R+NZr+D5+IUgKvf+r3dX4Ef4YfK9GMSM8TsApoVm4QiDCdg6u5g4qxnFUpGR0BXxnG/cZPPFo65W5r1qvRHQ2gMeWsb367hvCKz8yvEY4fj5Zewb+Y00zJCYAZBLY5LgvWl2rSYAbayIA7cb8/O5nz3A9YfKjXf5cjwBVnbw8XqXZivxYFLRVQtUbxXq+k9uwEdUDQFvfoV/PSS9xndAdvnvPZr0py6/XycfKGnONX7HhOG0Ums5EeY1OPMU+YqbvJ76jr9C2F/gOdI4wBfy+uQNJBr6nbVqIqHnscxJOXzhdFT1HECt85nQ4ms/fPg92cALDYHCtSHp1y5O3vuDrJ1RHo9UTYlW3RauroxOq8vyHTv2Rrwb6z1RMS8yYWM1BM6cXyG4QBSv3IpK43QAyDNyGzTTRz+rmbdYZs3q71Ml1bjQoBpryg74aUj117vaVaaV/IcRgdbuBObRKYDuW8ouW6ERNuh8890eXt9/lF+Bk7uWp5+2/jg9+KM68XL3qW+7Bty68mNmZ8Xk746c14TmBB/TMgyocTFPQsf/g/gx4mKgjSufsgalxLnOCxXmUbv7TRvs2BSF+Oci2C+WUKoP5ODlmIRdxF/NzzLdxd5ifBf360HiY+9po8OnLcQVJGGOmqOVc47mWc120n592hKNZC610F4EDh6XNwr2GXiMfkbesfyWfWUVkMQO9jCaOw2ZzJ/cBRIWc02TijMSCeA5zEhUNm9kEoqEYzey0aMLY1slt2zzPfo+ds3dy72zxrPFgk0mkJ2dKiyVO2sbtR275WPuRTKpVe7N7GlBzYyP8t3kalgqVtByCZGlslCxyY+MGkWuZMHkbsnR/ulVvzoJnNmdRWdmU6irUeiXgPUCydPdK0YrDdU24joRxftYvGYcVdYt611C7rH7jdM6f8gMegTNjbBbMm1xX4t+pAzjTkKPvfPblq3V4pjqm4Y/rfvHZbiYzA4Guc0FmbOgCGjMZZO5D6WuJ80DkxG8HcSEgLCaTxWjU7wAhsoAQCSAqcCUNbYwgKxg7jEaTiWzjXkd2+VhaqzpcxurY5dL0uDnXSKE2am2nS+RrtAVvUrI2E+JtZN2e459ywx7cetltrtWrcRTbv/32W+xdt9x1MPx39bgm12DLyCxooxvtU9L14l+tnE7v1Rfr64x1lhH6YcZhljt0Sy0GQvRWB0l56/XN3lmWqy23mx60GHTAfe6DraLkFEVJlDu53yqmZv09tAwnrQABDN2wye1GyLkdusdxL27V6+hHM3yzcwuiOzeYdXCoWGggzkmK7MxKktdETYOZexV55GN0b/EybWpEjm7TnWL1fDMQKTQ3yo2srG/DUktlmcDqJ2CIQlodFK4XYUc4yVhpj2vlCteOufa13XPVw0Pn1LeohwYsxt5p8/t5+aB9z59OqLOO2S++aQn4n662S0SNLmngXRZ0QkL1A/WUUxRpA89EsPoEms9x4os0Fd69ZwswChReZKxp1YoM5hqbe/Y3rAnz2SfVQ7kdPEcyJ7pI5lttTTzc/3KguwXZ0bmKrYEfwb/Gv2vmJTO22wVs2w5PlLg9G3U6YRdQzwDCgYEuiHt3s1MC4sqUSjbuTeQAKrG96HNHkLZpZqO2Xqu9VdsqiolDmne74tAc/nL18Mu/vfc55+Of/APr2nP9wLwe/d0Dvs+K7nyr05D7kEtCp5YCAZ5hvi480AiM2wA9Xg+9f5c1gYOH8vKxHNjqZm1hD35G/TMfP/4nuKRnHyVSBh8c6BrFnMWDMTeZm81x1pCe9gqBYfQWAclsVAfs3PotzfJYmZMhFv1wo8UC1mCbIi83YIPi8WUNBlpViDtJZ5d9G9eFnPJXjNoNVDqgzxkIP3PwgTaovhW1apllN1uSyEoFARtI2Z1P6XzqcVlcpP6Je4tMX3RHQtn2wKNL73i+uXTT1G+1tkPf+VnMzvfbpLNgrKfGyWAQBpqBC6aTXAC26eBID8SwAQfgP6N+M6gjau8h/Mm1DLPUw9c/fi5Q++V9ue9ncRV3Ljee+B0vh2/sei7vX7oPgQ0eABHcb5TkMCcWBJdQa57inOi+xHmR+yHzg85jToPOMEw/xLzEzB/Q/0XPCWByOxyurJkOOBqdHjAXY6k3KByoZ8blRSQD21zQbiO3UTEitAjcOoex3UeVzsSUDklYkoJ2KkxWQDEBTeVa23OsQIUvhbx07jfYmtYMyBTYS1pqtR0nazN9MV3PnN0BmHabu2HC7J3z7h94zvc7Oo6fj313Xjp30eDq0dzfHth+w++3df5j47pjXbgrd3TDQ3fcNPuZ8/N0x+/mZa5oAwdO9Yzyluorb7kXuXHatcXqbLIeeGZG47chE/ghm9effcq0xcQNJ5MJ9wHBeDvXcWZ1OkCnCOq2gceyUAMrH+3RIsrHVtxahk+1qevVQ5ufm7Haec8OHMRF8ODfbF3i6GNPR3V/Qx7ha5AHXaEEDsgHnH+R/+LkvXKZnHD2l7NOQZJ1zhqhn8QDFNoDxp5Q2+/mNgKT9mw0mfS78q5A5LaDcry91QceAJswoj7AKx9Np1NU2XubSV+oCwO2NPfMfcmrPAse+WhkVLJt8ooXX3h42vnJS+7dnVt9n6ruvVv+OLrxoRUbo38K3/jXnZu/vjXvr8g9wnbwBecollLze+QD81fksPmYVTSASG1ADhArN3DGya0DCnZ26PUO+3aK47h3NnmtXuymYuTg/sgsN/jkfMXVZkpM3IptTrDI2owENhNdqzBJ7vGXVpQG1MNlzQWZ3B+xl4+rf39wWePAptH9Xtw1/spz48MuWcItVS/VcGWPfupAQ4d16EQs5bVAptYEg7JynJkpKw9E1Pcqq8zaSZX16EllpZCrjKmrRq4eteVnnQgzRdW0VtNTdTPuD2qb28z4XAftuAva4QEbFyAI611Yb/VZi60jrcOcFztuINc4HiZbHb93GMHF7d4oSfZdQEEztBEcIaVih05nA+PSuVmrRPkSRBI+5AET6HbbKB3tAG+8zLYfkY+200mrjJKNbI8GcHTtdN6TnVUy1GY+GcHb1daRDJ7/6892fJL7AvNDz51+bVpR368uj21UyaC/q++qG9Xh37771tO/V/+mrjrUNZOzMd1TZ59i7zv+R/b+xxYhvy/+KKDxSqCFFZ2t2JaasWB2mb83k6UWfIxu7ZDni8Eg7crbUKKp3mYbLRCFqUGXNXRzCmeoNwfe9AE1EHtwK3Mv4+Tc8/t5XWOu+8POb/Fd104UP7TvfR9kYxzY0BVgQ03Ii65Vmj/A74vv6z4wHcaHxEO6wybdbOts2yzXLM9KvFJ8UPcqflXYp9tn+sFjqtMN0022TrZNck3yiG7d7cJtOiIPtDFDsRGYtYdZUwdopMS9jfzAxu3Q/teRr1eYaIMRrU3XSme7pQP5SZzx3hXIEXEcrvz+yaPL1De/+07dj8N3X331srsW/OIWzpDDtXcde/y/1R04deJXGzc+cP+Lu/LYrPsC8g3wxYYeUCqSKKZPykPlwbZrbEttK6zPWJ+yGSyyvygrotstKyxEb/QZ11uPIR7ZbBRlG2SrU5atAm8DvLV+I7IC9t6zxWRFNiLzVG0F7h1FdphM95jX0FVOi+Xl4IUpqgao2Z5OtTMzA0gapXLpNIDqRgqpLQxpIVp1sTUOONkRJhbCC0mQvDDnah9MTNhjFX1TXlJ/oarRRxd04sK3ylatxMfUW9Z1vHj3TaVfeYvIM1r/2tTZfAvIjR9dqYQlGc+2HZJ/kIlox3qDZPMZSg3vG760H/Ics//g0XPbu78BNry/SdZhulNBx0az2bede5kGXx2iiF0DqbI7QY0KQdxofd39qEDzzEx3qFRp+xnVM8HCrMq6Jz/LE4z7yQ0j8GVXy87UsAkX3TPo5R1Y+vYS9fCax5rJmN33cuuCZ993H26LL379yxOzyaNdt7B+dH/DX8DXoTB6UilvIP2l/paRZLQ02vKstI28JL1G/ii9zx/izXqeF6/2kNX8vSJXUOT3ezuhO0VFDrMBDjYajebt3PuAKjaCV3DQQ7AUm/3+ggI32LbtwK63N0eNRoPBDQipY3EYh2lE6SvKhreB547IR8vaNSDIOpzJdxlct7Z3M4QLDXlHARA5xLZ10Sog5F1GX3os2rkXe/AodYV6cOuOuhV3rH977ar6fgsYVcbcMYPnM+qfvlb/ob7XsrPf5o2PbzfecB+3LlB/9zpNbsEtrgW5NYMWBkWT23Susc14Nbmav8Z4G7mNX2p8j7zHf0W+4i2AYbg9HWYzwbvA6ug0uwOq1anY6KAoXQm/HD+KRYyJjvFXD/pnBdP+EXz1VXDZTP9YeEBDP7pxWK6BORtajcCRj+Akbpb6lboLpw6fC1Gbw+V6eBG0cDi3QC0J/v21w/+1o+RkLLSJ4dZdSotkxU9LT1u3Sluth6RDVnGYaZj1GvNS8y8tD4pP85IkxMxRa51QJ9WZasxZq47XXaxbaiVLZSxZLRadSWexUC3Um01Os9nksJh3Qt90IJa7aZJAMVlMVok3KyDMdJlkZ8c9WjRBUwSok9uv6F1GxSxnQSq2QU+d1D6WyccYj9tZoHukoVlTSRblQoSb5y4tZQp+lkgOGhBCSNuEmzHZZJCIv2HygA9PbMEf5v6KU9hQHdTp+fgTrRXTp40Jq8/f9C3JqG2WEY88w+IT0M1yoAUtwzhNMa1xY7ditGTdbhNVtA7oByB5ZtnXA3Lp7DCZvE5qVAgYFYPf6k/5x/oJ9lJP5gIH4gM2NbZqosnsZbONYneWLfspLqBO5mayFoBBlUc9xIDBPOyF0ElDBsNGV/cig+M1ZPeJfA3MYuDfmXHgCDKlBwf+TFj1H3Fgn2BKw4GHn+2c8bBr+Q5oeIAzrL0PUODf1B9Z/NP9hTAbaBdBtyql1/LXGq41rjVsN/zB8KHhfesXxmNGw3DD7fzthtuNKwyCnvfz9YbhmE4P/61iQApgGYSkQtsOFmm+DM5m4+Y3Yn+OcbGBFpB+GnVI3J9QEbwXwrudxYFdKArEPXrkaO6rdkrexkYgb756szZbugCHCQdwMAT2P+ygZX7SVDCo+cZPOZ+86LmNEC45o+5r1K8/VA+pW03YzWGJDJ4dkgxYtogFEzfga8bPewMX4CXqHFU9tglfhufhi9VD9XMqHS1XLNup/nhx+1Vns5rO/+Q/Bj4UomUdejO25BEaeKUNmwsL/UBtat38gAlEl46iYL3etYOFKRQZdSr6mcKbdOuXQhuVKJl7V7EEdDo9kPYbuLseFVI9sTuzhdu4P6AiUAoAxa3tvaavVWMdhDAsSdKQatZgnmbrbMDCWJjGw5q1z6+enTygqjEx9B43BEju/8L2O9VDt+VKFl+9eP47zv7j8Qnbh+HxH72a+x1n+MPC3JGlC0ZRtAQxCz9WeIflOI3IrxgJr4cfQGIcHaBoztc4pNP78wVSaAQ+Vv2zer36Z7A++SCG/uJ1LJxh+Ja8z7CYhCo3cCLwfAP9wJLNFMK+CwQQ4EgErdL14I9GGnf2PIW8D0/4tickZ2H56fcVuf/pfVM/d9+e9uJ3e+9b2sGJRBpo/A/3TJ2xrT2UoOPk3CL8Dbtn9eb3CJ02DQBmCyEQuyJhJ+gAx33M8BeDpdp+RKiZBqi4lYr5uMtx5ku4x1PqVBYzwP3I7/JtvFQxgPeR6I5IAr2tAmrPC4LIEzobh0N8J/exYgyKeKx4nrhGJADM34ZewBMVQwrNQ3SOLs+CMR1NOsrHWq9k/tWmLXFjLWnMsC6ytoQd+fZg78lWsZZhNLQ7KNXhr8FelSgWaIaORybM6SQTh7eRuXRmyJHM3oPavIqu/bYGH12pFk7WhLO14KglUcpIdT/qfxR21Y8cV2MrNO7/7NvAszsn/G1AUeVgpN3fMB6PQ41ozWarHsuiubP7m006U9ac6SRVitWawlIqVWDg/BzHEYGGIAhFSHpTQTpYKnWSuUpBA+AEV8hF9MRVqpQqtCx3KViF0pqKGP271acQzuzVObNWI2fmfSjlybA5FDTBDVrJ5hzRIXU4OEBT3vtw6ggtgdrKSnEfaSgD8wp/izvBrtJZ4gKvLQTWJgvQdD6t8Qy9ZeiEVUfNTxqgkwfiMTqNwDB+66DWUCD3de7DqvPGjbh8qCKProqk+t819xWL7CsXV40dMdU1oLzyhZLrrU2u8iuTXIorqWtOloy9aqd7XnHhhbNaWhos0xsGPvz94EkXJ6Wk982Wc+TU63PSIxpn/O7iWeUpkCGgJfkj8IrOy85sRg4HWI5dhMZ/EsmgIDKT8zoKok5EGWenjMt8rBUYY2USafpdq9ye1TrhcXtcYVe8t5orzVZ5ark3tyybc0+0vK7fzEENI8MBDszCj7xidw4aU7K8JWX5zBMcP/u5s886u8Q7ZOj0d4qutNnH+aXJ2YKEQ8cVM1mnPE/jj1ARSqCRisEdCchOKyHWQCep21xUVKwzFHSSti0h2RqRCAYedriN+ghYq717c+m98uvpT6DZtM2519O+FHAuzfZjEAAr0tI/VPro2iQP2w4jk26mUaiNzo6QKH8M6RMv/6KhX7Z/6wnzj0Li0kyZqQXU9tx5cz6dN+uNu+6eumPT4oa6zx4aH4p/G+DGDbnb0C9aY7/m4g8uU/c6Bv3a6WJ+fHB3wJDl/hudixYriXPPHe+0Cc66ugG1tdUlxQPjxQOqncXV1cVOMsVorq2rKyguKRkNHdlYEKmkb00CgrdN555rMxlo/yyWoU101gPlCbyk5Vz6YwqUtfKVGW0Rm9xFt/2g+9/ZQc3gmPacqlslSVoI63ZaWzrfxEN4x+cXGdUFCDuq5Oihy0YXTcHXI5W8Vn81wHmkClf/pkaPnFZGlR7/W7eAqvs7zZaC6sHnzEhHG9KVqZpQba1OapJDJTXxgrDFG3ZM9QVs4ixleiJQWVbur5vYUlOV8hc3lbkbzp4SfJvYPYUWWyzg+DYYcrkzRZl5l54/oqxMOUspy9QF+0Uamy45qyzsL6goLfNfnhygjMioz0dDbr9FqGgZ01IRKK9xlzaV+fN5biS6+CclDDGYR9E7HQ4dskgCHRVLf0wH1umeerR+dNglhSP5QrLJJqGrbu6CxSPx0SfVqybeOGt6ra2sNGZwGwKx4mRMwi6vy/QreLH7/Dq7s7qqIupisvkIIvz9wi9RCJWiTcolgSKf4PUanfBUs0VXE5kY4WIRfGN0WZQbEcXxKI5Ew01GbDUGjSkjMRrDsXhxSX3J7BKyshjfXowbiq8r5oqLcUlxaTJZHi6NRuHxRUVOp88N8I6E3QUFDrfZHEuyORevgzmSX+9ir+lUOsWYjVNdWj1TtltvFz1Ft4PXPmYOdgEBqDR4Uxk2zq1N4NV2gHFK0USS1n+ia5oy7MXpjuOMI+yK4igmXZlMk0PORB0ee9zks9SWpqqHDrfGdOmMMcLl+uN14ptY16ruqc19LJRPHRv3OLh0W036sl+PKW3rf9/UtnPO0ScmHn8ebxmZO19Yegr99IB01ykXdEp4pYRvl/B1Eq6XsKQT9X6fDwLESMLttiSKim7BOAk+DdsxdxeHb+DwdO4yjsP57Y0TcDdRLKW+jUii2+HzW4yJ4kiR3+EoRv5io5HkJ6t8/DrVCVYSy97gpXTrQzuNZnmK0TKwXRqBM/Df1kPJ6ip9D2H0WGKrwZpwXZLt7qLtq0O3x2RWEOv6Uob7Q+MNVwR0Ef/wsikP2BtrgvERgwY+J/yyly4qWSqWJ8pr5XQ07PZ5ll14ubvEbJDNPpvc0uIrtjK6lXZfIg7lh6Ph6Gx05+YRlTWjm0gnqVbslYMHt7SggZXwc45LDgSD4U5Su9krtwwe3ABWUnGPGjuiaSwiVSQ9cOBYV8Dr8wUDgbEvgY1Pg8VfuKEkjVKfHJGPpKl9AUrY2CAkdFv+hJ6jtenhzd7AtnSXQZwaqE09ArrF9ugASaLdlqjJSGhEgVM1TYQ5PLeHWRdW8lsbnO4pDg7fA9tDiSYktHlpteLQs5+YZHBOCE+as3jUv74pFWX9iLsbo21XzM/UPlTfUNR/yPjMjIcyd4nnVbTNaxk++fwGm1cYcEOzedLwIW6/ai8fWH2WvQQfrRlgKV9VPLXFn4o6H19181w5anc2RH5Z0K+m3BL/eFnd9KDVZRZLCkdNjzj1F0699da77iw7v95Qkphw0Xtjxk75zdRZ6UYeoMsS5OPbxQwE6w4URRk0eweKkQAqR4UksMlpc9gdneRyCHBZcW2n7JTtNWC2Ax06nZ3vJEM3m0yyoyoER1u8xcVer93GTDgd5trLbDkFRUe0rSuWyjQEpmWyP9H2r2X4IU8tUElQxtPOCad9xt8kEnW1yQS81scTeHeu5XJua0kSziXi8Tj8JYln9P0kTK0tTiaLa2tj8Xjs8X99Jfp/3FkDl8fr6hPJYkAyJ4/p/DyghfB0H1q0oCt3oyxQo/EkTTY7y08jSrlcLtuH9CXKFkoUJVRF6VMPZMkThS2+/lmigHjm/k/p8j+i04BT6DTh5z/9L6h2KgUR4ru3q99zK8ShSEQGWv0Ry9uQp/sbpdHlzfpDVkfWU4DfLzhUwHkL6gu4jwrwU54tnn0e4hIuEhYI5F3hS4F7QsBLhAcEbqgHh8Og7CBdfsW7JoADRoNeH43YjE0uHHSlXFzKhV1gCRSnlQ/yzTyReJ7OvAkh4iKI/kFvjJpCIbAFYDAGK86gT+GU4lR2HoeDHE5xawBPd5KLFJvsW+zjfGy+mM1m1unN28F0GAndUYbOW/OlwLW0QsDa2n4lw8mfjD5C4QcYV29KfvMIXdNHYXJre7utgW04I3/cnv8GzfawXE87/PXKsjLMLIGbRGmhSFsmHcSJk4xzESlZx8lnTU/fEvr4Y9Sdi2yqThy/ud+4+iGX3jo0fcG1f72O27ulvHT8iSjeMR/LfEFRWf+rbrhp9Q/r1pOFn17/OcMKz2EvPkKWIRuaqHghIDdmv+S+57h6E5ZlYlTs7qzRaNhBJiMCrsPQvUfR691Zg8FoRNYdAJJFEoS7BJekctpYfhmbxFCm9aWdDrU5e8wcC2/oHtNHxjWPnjW5bFK4f7DuQ/xYzYTllz5wRd2AutriYbW1lK6B7s34a64GfGLBRlHQU/oiInUIot4o70l1AaEp+sYUY0tJeziDvx4+ZsK0wYMux5FGHJ9+4QYfdzGdS7wdx4WB5LsefO90/i/xPQ73wfd0avOp+J6dqeWH5oafBPgTPAGOvHj8nwDwHS1j0ibrQoD4ON6L8Qt1phqK8q/SUH5DUdRKUT6HZHUGb+d/C5akPx6imF06uytrthRZOCMv07HguOzIWkuCJamS80rmlQhWa2mwlLPzRjHGV9YX96tVqqp4T4RO3PEWZCN0jrSjMJS1hiy2rDXCW4uDxZyeFHeShRtjSoyOvFsc2VisX2EnmbHFg/phPelHgbaiA6NEFJfVFgnFiotjMeTz2VB9ZbacTgyBu+pNBVm9UTSas50kvRV4byVoAGhdg2KwKTbFYs/abOWdJKuYzIpZMUGjzVgyd2LLEhD6/CypTO90qffO06qO2DJ03hS1cvDrTdnZtBDqYlFzxj+a6gwtoZJi+sQ+wjfLysoQ+7a/K39hA5vZTx9DY9Q4NXQhiHCStXWJGpkta2JL1z2RRDTBgEltHY24mVh67GHQKSkbjkjuTIi3L7lhl7r3roZQxNs/tWnhpNLEreP+cqvzLPurty0+8PrfAmY5/td1JxKv4/iq86afq/7jH+vuP4QzRe9ef0Vn6zTHrIXnLca1G5fPbfooXVG9l+ei4drWaVNqWiOlo+svuHvT4Fp8cdsF2x7/42VszrtZ+Ah9L4XAk/jRBdqKicri8qwkm00mg1dWZB3wVJYNTmSQDVyAGJBZ9ukFRRIEBWyl4LZ34tolAOxeB4rQOH3/wTchKN9Ll58CKbUJ8NTSsH3Vy+iUujIcYZSpqXP3p+FePtr7vj6r/KqoMD7QMNJlLPVePX/81FDdxPFTxR1NZcW+wQnHtOvEoWsuTLB91LprhK2oSwqgGL55G5KoyGUbsnZd/5asQY5lsgbvqPHZME0U1jVlA2xpR7IiK5rMZoe+IOiL2lCwk0SUfg7FoWT7ZR1KLAUvZhBYR9CxyHGPY41D8BCHQ+/zKb6irE9BmK7cAexmRVgiSB+k94zBPR1Ba1EUDHMiCze1FijZ/tkCJZbI7i54g24+VwT2fZhi4BS2tX+M6Oh1gyVjVsdzHG82e6yiHCvLirxVaR6StfIKryTLsrwSimaps0jxa/j1vNA4lj+PvweOd/Nv8CLisYGArty4xVOklFRki7aT4ciDRwIbjpQhkNK/APWvBDHUciWUMXlxtdF9dMtohoQJM4XamiQ30BVe7B08BVt/dCWdTkivofJcllcaTdaZ5/DtZfM38isbmF8HpjbhGhbA5D0FoFFtjQac65pxlavcDeytKHIZx7vtg2v6V1R7grGBNdXesHh9cTjqACbXjR0inq+LxoL1TdWeRGHA6aXrnDh1v9CAKyU3MoM9/YqtVlGajNbsEvwAfhITj4gnShdJnCANkSZKxDnBgYnVGXSmnCQoOGUQVKfFZ1Os9qD973YiE7tlsYUyIgKMQJZvLJzVYkE8OBaDTqGrNDlEF9FzMuHt9GsJoyVrL1ps9ViKioy8wnZS8BLOaAi5CrKGUMo4z7gIIkqUavXTxdZemVLQv1/bvtgvv06JSjNWrf6D+2jajdE1b5I+pl/t2mdvYJaDpq9a6eov5r6ERDLN4Hqd25WUeClaWxeh5j+f8qEZElypfm0wTh59Ubq4fIVdfSQbDKzTx/WVUx222ITE1OqAVGEXjXvspSWB5IjzGs9vWXD5OcG/75xA7DW2qFEUOMSrW4G2w6WpiIAnjqNybAPXa8DjjRcYOc44yDjeSJy8k+oSGAaBGuIGoDydUBQXCKsgoHCErY6jNcvtvgjgmMLSiBKhpiMSKUwoqFAuBNtRaGfUHAtEt1usVt5ioiLOybwOqE5nLXiJaLVQmtK6xGOt51mJkViDkbICj+LzeKi98RTHFIIJTsXGxhbF1sTWx4SYZoBa3+tql0+xQpTkp/ADpw7MaNU44KWzZb3yXkb80+wUaAVVAIjPqXKwtXh0yfxp7Ph5Q+aOjY7ixSfZ8uzPGDYpPaR4iLqhL28CPzV1CKuvCffhevEd5EPPbBa9zkK6DumfisUNJkLEDsGpA+OFtUlbhVneovdarIqVUlopCmetCpVxK3YSq0fxIqtsDVmJX7DqvF76l5AXe5FDdoQcxE8cnMKHnNEsv5hbDpBTT/M2e1vTvSnXrlZmLOAIU9e3l5kGRjl5r09+ha1zQtpJJ7MHopCMg7A2Y7cmrUApXD8nEC+qH6v+twFXTAgIDpdOMBck3TaXUbxpva/S6iKuoYUN+nFilSmYSVaIWab/3/AJLIsdIJ+VGG9DMeit1RvKlpMin9/qslhMLhftcX/JlnX5FZMC7yajX/ErkjPrJ1gqUooUkyVbVIQTKC7HlTgxxLELvsJbfdhPfBaFGQSXzgQGARuJBStB2erJSkEuGqWYBWgVLVVK6ZeCkiVbWsFhBStubxYrcE0Q4/PwIrwG78Y87sTXU4Fs1+zvwTf399phZmjh+PW+iWy6EeSBvu7S1nByRSG7kBpimjFhoJ1SGYdrWPoa0GAKa+lswIMUTiTpqJtmIFySBhYzaSznPlVMWXeRHfsKrUE3lzLGBINgsfmE5Lhi1+JBMVdx4003PcInbk7K3ovG8222oUP1omjzCJZk0BITryoVXb6ijPvGdKFRmkH5UQ78cII9DqF6NEupzmSqqkoTyWSpThcuDQUKC4NBV8jp83rdbpfLKVicVZlModsV5ANeJ0ro6RrPT7r2ywcPvu5pYHlTLTtIs6iylvegK5rolGT6k2JDFURLbLNdMbVcT21/TJLZOo8zCG1JOjxOOjifZAVSKnEKN+E6mt1wz7pwesuQCu7+3CUNRrPdecldwZTPIwWrzJ7UHitvNesx0fN6UTb4jU4JjoTC6nTGfI6ks8QHhx7HCVNjg1BodjSGdOrfmkvihqBbsCSkbGtqVuVN7oxndXpK8YUUS53gI/gBkFGCImiAUhAIFEV8RUWADQgGh+LjEMFFAdlmM9AiKdCtT9KfdLFtVlPwJr+ezrAkIu0q9KKOOlUpP3ShbeJVx3qWz9Tgc6LDIr8sjddkwsGoPxEK6ooUX31jwxiXXOSL2ZziPQPjijqwKlsZDuoFq8lkF03RSFtJNBEIDw1HEiktX3upcAW+Xiyk66u3oMUiInqxExcvYWtycMqvJSkpWRmAxdfbXbGrzgaEfrVY6CizWypDthLZUq3NpbtK4PB94gwURZWoXvGFeQNBqLDCaoiVGhylnmQkXGHUWwmvrRk8mGYLrg6+Ln9ia2joovk9VnsGHkdTomBda+jIQG/UGeBcjL8ed8+y4yCuxfcJ3CBnga5fSWOyJutzW+VAMGbwOEwCZ9D59UMCVp3OGRWFpeYia7G7SOpH6O6YFrvTny0pNjkLZYtdF3C79aNccaNocxbIjCbdX+Lr0b3/hibxM9Pk3r4k4dCj2I0/5z8Fr1qE5v18hNtJJm+2glMjBTvIEOSCWNdLCjvsdkSXePynmBeUQ5u83/qfYl/SZ/kp/rxvHFzQUlU1bGh19SDu+9MCYjWSGjIkVTV4EPCX1txCOiS8jASIjs3QKw/NnIBFLkEpVIf6IQWNxli5I13f0C8jVGdrvKXW4uoqS6KxSQq1jBo8cogw4qzmQWKAOEcMqwG/UFxaXJVoCg0KOIcNcwYGhZoSVcWlBlOFP15eEHVjkwcZcMGQlroBpnim3hgdPXJ4k5KtUtwVI86K1w+OKgUD4vVRpaJCidbHBxRIllTIWVIasCe9IrEU6gSZyhldnJruebexsRn6T0OxDdS4gMHJZDS7Qz/BL9bWtGqvJ69JpbSktfZFeX8XrU7MLsufoSdoboAuwxPoXJko3IvNmanJ1GRwlG7mjfucF2iZIjifjEpRR8aRlAR6Gxf8FuCMLWojUWLTobY/45bcy+oOPJhrbms7fgs94m9Sd/657V8tf27DLfxCeubHx9vaSJAe5faoO+Gabddm308teG++Y/RYvHL2N2PWX3zJ+svmt7fzN33a1tZ2YiEejD9q+7G57c+8/1O4vLkN/wkPPnFTG9zxz7j8/vu52eotqvpf3Pm549PheBDelVuB/6IW0l+Wu/GR48IEiIkQjlRydOSC/ic12SauronQLQssOJ+LDxBqhmnyuYljGwdYONJS1lgGeljp8s4YlRxWG9I5wn5386gJpX/Z2X9WsqE5VZoZ01Tt8kWtgtlsFCxWb0nx0LN9VYOxz1vaECkfHYqNTPuqKiu9JS39sj5nJOAzDhjb7Cxx+MoctpJgYkBNyluoRMyFXmsoGZ44uGRUQwQscwB9R4Lksfwciye2IQS4Vu/N8p3auy7/rs+/C/l3TCGXAw6MdLm33pzV6yUBcIXQSaQOXX45ljIky3S2IBgDneV4UYO1QSIqJm9WBCdgNrHgaR8D+5qvT+UhFGrueo9mE7RMQ37ROKKhFzgDAX7p/ij4ng17Orgx8BKAX/zsli2dt8HvJPjVbHAL9nKrhQ0oiTLoacWeiNXGhjuHhXgrhI8cz/vMnWTqRiXu20kuAzxZTS5FZUTcXFjoc7u9naRqs+LDPl9lJylSIm/QvaxRZLEMxmp5BEcMhmZpLF1X4/JlJaUomJXo1wx072W6hhDVdOL4EjrbP1dGV1LQKf6t2ubWDal2beYMWKpRZ09+cbF/yt9SfrYmgKYdce86u96ytNoATjLbjLNaGoxarb4WjFsdK1HSg+Yq2YHnlCqWUsMALIxcaBq1acm1z2wZka0ePiKbGcpva0rVDCofPNgdKR1RU33W/Mgl1w8aj+2GbP2gKyxT5i3deMeJyzIjRqazI0Z2d6OH1DJ+JdlgTwh6hGRJsON9/9wM5xeiGWQm74Q4ahWISzcS0af4U/FJOcEfQsgmCg70HbIpeowiTpNVwR6UqsFl+TXOM+C78yUOcFIWN29Dge7uDojv/RBFbYH3P5Tiws7ubsVdXpF1K6n+8BJKZN1u5KVxvZfG9TK5UTEKQR3NMAR1EtpBhiGe3IAkMkzxCYovmxUUKqfCFVWfQiQGL99UkSoqjTZntqqT3LoxHo91ksUdQR0q3E4iyAgCakuWZI2KEaQZbk23jEYvkevBfgtwWSRGhX6PYrF5slohL2FPFaZ3VEyhWLaqKlyhmJ3ZipfIIpCyGKnqCMXjye2kDoXJVYq+1lqL59UuquU6cb8lre3yUeC833fk/yPuTeCkqO7E8ffqVVXfXdX33V19z3TPdPd0V3fP3TU3AzKMCojoMKCg4gEM8dbIaMQjGiHRaHTdwCbZ1ZjkJzICIx6QxBgvApuoySYebNYYs7sEsssaNdLzf+9V9zAYkuwvu//PT5yu6uqqV++97/G+3+/7Hm7xeNpDffTybmJ08OLLEwTZ08SoQLxtKumxiQL5fpxk5E9nxRMn0pQ6QJo4vxBbA17IBCLV0SDcci0HlYYaRGlFF5udqmMy5kRUPiRuaXCjQTC4fmYPJv0e0dSj2Fw6c95qtRr1Kx2mrlRnp9sejBi7WzvDJj1/YUAwaHpjPoM1JJjC4jkeu+hyeXS83lT6w/Fz773RPTna9e+/3t7qCH350upXX75vo4oPM+vQw9wwxhstxRs72FFNE9jPLIAbuX+hsOemMKy9hJlgwJKj4k02nAJz90kYP3cSxoBDN+5SsWEazVOMQIRqpjQx9qeAazoJXJsN86frFZMCFAw6AML/q5AkG9lp7xEsns8FI+YAE2NH0ifqcKzBkAKR+6sguEGnQjD+lyGYl1QAmv8YgMydpwcgAx6Y2cw+yI7jtWwlXKE4/TmdWU64yu1D7ee0fejk7vccTzPW6ZmfK0Z7A5Zq7C75wzG4nMAy3SwvJ6TWmCLHDxUnhulSAtOlBKZLlyrLCOSWEToeJXQ8MD5P9ITk8XlDCqHjfgzjITS0c2AgMo3OejIc7vIVptG4grXRWIMcMmfN4+b1JNNzEil6UUaI34suAF1IpxiSSlCSk4reJCen0confSvmKecTBFhATZ2N8gKCAAsWhM6GZ589gHFgSlEiumlU3Fku54iJXKfYkR0z7QvC0yg2JUUi8b1YvAxgSGcxQDGYqZdCwZPFij7xWyVyJgbsLKSzR9Lp+nbLRJq6rHnexY+chnoJ6AFWhsdUsVRTz+XqLLTDcl7dqdcQT1ILlVZVRyAi+tOt6kS0puzRihzxv4RA7IPOmC8eLT2b8LUJAeGKWKghP35NdWZ99aVo8qbM/Pmvj26dn+u+kG9eZX9ITnXkhr802N5/Qv4zKIaM5XkdQ+kbUk4dD5228uUXfrbYdxZ0feGijd8Pfvb7w88GvBZfE3Lb9FxTbFXm7oG1ly9f+6fxUNW77sDrAuENNnDh1Ms6KBBaZllEaHm/AIU6jQoCMBIaNRIaxZoIoVGW5QmNAkKjDsEB1zs2ORhMnx98mj6Bm9AjdV8/LWM8lXSYeaelD8zf2mau4vLoXzF/yxD+ZuiDv5ohmQVKkGHW8T4sSQVBI3Q/hRnhh4rf6pVLgcHAP4XRI6Y9JsYjYoIJoh8aXw8w/PTMsSnBQtaXY4oFn0ARfzDkg2c4LE70TSkQwr3oKsz2+hQRIU8k6VBsTtmhYJp0YCJRjErFucjJOBW9UXZi1N8lbcMiS/IZtA4IaDNmm+6dDAOmkVux8LxVK2DBJWZwpB2MwxmaRmXMCyXiI5/e7znkYTzTqKAIklNJpTEb1gmYDWtje5EMrNC7mWbDxSuV5wjldGNejNkT5H8ShkbVriPE4HsiPeF1f5JOU6vFkeN0T6mW8WdsIw1s0RDJzVUmvI2vSzrlJLFOYNkYa5GJeppjpnPdPaN7L7lv8fs2wb/uouUj52e7YpZ21wVK+1nd993VpxTj+Vu4Xa+OfvWi783/2ic3d96QPKO9dPnys756rTvzueb2ZHP3FX9nuza9pk/KEP2ewA7GuTynzMJuAO5i19Sv8+HZ60NwihvE1+XqSnaSbbUm2CM1WN9AqrLXr2NI3/4U8Mz8TAmYRVnrsTnSqMN5J/sozy/WXKRhEs496AUsqBE+ZUPXTZmNRu3TaDVRHtG5O4NB7150IcCqrmJo0nZqGbvWCIBtGl0zxRmNrmdQCcP9ahCCjs00Uk2kUmPbGFVwj5CYE/F4PToxbYJSMmGRrWVC+tZwnpgYNSwt3ZzHjIGdrN5UffjRb39j5zXnha/KwXzmx6Nfua+zenP1CrgAlrVbFik7f3vH3bDpIOy6KWoqwSsdnP6DXPXo6y++puPo3NExc7+fMxeQI7rPWhhnnmPfAE5w1u49dihYoGUaXfykZNVqTT1mdccYWFEcWFAzMGG2CtBG4AY6lNmj1XKKRidz2TSNwztx3PMuplI8MEK5Y2qkicrvKsTNPkxsP9S5nnmu2tEbTet0CW05CZdhpXTxvFtKeRj3RxY2XSQzUeneZcNF2LrqwS/8hvSd9pH/Pu77UbXv4AzufRoDdjm6Gu0AXrB+z6PMN8U9DBIIVRrNWOVByxWdpNevN20yMVhRGNupcM5n0VIswLiQDuhRZvci3biO0bnwmrHT6bQ+g1ro2PzQvZmKB553MZ3QIRFGhEX8McqSCDlQHqSas+oZ6akxyxaEDnT13Ssumb9szbKnU8vXKQOfv+YfMOtr7Z8PzV0vzT8rn765uzM1cul9ow0981ugeXD3lSpu07Fwd+Ex/q4GnxtZEkSvzNykyaPHQDcUlJDOxEc8pkSEfdAETW6PT0Zkmw/F+Ra5qSneQbK4YfbTIZMdaADiz2LwKYDHALShs6esVkNInQAJT4AH3bTHgFC2qamlYS/Kgyxe+ZPNcpYwa73dJ4MszGbL0jMoAUKIeOHkFadGjGVjzI7YodjhGIrFzB0doFyWe4yYxyh07hSMKTH8AhtKAycq7jITNmSehv7N2fSRE5Sf/xcRlj2Y67ipP2GBYA3lSHgtbvOoTuJ45aVzTtdhPP2EQWXT1BkR86s0hQCJYyeFztJE4VJrkdTW23qSe4pq9JziH16ZseIu19HRocmvWzHZft55X7/v5uon/1n9KJW5rfPCrn/e8+QH6aFlQy77+Q9cI/izDCNmxhrzGtMKnwsm7JlG7/sXnfvE1+/6zKZXUt/8yplrN39+dff1t0HztSP9lw2d3xC3h209+vJ5goePXSIandbbKhcvpPClcORbMHz/U+VR7PPcUiyv4evaSVYLmkARvIEFW7feIGs1fCAR+EqevTZ+R/xBDdIQUKdEl1dOUdcBvVmu5PblGCz8rN41iTXbkKyCmtCqCYPaaOQ8Kqi9GNQ2dNMuriA1h7wEmh4MTSeGph4KoWyICYW0zRiC5RoEy8BIIWjCEBQxBLUEgtpTIHjcS4PKVMgR8enT4DrRSbx21GUDwykNw38GRBgSxPgPa9uADjVbqiYsaSf/8JP7Jqt/+DRoypqAq6fIj8GLFqfaOzYo82+98Zzev/9byMMzYfw3Fy07DXAuFbsuXRxmeyHocPgXnbdXl2hfMqHCRDvJ/QTD5L9UmmOn2A9Vfxc2x0+CZlACz+/itCaznCYSsQ6f8PqEngmQNd/o9stGv8nlEk0m3zT6LJZqNVGm0rKvhWmhgGmEjUyx5nSjJOQMy2oYUTE5ZFF0lYwlP+M3+kymCimK7fNFD2kOaxgsNpSmJAlmnqVC0UbQCiA0bqbBpnihHmtT3aKwbkncRwkZpVXrH2G8dNqJg9sJlY5UE3QaS6ukhjjdYkmQPRayWNs1s5sspDo1Zmel8h+BgM394fOb3evjg1Y719LuCqYz7IXhXr3TEIiFHEgjF89UFjddPTR6132tKgTmwzgUz/a13fDY+c7vx9aed4GVt0dzomekPzLPeM/tRUMgHE0k2qKZroFb1ka7lkxQ3lefbwyH39d43wEMB7JOr2Dnsd8DLeDJXSltu5YhHjy7RZu8loWhmotOiFCExS/JOuKiowvVHHj3optARPXOiUSy7qfRCmCly3ZLS5aAhMHLtl1nDPkiiUQkAhwOI2jB/L+AAdm2x0jcb4zGRqxb7OKI7w1e4oizzRG6rWOhjOikY426nBMh9UjNnYas6mk4ZoIaSUV6VcCnQr8Lc62aVQjDgQCALPMuZ5isIuy86m0XVX9T/Zdk06r8GUtTkTsXrdurBEvBgzNN8pWfv+9hv2CNVg9VH37wcXi1u6M8b/e/Mkd//eWNN69suz/b9ku8EK8ZZ5jeUiqVz3dmo+c0ZIbnVatfunN4MdJQGQDPJ38vnuePauvoViy9zmB5N86bNRosP10CgAXLVSjANwGXYoagreCNKbCkGIxyCWTTNVsQeaZ6JW/mHpt9Zpg5hH9wKAYGgnIbm1cY2A6yRfJAkdyv6qX3qPYoi8b0PrRV/1G1NPX0lMsK7K9Zmmbv/V79XiznrUK/Vu/t7SX39n3qXu7rs/cOwUXsi7V+zJ+Pb2bg0Gw/ACS4Bu9niljidz+LVRBVvsGU9gQHMZUBGlxPCkrdX43BNwk643dkIcuLfCd+x0p13tAfuFX4erL6Afse14+vZ1V5lPkauxbzdDyf7GI+D8KgH15O/JCwGovZaDynM8kJt8sjF/L5aWRVjP199v7+vu3OHVgHmEZn7PR4QrUwVyzer9ijLp9mzBTm7UY8LyFIUr7uttix9pxP70VngxRt2iSnUq35Qp9cqbTKcu8+9FnQiiygH+Tx+CJIM+XxgADRDjwrxQ0io9pceMUoyLxisck8LxqwNrFbUSvPkR7Y3TLND6uxyABk8LKDYk9KK9MQvzQFMqiohJNEJ0+2Kla33Npa6Sv05rMylHsljUHulXsrlf69mHsNwthm8b/yVPdO4zWeeH9TpuXOpk8cHyOLBjUSY63jSIHYy2rZVWiSoJNcTL1JlRPSJPSeEOOJdD777tjJsHtYT5+PZbLa8hJRqY5UV1F90/LOukRaX4fCZM+1VOeHZMfVxpz42y8ksyWj9cJH7MGV2bS/vZ1hSjGpvzsPzzmx6mfjS9oGOpOue16E/3ydYnWVM2wqfqYu6oxdwZo3f5nVK+W42YAWd967INNkTZ4fFXxuq0OX/+QX83vvGpu6MbVwQWrlEPNIqqPzjLVu3hsO+SPK9TnziS9TXTo6sxs9zOdAFvxcETk3SQDntjnkcyD0+v0YaXanmu2pVDMG2NmKoNeHvM2WlD+QSIQCgcZnMOBDGPAWtE4JoxCBTSiUSPkbm4E3G4CBRgKd9XhZCjQmEo7nULG26LdgcTi2W9ph2G9gDCQ3GxagDQYzYX+8ovfL/DSGo8oCx2pCHAkSwkCdqEG1DlcqCxyZBRyBHZUKbjdn3HU4UY8KdnZDb1Ye6KSla/H6JNd9AAg47Fbioftwdf+Bb3031nhN90jv7TfseNPkS6fz52fYxq6SwRkNttn9sPuh337nb754+fVPpK769pLzLrxjnc3JJ1fce+S3sQtedpqtDZ5IaOn8+Uah+tLE16Kq3SJcHWF+iccfBc8rqYhkFmS72yTIwQaspF9vuyZ8e/ih8Mvhfwq/H3wvrOVs8BrHbQ5GHyCau86vuAKy3++SCLngU2karVKsHnLV43EpOovsckEAok9TwQxiInS5AAZgZo8UCABRr8dULe80Gll82C0q+qAsgqdwX+Lie3SmySRSvMdKuZuSBJlzagshVHAkrZKEW90jnaBubckI66CJbTSJWX9bEg5BVvOkuvowv7xlT/W9ZJcvbkiYZMnr8Enbvj7a6c3IuaabF/Z943LM8robrv3xiv7F+Vu/WPjGmnB2sK0p327d0NDvfvDvH/o64bndMzexi9lfYb53XW297mf1mHMsIzYUNoF1yTDYo8RLjkHHP3nQI9wejvFo3UaXE/2Qfd3BeEMmYgYxETOIqWYGMS8yM2ZiBjGrZhCshobIOq1BmxWT4MXIbzClsSJndtXsHsRtPLrfcsjCWFS7h5nYPWock9iPZaD/M3aPP7J3EMQkFg74lw0b6/6MQYN5+C/ZMfA8URs7OkwylYNnSda9Y1N45C4iVIYCIfk17btaRudxwgRcZrrEdB1zvUnzU+FXwkce5KHyv84gW91Y8XOSb2arSxYsFT/0+0N41vYiLdb4iO6r0RgUrClgTjG+G1WCi4JM8Dm0GuvuGpQBPLCj0p4tYRgOC4L/GcwKCCNI1HXfPBYls0T3xTJnlnBaQvYVuglWqAn2E4ASMqAMt+YSVT4ZioPFyNnqfA9X37zn7B+8mrp8oG3eqvEN16b8F141sGDl6IZr/UtD8UU98NJvV3dc+nD7PLe9pNzD37z+/rse+PlD5b9rCcSyhE7pGo+eABXw3T9n0dbVLdr/EwP002glhovuj43LPZ8yLgf/hHH59NZkNT/Y/4LR+K+zCf81Zl8VVx+obqzN/RA848/Nvq0++72DPQNYqhlQlKG9SAE9eD3BV3t6Bsi3PmJe8PrlXN9kH9P31wLKqO4UKH7BB30K1ph9PT1KX19v/9CQMjgwMNl/tJ/pn0bOPYODW5TDCqPg8yd7ewP20+0aDP83AUtNpZgETox11eLZ1Zh2N5aLJ04Hc2LUoJJK7X636lr/v4QIdUvsX4cQ1d/Pf2j+Q2fcP/+vwYw//NMdI7ee9fkRknxwkLsaPsy/CTRAADfvEkTBQdwGjinmfFlG2iTxvseXGGKWw1fANBqeAgxk9qIFmE0N71RYvACO7jRntPQXPdQ/h38xo2FgRAb8171Tq2X3om7MBqKb65bqE2NHajvv4m8xbE6QzEWgVj8JTyCeO1ftCB8unPdi09k/zZ+PP/k3M+n4aLoh2p1Tj6DW/1/xH2F5qx3qyZ724alQTM6Q/jZniTnsmOLCJw/EHkwycV2ztg0VOLfbtM8O7bjHu/xkEaM5Nxxu9egM0uPuSAyLB6ZCjxkNYQGgGX0FTAIOzQdaEMWj06IHgQlhBh3XNfJtRZQDbipva2XceNRCdr9CZNsknsUinKlR0dhkrI5GdxVJItAieQ/uVLFHj+4FOUTEGRP6Ep7Q+/A8ZTdnj78rnvggjYUEqpUSWz41E1A3IVB594h4xPuJV10Z8V0Tan6GWuQH2Ej84Al2UpsZjWyvo5+G19T3qejprD+bWuRGDdSHv3JieUuzNNM+dE4Da7Tb7FaNXWOwZyIJVoMGKhbRm0wXfYkht91p5YIm/ql4T0TvMmUb+0rBWK/O53bH3froYKjcm3I4AoI9K1oCUjYrJ5a4En6rnffZCNyqR+HDYDHFu795CuhmPpyKJahnCzly1FyDse8vIeQs2hGENBKENJufRqMgQ7BzSmAhS/CRwRADaMufwMcTH8ziI/EE+eAkOuL/4n+EkfJygpH0c3G2KXpmU0OkI9scPSudipK8FJSeBvC4+p4CHO637k/SUI9OJSLAYlJhZ/uECWS2C3D2rZgCGpfyA5gCzmxORlXePg+/6zuaRhAADeARRTSLgZi8xwRZE7J7kyBM3rOf4DnGNpNZtu9F95MEpVONTTIgu8AIfXm3TtaYZR2eRYMisCZgSca8QZdFwRexWBbZFSPoGquha6zHgNE1iNFVAS6MqjqMspO404nNWe+/H/fWMPYknu5PHz+RPp4eI5uwNdxU2SbByTScdaisb5w6T/Wm/A6Pzs5b5+eHi0NKOCTaFzZ7Uwa7aDEsSFj1Bk+TlvdbYtZ82TrP01pI2hzeUO+a1gZbY9lsMoz5MmaN0x2xAzVXyOYarrXtOgUU/HQNSSgo6lgyFxSz2BA/Ff6Lc01RzIIiavsYDk/w0xgK9xNrwbEpu5e4VRzDUm1EtpLJtFoNAU04gV+zEE9ZGL9Mwa/5IgiQUnlmObCPXnfj6yR0w4qkqUNUFtyKWek9U36Nxv8skkAA3YPfF0fSzkQCTEPXZiznHRGPH6ExBMdPTBDU8R5JH/ceIcyBKt2k76qNnch5s4JxBYNBrVg61x8+COET3kDBGrQ5rFI0lTKbHKzVmvYarQ4tZ/QnnFYHq+FXL8iVjKaYVWrLe/OSThszOqOt3gV8iyGUb0jztiyo8+Uz+W8DAxZYbyKzcljRiS6ZlXxRMv34WywlayX8oaffci2yXsJIptuLoSDgadHqZLLzvEsjyILgJFSM6NSEsfi9XzGINlnkJZ7heeNewkBhmZIzXrFJMXTiGVDb90zPup/OLeblorXHzjy/r1Qa7SjN7xzxeWNhb4snwju7L+gsLbxm+Tn+/mZ31Gwwq7omz0vwML8TeEFKsXmByQy8Xhcym0wHMaC0WlqX7sAEcRU/QIPjC6/ma6WGk7RYKVPX4NT9Jng4sW5BvOySTAZBsAmYylJi0uXNOlvOCfPf6O8wchziDRpjS47jOF7y0j6s4GbgRk0QSHBMMbLafEl2+m3E24aEj2UNioGEaxmIB5ZggK3IYOBsNsUbkG1HwQxgSCxRFmwDrA4BjpYMUgR8/wYOAk7iGAPiyLqnpJLNssGvqXkArdVep2VCWo2TxJI5SSyZ4CQ++8jpdJNosp2swtKMVdRrcb8Swp0aZVeyDIlZ2s8eYg+zXI5G1uQRy4oaEoCWxm8nPeVoYBkX4rLcNu5xjusc59bTs4PcOxwPOJFjuOlZjyPqf1aLK3v3ZEQZiQPL0mjHifoFNWaGKIVtE+nZQDJa9ohGMpCzUwLK5saTUYL5S44df9aPi9/0px23VFxaMWOCG0EThuOqP4Zj8ywc9X8Ex3fAURWOWwDS/7+F4m5u1hFsp6iI5GncDZFWIMNgJTZKSdwqbhe5zlFxJT3bLx4S+ZAIxb3oRsDRuJRTAJkW/3+A5V/08vqzsPzMnwElnPlhdSkog6eACRSeAgasy3v0TbJBxwC0CIxjHsjpgAEa0Aa81oPsWOEAKUF+YOMLlrbXDqRJVQbqBkNFMJez3OI3NPCtAV91aI2xo+HO5wLa4KXf/FsaF7uIuxo8idd5L4iB154C7pn3pzx+wkU/VIx4yXcyDq05aI2C6ZlXn8SrCfA+jb4MHMChrvUO4qunA1bROmlFJiuRArAEi9UnoF2pZSyILv56J2Nlg5LZZ6SIgFvBcn1kp0/xUb9/zJ98CubOPioCSFQEMBJplYoAVpisiQDv1QFAQVITBNwV4l+88MjxFWNqSOjx/Wr4EQUnjcTFi7/jZD4GKhVUoIuAC8m1Iun5Jzet6JNipZDdEsJCAOKxcLCg5VYsB0ScDk1j5/rG1rZCRyQQDi7BAoDdYo0R0aC6i0gBWlee7B18Fc/jKv4GYAGtu5HbncBYOo2XWkHDYkFAwmSnof7EosbA4DkBlbfefp5gm3fhiR+Ib5z4gRozTPo4N4Zs1aVn8oyBBo6RBdLAJ5+4MLSQBIzlG1M8rdfYztnB89zZQAdcih5MckBpzskkBdoB2jyp7sFrIkQiyheeF3tDxXctZVuQO7vRmbaT5+exPwXT3LOAB/OUFMOxOQRZrPrGEEIc5PgKgAbgA2mAOQKPpZmj7AzLsBzGubfeGpvYDz3Zt8Y2ug9Y2zxi7YQWUk4WXOXpO1becVVfH/fse+9dey2NZR7G73qq/i6OQTksHbF2NsYiluEZOOddDCcw8CgzwzAMxMvffvyuA6d/VzSpiZYLT+EXXXXHSvan1177nlqv5KaZR8HnwHewjGCcQjrAZ0l9v5Zcec56/bmF5fL8BaXWM1LlBQvKxZGFc+lBh+nhdcUSIXKvJgrtQlQMuDQ2DLzhPQEFBKADBWrCb+BpjPY2YFNJwvY0XkwUIKIvKyaDXhRssp7IwXoDJQUhagtrgIvzhGukECakgO+vkwIgpAAoKXCUFDyYFPSUFGyz0vCfIIX9aZUEvLXo6LkB0DUpGbMxJNdKzJds1EtFU7MGn0x6Ydc4PQ5nRNvkOTCcn28unc0jg0UMWeyhUkzqW8F/15F3ae0Rd/WVeabOfMxqsRtM5iXBcCDSUWhrbVxPalbPZw+AF3mGVMLEWtguooW9r8TjGbmsH9Kfo0chAQIBBpBAUhi40qrFVzDBIZMeTzGeKO1RLeNEWpIrYVjx8wqvuFIyTyIS+BCCJMQMIWhUzFoaae4iVUm0IuY6G7SsRctO4qUMDgKW7k6QoEOveIAEIrvF17wYE2q8vbYQFAh7P/HCbCA5+bEltzFt0yQrdS2prEmW74stjN4iX/B+0yoRn3HWgYaB77Q2Z1aXGrJj+JzuV//XzMVwHfiCVWPCiPjReoKL8A74D8wv0aPADBbt1mgMALAG6veoN8kGQ5atkIAFcsFu9sosCwyK2Y5/0IwTO7YGy361zXx1D2UMK+we1bqEmQYxSGdgkug7mG0wv4zwJtvq888KGKyxZfE08+6t3tKlxe6hGxPdlywIRHBfRmETc5jbj2Gi7B4yQ50OYfVWwPKv5km9HqtdJMGhgRQioSURLCINbCgUstkjHnKKsaziUetkkHCGqExzeRFfDYY53NAdao4vW3Xj0ljjcAPz7c1/+Nb0psseuAnm13X0/+iXlC4hC+NoObcPrzebnwIsXm18IVp2UDHrjfLt6AH0IkJbyGYmulgRtji2ORiHQ++yWPQul5V0VI80u5CVB8A1jbK73FYrb9GTPut1Fp3FjXje7yP9dM322E1Ed+IFUamoeyR050R1Qhk7aczg1bEwxE+rkC8W7E60/NLJuMdkaXU4uPGxtSvP2DjyWDvP/v7uu4O3fGl5+60bVn9REf/wyL1QuuLs6U4yXV/FY/sRtwvEwUskcv/QlE4kVodDU76gTBN7OPBgefuLWobXOrUM52EU4hY6jbp3S1JkixZqyahFjyJYZY/H73AIzojf7yTDFpBmN8dFtU4DFuSyU4GAM4KPihlrJ1FFZ5CjTqfBYd6LcvhOeY/BEXUYDMkEGWmBljipTUWafCHeIiTQtgbOQrZT/bXuppA9oe55qBtHIs3NB+dOElQnqVQs0GhN/Il+9Gq6GIuXOrx2d6xk9obOuWR154bB4bNzupb8CmsKcVxz9WF/kxwzjt0w75ytNz/44Mpbd90L81eMXTZ+Vv/9vhGCG82wAXVw/weEwV1PYT3tmBJwuuXbBLhHgOcaICsazLJOMpCQJKwgAQux/IrINEXE3r1oDdlIU2y6IP5JJCmXRdG+jeBwcBq17+Q4+zTq2BUyScTjj2z+qPVPsmS8ZL/MUsC63VjlBMWQunZL/S8hqu+X0aO1nnlNreNB1D3UcdbhxD2h2GdHEle+/WSs67xVQ3LkzgvvbWHmVQ9HDanlw+WezznEls4l0LvlA3OLQ5BdNoc59LmbXRGfTrW3/Cv8Obqfs2LRKgoGpgB1tVyzS/RBny/8NB6cFjhRSTHkwH5wiAQhxYMk5dq44SjZliXq+gQtQHKEJJ3H52M0cRWNTKttV6kaIlZSkzXLMtFS0f0xZ0ZM7Vu07p62snzZQNeXS6O3Lr9wYUO2a9P6s1aghxcv7loq5OZduXzgh5NXrV3Sc8EvU7m2cFtzx4BP1Tdeh3m0lnsO6w23KQZjzuqTgX6LntETTDY6FY/HSWzwTqd1H9LideESIBE4AQ/hf1jQxGgOIdBoMJfPK6ZtfiiQzSqsF4dthL6t1nEzNBOeR0ZH6HbiRBulYrrfD6hvGcZgjNdeUfUrg0iVxql6TOAmlwuqXlwD1lr584vNbM+y6JWZEodyxoHPFM++xSsGE8zV1WfGv/ePI1/ImgzB6Kqme73N8xsMntVrFmw/dwMZ68OYvh/F8osbrFUcehtMulotRcc8y4DjEf0P9RqzGU6jtVNAEAAhWS3SYMQVgNlm09K0sSFNVsNoNOb1BCu9ZloZ2aJi4Bh1aCD+WSpFEodgGgw0BpGaPidKt22p46LNSmz+6FHthQ0d8YZQb1dbcSh/eeyy88ZXnV2W5Sj3bPUbtw+tvf1L/37k7lvXDF0DL1/w/IHqHfDS73xjkO6ZPYNh9iL3MnCCzykejrNwYQ41aMuoTTOE5msetb1o0wBgIGPRQ2L91GAyE/ZALJ3p8d10LEQDY0RRvwHQ2jnEqO3GoAduGh9owUIPHR4J201PjNHk0n96hHhgSA/xIG14XNZygeR8cqIX1RFdJkcXkpEurA2Ueax6Hx4PvLZ6f/XxwWwOno/HCj3qWFVa+i1sQpfiNc6JsfLSPfPQdfqrTEQVWbMrGMx6oKdHh1ZjycqMuJMYuZPnXSRDmc1mA0prm5wFGHSLSIKUsJ843h3C2hYeBC3ykybZ8rM15POemMirpWTIQDDuqQKmlWYcpAinWoUKeXTpvP50LHRece2dz15zfqzBGnTvtl7UNH9rhllWfc22bPjwte71S/bAuNz2pX98emEn/OrGnLUTE/tm8G30JN9KJSkf2KQ4nKa4acC0xsRebIJao8bECEaTaRpdsdss2M1mAS+eg0/qdEbBQ05sNpPJPI3YJwWT0eycRsFdomg0knw9wT08nzMfNjMYF0Ob61RWS4UHKp3Ezz/biT9q2fJpbZGNc01eJBne3HK/8MkzyqWFZ5TLZzDgRPcVzDP9Z7QSGbs0wj1VHllUKs6fN/Txbdz1H/++dMYZpdKiEcpD9oMyfIOJ4LEFFSMeicPn4xwmo5cUfXyV6LW0fBvZXA4iNe8jzX5Q7kY0g2wRPmYQDXxCard0xBLRRoPFI2pxI2Ymoo8mk6bF87vKlkZXzt9gsuXyeaczFfVpSb2ub4EsPMJ8HfPcoKI3mc1aYDWbWPs0jGyuvfnVA/S9tpOSMXl1zaX7Ww0NlYWFwjKnkg53BsuXX8F4S42pefMu+/IGf1uoXE4OlktuN0ahKdSOVnPHwcXgM+DfFNs16Jrc7ej2HHuN79ozb/fdcSYbJQ6LelGtSJXCJ+dK+KOXfDS18avYyzSCJZgKRU1a90TH4Moli4fO7dWOXObeh9aDCbQBXIaPIyCBHzbjR/TkufPJR6XW7hBR56NSRLZopag8tDhoGQwtEbTrVmpW8efreXBJW1Oqo5LgC8/ihojb23pwCdqg6KR1uXXMunVXXUnwg4pNHxwRj7iwLuFqw/+rJlC84nxwhFyZc5XW1pugmJIlmQxoSdEkNcPXy/WWyrMmY7q08idrUDpdJ633mBWcasl3zdllqp1zc8qzo9VN4eL8+fqrl8b98qU6o1NnCUuhcMzqi4QzOX9sqXZCi/rCHelwOhVpuqyAtF2dS2P+bKbB72FcvnBICsctvgrKZAKxJcMZfU+4Mx1NVQ86rRan02JxsfcHYh5vsD1b8icP8qg/0tkUbEiGmtcVdEplNBEoZdiyaHbprdFgKBa3ilZ/oLkUaBg9Q9bq+s5sCaZToeYr8vrruTMbAsXmmDPiNtijkhUvkKLbhXGSxqugfwVJ4N0diUYtohiouQlT23OBphaG4Yi6HNRWdrIdXMuFXQ+mULOc5j95qmvUnsieLRcNFns50OoMaIVYoj26ocL8JGBxZpYvcNlhnGFYi3/p0ktTy/Kd4+lYQ68r29SWyZh0+kWBZPv7l507ej/hq9SnEe0GCdACjisp4IA2XuMWbfJXYo/GmK+EHw0zawPXBe4MIL3Gq2F0CabEMEmPE4sqRcWysvlQMyM0h5qzzciImpsxK2qZUkDBSLfYTSaRsl+tolVMHplkEctqkTaZTZmIO5tHAka41bjdyGwxQmAUjTmjYmSNRi5C8s0ahRQ8mppJMamUh7rw+rCWQLL9MDbi7KvaA7F0d6SNFDyg6cDGxibINr61DZKt+HrOPHxJPOR1H6EZ2GsRTmMrSL5IqktTB6CwdKq3eoy4ps3JM+t01CUsjI7se01n76ruqv5r9Y1M4a7O8xZ+8u6PYCfk1hbW3Th/9ILLK+27fK1JT2Bx0A/1P9jUe8/ux+699tbvpm7dvfT6O7ZfZPLb9OtW3/ulv/2be35yY7cc8vQirFi8wiZAB38nXg2WPAVMWK9o0TfJJsNJ26ABmKAOmRgFMQxJ3cPQ1D0MHGc2MduYfQzL1NL20BxSRN89xXpoq1sPa/bDjha/waIViAWR/TE1IfZ8rmOeX0eNiDMzuB+H4eMayVqLEzf9CnN1eSdDC+0oFp1R3hreHt4RRiBM4sZpzJ/OZCHJmhjoAZliEQMgPZYuFon+TOIFNcHZtog5p1ER4DuNRxtnGhFobDQa1Sb0Ort8WDgmMNCL26BN1PyPAzOL4f3cv9TaIJp4w0fnqz7C9HH6QM1H+A5wmLmA+4/6vZwdHKu+BnyKBW737PAwox6PIChQ9JCOjhVPvoP4aX3C3aPGQpPnmM9XN2BdzM0ocQjicGU8DoDChFLjqcnUthSbqj0+ccrzr9diqZPq87gdAXxc/TZYs5NFgzV3X3LcaXXJZMxtg4Nut3LKK1iUHYGVkYMj74zMjLChkcrIypHJke0jO0b4kU+9PoNX76LaCcyjZ32vuQY6jrvUcaDdeBzJJ+AA8TmwOmRxQBrACvpHin5goKtLgaFROFobS93fW42xm1Jj7Cwa9nWG1HqTMAZEaw7DUQpzM4Z5NKIBClRfDz4dn2fRGEbgVm4QQ9zAwNHYZGxrbHuMJdudplgSP8hAoWFbA9NAOkCBQcfQVv3aybhN2sZx/H6nglEjl1SS25NoNBmjrx0jOAbaQM+cWMGkGitI8iAw1o9fOU2fhmmfuhUTA0FCSYwmdiSOJbjpmbf2JCK0U2kyPKvDKytpKKRzaSU9mt6W5tK4mwStZ99bvfKU+NJh+N05c9A3+74F+H2XgB48fwm6B6PHyix+68oEmsQvxsD4jz2JZvpiGuNuMJplIafktuWw+p+pvXAiXZ+bs06ZmwXwVeIRsoeBedpG3QdfjQF8W40BJHgAt1b3g9QemIspsR0xND3za8UeC4kixoBYNrYhti12NDYT42N1sqi3wb9WbwPDgeU+AllFZKA2kcB0xMC4YrXLcdJrE+l1PBRfH38nzsZJv9N1T3zw6fhM6ud/I2wCCWJX+Z3ijIZcuOsRxRuUI4rglCOTOr0cARmCV7iN0zw/gp+fj/sSxjAMx1xBtS8OORTPxg/GkRCHamcQ6QqdvU/1RcPMtjUEF/NJkH6CgdMzr+1JJs1mpQYqOigMqn2JwwnMpGvAOO2YKPxXwI2n6esC+A24FRSUBGaP0RTta7Nid8pk6aw0b28+2MyRdVRpHm3e0sw149ec2t9FJCZSg/HX9B2VHuE4luralTQDV7o3uBngdg0S7HErSlFwZ92L3ONulpwcdB91s4/jA+MmjW6cg7tr8QPPsW+ocZYYP6zgzY9fBnHFLMQwF7cHXByoTcKUTpAT00ReqXVqjMZpzmya+7yhD9yNO2vYDQUPeXQ2dmQRua/edzGp9n32/j4lf3IM84GChHmD3H9/KEXKMeh7LqJxo6/M9mcAjHLHQHIK5nwYqj/b7aO98lK+hYEa8k56GS8F6Mk1YO3MeaeMaWB2TL5TxkRjVDW+OjwMQ2A1r4AOTN9kB2yXwSxPkpd+T/H7fGTRgCAoBieDW4OsEAwFleBo8FiQC5JhFFW2W2s3+6l2h0EQt9tD41t8om/c97gP886fKDGfK0qblUQpK1WkcWlS2ippBCkkKdKodFA6JvHSbPMqP4h8qu0FYBS33aboGCj54FYf7briJ9Y4XyRJW4+LcYYQkRIfjR+Lc/F6i2S9Kc7GsZJ1gsSx0nWiHw+kUJuHnTozXuPeVty1SRD8EPgl/6h/g3+rf4ef98+2Vx+/GhdrrLdn+jW8ZGYRyD5Ra86Jm/sPxUWbw60pfkbwh/wV3N47fk5tjTRWb6uEvol21NvCa8Gyj/YDZWeNuVuIT0h6f5oB6TSWqRhIEyTaCWdOHU4xG/Aquz91CJ9yqVlyHKuvcfrqFtZwsm1DH9M/I4K2JyDdQRIsMjkqAWdUXhmAgUAAIQX6iWl43L/ez0j+nJ/xq63C9Ma0Krfoq+vR8ZNt4rEf/+groGEKrgzSFE6OYJA0kw1AJbAv8E7gcOBYgAvUBj12mn7hdZD2i9Lai/BGcMMTzMmIIxJLhNdxJbQ1xJhCdBk4pfOluZ1/AAt2kuKLyBIZREVaJDESxjNG+hOjyoyRUY2pgyMxiXPgey/30Oy8DcBr2H0gp8JXCWF8EX0wUIMvphSJ0sqG4OPBg0FtUF2YJtLFk23xN8/GUA/Ba7h/mL3+9dl3LIAl7kXQWl97I+QlCRhIJChOio1wtBGGGqXGXKPSONq4oZFvpOtFUX1V8WQ8L2erxfPieSWl6si8sjsIDyMeSx8p2YE+svxWSG2obAUerMBopdLQgEGmVJRFynqFFZQQPmxStigHFUx7NdDht9TnR6leSeK/1fcQ+qftWwn9Z/sg6KvMkXnovTTG+Pip92L5cREEixbYjCfvnTmPxB2rsa9k3rlrKV9jku0lOIev0RhZfuvsfUPsDm4XkJ9AWER5Uwl3t4casAYCusSubBcSuqDQFerKdY12re/a1HWsS9M1O3PqvNViPd9WYz1Je4ydR6CoJHEjHWLH4x1oW8exDnzegYGBmGw3FLpz3Ur3aPf67se7+e5ZFjZRl2lWsPPIWkJiGinfHeQHwTiGbTuBrae9U25XtGZZat/RzgjtofZs+/Z2dl87JHwj3t6OVQUGFpX2ItZeLXJR8YXwRzQhbytCoRgqjhZREVDcTddkro013oR1MBoXyK4GEZCGhqdAaOaQcqbDL8fcWGSJuTN98o/T8HPp76eZK7HyGUvFmMdiH8eYn8fgKzF4ZwxeH4NX+2/zM23aYe1vtB9pWb3Wq01pkQ40wibk8nqVUFT2TqO2nRgPCSE2pGV69IbocZdglRsbo9OoFavYzaZnsWQoATNKkcDtKX2TQlO9uspyNOrCa/XqnUHFPI3O2oXVcHuQn0Zrpuz2iOtp1fBAtOcKqUp2JEtjjo5gnZFmioe08sKJD05qzek5G9MFmuZ5hVrgBs8NUaLxz8Q5hq17q6vBXIVSrECL21D12TK7QcGLtz3+9m3VxeLr48uaRnvnnbn8rQdhZHNj6JwVE5fm0g9HM3FbYCmMazn7gsF7Nz72XPBbiy5uzutM9pbslnsevO+26r9tuqA74AqVauvlzCYCEzVWk9Aj+gT/4FH0jNgkNeWadjTh5XLqyaYmoNLN7DOz8Z1J9Zk5cZ5q/OdHs20Oof08Zj2UBl5V/LkcRVWhRWkZbVnfsqllX8vBFk2L4gvILVhcHVOxn7RTvfKUvg2jj6icjlG/1h8Vp+n7NJbZ+xagW/kSKNH3/aMSLZfV97XmWpVWJLRK+DDauqn1YOs7rZpW8tpW8tqJ2feqcarXqHGqdG2aZB8G/YRHPay05OVIRGEKSktBLiipZvzhCeIPnUnOFiqFTYXHC6xQWI9PthUOFo4W+AJl6DUpnM45bZ9Pz7Y/xExyo+AM2t8H9rSXcPuIKRNybHR45PJktFie9OE/XbFMQr4q5UXlTeV9ZXZ9eRs+HCwfLXPl+ktOCr1QjVPmHgN5sF9xIxJI+4AIGRIj2RqExeAjTdMRsgVwtmLQaByOLU7odApxsoMYQ6adLS0CsRrlkUYJOoibjsOBf/Yuio/HmXhcTitSBH9gMTDdI6IO4EV3AgG1AgU/sRHIQEPTImgxdRlQcRer0DSLGFFJIGs9JvLEkTTZDBmjW62khgfNhlJR0yVk82oYEK0OTbJtnxKGqpr6NLNVMug/R6RWU4FslljgrpOhp+jKZDxYaGuVzrXkzfae9l55acPN3KIL2hcPreq9oh/G58aaZqP+hqam2DJb2/w1je3NDWFvVMz/1iu5IxbdwIqRmyerv1H3+fKYzD7kLgMZMPIUZiKtUyAXjmP28qReq/NKz+HZC4Mk/nSCNFq32+o06vR6I2EgWppkpFIgxkvx7ddoVR1Iqoqd+JH4BnGkFTU8x4YjSVRmw1L8ZDXD2mjjanxuvWih9sNffOXE76prqz95+v23eOiHE6gCD9w2OFrtP3HLD9qiIbc3+mW4dOctF184BX8NX/3OGQ0RFK0eW9WXklwwYWwb83XEpUzIH+8duyTxtc++0j6/IxWORdpbarHrGI8cJ2PXOSv7fHUeOFOpCArWcwrES2VTYQvGd6QrFPJ55RsZfHm8tKV0sISypfWlydLj+JQ7WIKV0mhpQ2kb/vZOCZMoWes2FomUM1bXiWgsOFmfOKTSHqbtQXDZEww1/WBaJUfFiVn55CBcObhh8NAgAoPioDS4fxBzqhd2Dw46HAq9W3HLM3J2sDLICIMhfFg0eHDwHbLa0ahwb6cMEERUfanJkepiNTtmdjF/uN4P8xrYpNGCM6dYxAxTh0+s0W0d3j68fxjxw8NOWcE/gJEdI/tH0KKRyZFt1Ph0bIQfUd/ml055W7EuCxdruQFI/PvsmLEOjDvhViyIUYY3DE/il7D54YFkRJVG6FpKaZv/NabtbqhVpDp1/7Dzp53Mp0h8WxtsexqdD2ygFd21a7SwssAUSNieAmR05s6Y58+xgGdUFoCfbFDCshz/Y06g/HlOoPxVnEDsdIvvgk9zg1rQiFuseo+MHa99OzKhMomxv45LIEJKGpptuvR/wTHO+enfbl0SWXLh+jv/r3kH9713Fs3vb3so0t7XOf8kffG/xvBf9yn6OgMipkLpq7Klsq2CdJWKSl+IGe/d0nuwF2V71/dO9j6OT7mDvbDSO9q7oXcb/vZOL9/7J+iLN1P6ou8yr0Yy/yz4/U7E9BAC6xqQ8XFyKl+S6XeXnx4Vt9Eqgx6xR+qZ7GFBz/YeBvSM9qzswcj9iZLo6ensVGStaJX/oWN3x/dj3+/4Ydcv5A8KH8la1E/yJjzeD5l+0t7iGZkc94wskvuV4SI539lND1MdnfQnxZYvyqAfLuqHoH+0f2U/6ocy6dLyGZnYe6cGz1WPckU9epLk+L5ixq8XZfg9+cfycRnJdSmU0pt6li5iMqdG8YmagFqj9ZnzCC3V58QwwCRU2T7aV2HzypwcHl875b4Reh+RR4I9/eqNxdPN8RrmQ80w1BLeQSzIO5XiABVLA/IA9Xkzu+TDA/DYAKwMEOvZroEBPJ2dZExFj1+WG0SnbOsqdPV1/XPXf3RxoMvYb5z3ja73urj7y/e139/9kfxJ/yfzeNz6O/3wcD+kk7pGndRl56qTqhuchye8t7/2rbMLfwtKtW9uP/5mddJvu8yi/N+a8EOKGT8iylGZ2YwnnJk74fVgrjTBviKd7fqkF2v6IM3bQOeIrenqClwNtj0BW6idwoHf8JtdLS2hkKLaz2aohZQcY7VjtHaM1I7h2lGqHUOqrjojw1AhV5gsbC+wIj5R8OlWLJnxKwsbCvsLqEDe11csUOzvlulRZ5AL1HBKyKc+lpN2kU/1vbZGvVzre1+xhSofKZkepQQ90pSHOSzyTrZsbWFXkqxH0zOH8QgDgf/RCJ8kA6QvGj2TvmjnEH2/IuHBtJAohkUtO1r2t6D1WMh+pwUJLaGWLfiUbQF1upgzwpri9sdjxOvfNzTD4OUpxMASRVqjKIPS1tL+0qESS2BVKv1PYWXCJ7j5d4rwcBEWVSQu1pC4WEfiIkHiYh2JiwSJi3UkLhIkpk9gJC6CT6HhnFESLCRjrD5KcofMjvES8E8zrcQ2j3sB2nM80RpgSO3LlKXWNOZmtGl1DS/WeUh3ddGcHA9JNccDzfXQWT2EZUWaAwI9BoLgSsWgQ1Cn8Wge1CDvsyiBV8dakjGsl0pGmjtGMkHTXjWn2JQ2pJD9XpqlbN/cLGWAg36yiUucbkhAhucI1T6P0EwxRPukaigt7gftZib6J7O+sYtLNxy56dOZwwbFIFz6+Ucu6jlNirBNuXNuA7O5LfgL1XFT++WymR2gbScDKWwTjRTGis9gkrdKcKU0KR2WkCCFtMSCD0JSiAnVN64m6vtv3dWHTjeXnBUu/ihWfyd3rP5OwxAscQ6QI/sYUhLyyShtPDGpLyYUwUZsVWT/4WACJVQtqW7SJT7Ze8ExlMPwD4EmUALfUyyNmeHM2sx1GbbkHHS+6CD84ZjiIByhsSO6IMpEpYAku6I5VHRPo7v3TPqgTyIogi7aybJmojKZsMpE0kG63D7FE5Z9Prcb2Ao0LTeJ5J/GIJWk5iRxADAB20HbUduMjbXZTM00yh4QTRKAVhPx70lT6Yd4p55I0wBDkhjIUqBJ/yrEWXOM/OpqS4+pucvGiINJLdMiDfq0ECc/CnXiHIRhbY3L9SLhWOLhZOrHipEB5QLRXGrVhuv6VsxfuHx5cMAWSczPGR2++z/7mVuqVwd8zSHv+U5DGNrPqfCW0OfKVvjx8DmXNmTO6PA7oWg1xa5bviYTO/P8JWsfuKv661sKbWF/oCGl1zj/LnhDRy7fPm/Ofs9sXs2kmldzzr4PzYlC917vq+09d1Y3gNYnmCRhCFj7nZ75WAmq+0vJSWsxSTx9hSRclBxPrk8+njyU5JI1KNcYNqlHfRfyIgQcmLbNVk7UsWbgMpnNJiCSPIA64Jj1JnnziPgjsu8v7q/Vc1BLsCRqNR+JttUBkXfeUKmh3e+LR0ZWRs5qO/rNtsUrejphPOruCQWjXyk9GmWWrLqCjpe+m30Bj2eyNp67TzwKkoofnuF0EpOxjxg7Qz447pv0bfM97jvk43x1w3aNt9A2iO1UbcMwAFazrSA1hUeG5YUfKS4vbSnrgYIn5FE8k55tnsc9vGfWsl3PU44Oz+7NW6H54zswLzIL+YXmYduY+Qozhxi6kFjc6ooVMJllqQWKLRC0tJhMSofQIXZYOqwXkztJ8sydlWIHXeqaZXqMJtSjL6Qe3R65o8aFqRCq2gLHTsnpkgPtUPsUSJE8LVaXbEpAHWomLl8JkqYr0Z6Yn0CGhC/B6HkGmpoEaBB8wrcEJAgRl9utbSAOMnpFKEELKpVa8PpybJfVI0ciLYTMFNCpm0YZRS9phUKowBgxNaPVitTk9rocXsESVKRgLKjoLXIwaIpVWmBLSyQUgzGSFEaLlitmqUUHgU7USTqkIwVXxwEL3YTl5rNjY7UcL7VKBzTEiniO5F8jZcaytFwknOM9Q4iRBs15aZhdwdq2glSzBiT+rlY6cpZ2awli6BeMesnZkm/lU2ro1nPGuEjSmDvuefjih7r/nmaNufsL/lD/wtaAucmc6YxVRnty3TZPyn9xe3lgwcoLSg3X+pcGE6WGPLx0+2M7VyVvIqlkNvJhr9m80Bv2OAL8YM/a++964ItXXF3+u2wo7bLMyXW/pI5DWGZbMfMVIBG72C8VS0Pc7lMYJQkrmBS3J1Gyhn7Fk8/ybbP4J8CtMyLJO4fV5lKnnSy1zcTtpS5Dq/ffOXt/jsG4D7zkXW8oxlQcP8GApJRkkuqeRvE0/Xv/lP41qv1LwEpiPLG9thic2j/ugfqzhgF4CfsMaHuCIaLMLrLjEYdEIverPiwJxRtSF5ZQQkooiU2JmQSfoCJwbYNldgx3zLY5BC/hvgPmYV2rsd5oI2l0T2MjtVCm1JWS7J9BkMqmKqnxFEsKrm6iG2nqNpq6azu7r1LL9WPlST4/zOt6a7l/SlBU4h4Zv+OSwrWFOwrIVUgWygX0aHg6/LMw4h3QgAQ7dPMiSUbjsjfIWZKMZnUSIuCEVs4fCgSVIFn79Ca7HJRCoaK7mWSdCZLgpFiDLJhCpkWmcRPrRSZTkmdI6hmG4Z9GF2Cdv0iSz8SIcBYjWYJiz6GVwA30qAhaQBqvciZlxgqtjARa/SEpQhJS6b2PB+CGwGSACUyTlDJjE28feT7fJr7h9RxwvzbmPfKWmimIpBdeSKgJzMag1iJXyep4QA1WsqgVWcdJLAs5EoP7BKGuGicnpjNSWZc6TKrpYzTFuKt2vQKpwa1OZuyD7W6dO1UYu/D6qPucUHtDfrz6wVvVlz73Myil73v9nocLHWubr3pITl123xduQsbzxrvNifauTBxCvb3vstWfLX4Zuv7lx+u67hc/3vJs2erNum1CU2zVmodeP5m7sbnua2T6NXgRr3eR3XBLH1T6IHExMfYp4bIChd5QL9M76zI1i7OvzOJXH1zMHgNpRWIq8TjxiRIJsr+TYFQcHU2sx3i6PaGhmL/x5PryQPWWWu0T2gfzxXDxDA9K1JfjxT29vV4vFqeoyiraVZXVhPVScQDuGIC5AThAHOc21i3PtL37TmnvEqjMxECbYsLitECbQ2p7ig4r/QNKOKq2qjM65fUDMwMMaVHVFWsSNgT9Mwf4Tei7IA6WK2GdlMjJ7Xo4KC4VGafbHQHJCGcI+ULpEAp5TTHvNFqniDn3VuLpYIeCfZudscdIuWUGIxHu7QHix2hpG1NX+jYPcWiemEjHNWrl5VlbUelkIdN6wd5CmN904g/rr/T4IfL7JdudnVen7goG09FzDV1dZ53nSucfvHYFt3T/f5pF6dy//2bKs0BSXH8TiaZ+c1Xmxq+mZO9IlzOgzjsdE5UNvljzL2KxbFB4gm6z7jJaZJDAEPip4k4kyPoupEPpSno8vSm9Lf14+mham57rc4bnqAHG4STN1emYwroBIsIopGINzIo/qiXqnKw+CpeRRJ1qH2o56DD/0JB1udrIJuDPNU5Mp+1w4CmQm3l/yh+WbYT1pW0u2aY1mmWUbG1qAkmMUopOlBMJEPF6gi6XorHKLmcYr6lhWnU3r7HJIAjdKBhWwsTHaSYMww4QESNSZEeE1UUiAGuReby+giyMoaysUH++nNEmY7G0NYjbYqX9HjjqgcAjenJYshn1kNT9GgPyQATTEUerwkFIHoo5XbIAQzALkR5BWgPa6ZZDJljBLGqTaZtpn4kzzdZmpEyCVrAE4n6v+639+/db22g11omNr7raxFfbnp+NesQo8toBNbZwxdiBF1S/2AN0tVYX/LfUGo1qBel6EcfsgXpNzDRJoUnKhZ4sX0hqF9K0jcQGadckXXlaV1Rd4WntRopuhTz8eXVNxBcduLDjimZm2Ym1oxA13r4m1OFxWUJC2uTq6NUEnIyj2blhefsVI6VkeoHpq72cJxgcDJpuCQwrBz82dpc5v4kVOsLa9/KuaGAJl7106d/AlkCeJzjDVu/G8L4Gw5vUxJJBJ8MrhoTWJslmbTAsmwnYjQ4X/ma0y7yatUBRbF6ZZTCXVzItWFM5DI4B5EOguYiFqTalTQlGZKEt21ZpG29jTait2WH3WK0EOawWv+Lz+D3Uc0ITkj1+xU/wwi8GFOo5kSmonhNjBPcDYoBZAmqLAvkmBbYHdgQ4XSDQLBuEYDZYCSITCjYrzcRC2iy0QHeLgWyKSx2oAXVElIhiCcpCBEooEikHykpjRi43KA2EuKJJuYHTkHd1YqlVQzJkuL0yhyDZy4bIavH4Wd9+Oxy1Q2AX7Tm7Yh+177cfoomZRNwrNwpklMws6mVCmWwGo15GJs7aBPW0sKId127SbtPu03La06FeLZ/CfvHNGt4dovVqn69XDJ1zespaV8PKFWPPz+IiLV9LWpktyvrCnPKhc5BULXtbr3jbdvLbW7UHallcSNFbASbL8LT4WpCJc3ddCg3gmyhyI5rTqpCvxhZGQ7GFMVg4Dcr+Qp8Knh+KtFRCjuqtFK+nnYlAysF/2BHsGMZ/Jzr+CHOluL9XKpeWtw1tx5gNr0vErIRXvchawe+5fwE+kAB5xenzR1ij0aTRmSIOKQ50Go3JyAKQzZMqgAfEt2jFybfVcn1vkyQA0Qwk2m+0iFVjGjsDaegEiVFKquVTSZDcK9ZYX2N4UfueSx7MOTmbToi6kn5z1GYTVzhdVrsp2cgZ2Hs5p7NtecgZW9Fjsbc4JNkRSyQbl0azxpDUbLdQ/4eZKJsAb/E7MG8tgeeUm32Gx0P7QgwKiQIHjXyzKLrkRq4ZHU3D9CFMVgwo0sKAFcMiA2MQtT63j/nQB1/x/cL3bz7kuz75+eTLSfQVzaOaaQ0i9iQmacNMw2DRFMNcI0AsaCbKVFFURIKRInV4F+G4uEncJu4TWfHUWrUHSKHkA662F7DmOzEx1kbCmrJvjbnaXhs7gD+pJEXQZ4xIV7RAadJOglcCVGsp0vCUJF9PKkGjVJyuUpG6y5OQL/xb6S0emiKtDp1Re86dw/mWoMsPGT0XKodEW2sy19obDfrsZkOHK5Au8WviQT5juubiuNUlCprljZ+P93ZFfV6GteX912aK8XLP6t5Js6ujSxPUa6sLErEgj3HiY8zPeP63mJ95wVvKlpcdP3cweD0UHZJDcbB6jlfwKtbIt/HMWh5m+QrPfKSFjVriU4L+wQWx9EurWWsRwzh1JpuNNTk1gIFIQeRBgETE6BFCbrtdZxNMZDfMpAOCJIwKG4RDwmGB1yHBTdgJnnGOzjgHx7lN3DZuH8dyp5nx114gIQf43ykkTkrDHnjheZI5Xc3RcoCGXYxNEEEWUNmW1qXWENmV5pkrRGgNFIc9nC+v67y8E7LT1V1fb22ylF1f8u5d2OOvfh62pFdx917eeXn15c9A63c/Y+G9U0buquzB7/EUP6/H+HkXN0TzE1yzS8uzamlDxe2Ky3rK8F0RGfB6jtgvDbVsOEFfXOZ0GkVDRqyhI9bAcc0mzTbNPg2r+dSIX1APIq12iMd4CrN6nRAlSdJYS9UYyJyXeSmzHH8uz3Ce8zLnbT+v5ZwM/gOwei6G8yN8BOSgQZF17lgSf1icpH6zl/e4G9IyCm2IQRATY4wFxdKZDEg3kBFY7HgERpNkIn1vNjtlk/C4fh8enV7UMzq9n/d6eWI9YTy84jIZjVqPBLxQj7wcsV0rRaydYbklI2YYXQZxDQHACbaQLWtDbmSrsX4tnQQtrHN/VvupSSBQf/6t5y2F51eM0QQGao1yzwFqxD1Ac5S8MKaWKv/Ba1h5oczZIx4gKwJl1s+rP76BH9t4QM2hpGbjIUnHaAHuYj0rdGG2bHkhT7K80FQWtK4HOYePtCaU5oGRmd9d6j9jqDTQ17GwlCo1TTqcjFaOuPVNbvaY1iW99LWr/s5+S3dn0OWW2vIXTZ63dGFIEG1eV8bCiTKvF5TWTsLjtCBf3aR9GcsTBVAB/WAUrAPXg03gLvC8cvG57Y1K5qq1hhvWX8HyS+RcJQMzGUiWTiZzJvjC8oF4vzR5iXDjbaud9hULgjkJhiXqn8tIF3iXdOXOWTESPH95f7kxPS8ejSb7e5OfW+28aOMV7GVrb7hTsFxr0OlMN9xkAtm3fkTsKwcO5THTfyufxyf5A5+6eKCATwpEtsOqIf2WP/Am/hPfxF8wdp7uMg0fp5lzaOBeWKpHOCVOZgshC2IpLLlq4Xik1NacQDyypghzL9AKl6S1sBoLyDtEUkzeFSYf4JRHw/gzPueC9uVLVk+hkXJD+Fj1SPXosXBDeQRNrb5k9iq0Qcvs1epIRpKymbCUeeO1o797rS0rSZmMFM5wvzh/2bZAtDX5SUOyNRrYtux8eDb5in5GvsKzq8+Qu8jdb3xy7Wu/O3rCRtogbTGvfPDmGw+ZhfJC56ZNzoVlwfzQG29+8MGbr5967fU3mYvVBjKFK66wqX3IfPK9X7zw3F1iY6N413Mv/KJaqf6MnMOG6mq18Yz5ikm1g1lgxDj1kvYGjQ0IgOQCcJOYWBAGMdAEsqADDMGEMmD0+X1NPmR0+91NbpQ0YgUHviTCl7zQ7o15mRec0OdMO5kXHFAbwCs+1DWLWGESmKzicTaBJqmJEVETddrVmOWmXIA1RtnOXknQQgvS6viw4rA0Nioak9xY6o2KRqxh6GOK256kJigREeO0UsCPJtuagaRlKwMBgcWPshwTVDzWdJo8mi6AATgoDUCRqM3bBw4PoIE6Z8CC21s/ItqIqo7Q8DPxbVcbuUjku/p1EpSGr8HT3QhPvZGaFuv/Qfyng5awDuuA9SM+qP+gBXIuvJa4YFKDf8Bf8e9JS/w0efwo5t1Qfbk6D/+9VB2uvgTLcA/+K8Hpj9fDcPUdbrD6NoxU3z6x88CrnwweOID2vnoAbaheeeIfq1fBu5gsvBu6Xj3xb5uWL5+cXL5804LFHR2LyR/z2/+PtfcAkKO48sarujpMd8909+Sc0+bZnbCzeXslrcIK5SyxSCKJYJBWCBBRwoAkooRMThI2IMBgEYQC+IzsQ4ABgXzGwGEk5DuMAbOks88m7OxXVT0zWmQufN//r9XuzHTXdHe99+qFqnq/953r0b/kyMgkes33YPTrZ8j1p+JLPmv8lurgdaXzRw6RC0PPwdLpB41rrlvcOWcOuSy2aZvQV2At+xG2aGHg3GMGLt6PrCLIHCTe4EHqBo7pWpEukzUxpJIxqTo+tSEcbiC/jfZovddbH7VXXtkh40RDeOxR/IrvuRP9BcxiP/1/vGet3eWy2Vwue41kDzudYbtUecX3JCvi+NfbGHc44o1eb2PM6Yw1Ajjay2bAf3Kr8LhI6Zosu6PAGnA7HMAkR63EBz747kGSL04eIPsagRmwUyAMA6fS8H3pFlOhB5GHcL9kinr9eXMBqzaruyPiG2huPafVF3ZbfD6PnJizaFEd+wxjtzuSppjdwvGKXEzIgl3tnJSUBbNVonhT2EaDh/jb8Wi9aR8IknTrQBS7CKLDC1RvZKVvnW+zDxtWVQXYwIKQ7vM6QnTmoM7mzYdcOghogWWBVQFWRAFRJKZVpKZVhEvFdeI28TmRFceY1rIZPfw8eXvgDe+BMRE8sa7YemKz+Qata19vp/OAREdXc4Zby8j/RPc+1NPWd2pzmLPxXtVtDlyfClgcPnf9Cd2ncutFi+/m1tY6fYJ7Rsbq7rE3qgVr3HwbAXsdLS0qzYU7wEy7wN0FwNdNQHwCmPaijaDXmKMZdbIhcIB9FOuwiG4h2AV+D1IVxSYikHn3IK0kniVVyF+lHCLM+T44ywOxU8Zba73OoCwpFqvisDWl1LjDU+donBZib+ku8NjXRLwoOBvrWI7lgx665gKwz7SLnwDcmCMvGsipkiXvIOCszkDeSSZ7z8L+kU+qk5hWNBHNR0hVw2pGRQIiuSK6WcsHZI8OhAivymE5IyMfkkN6iEwDhUKsT7ezfAQImsDYkYA55gnnRVZnCedYyjkWLmXXsdvY51iWPc4pIkx703CDKCCVtVIMu7yMctDzhu/wgReqIS+dsKuvLJkUy8sl31kZwbEo3KVPGBj/E8ecnuVnOs0rArF8xmtvt9RGJnCeaTPnXeYvXopWd42f059r952QTBvzaJhOzN94Ex69F+6220FAx2KGadNJAgAR+lnRp/sikj3v86mhzfZtdsbuVFUswmqI0f+L3OLvcfwPvzB4rOI3DcOJ33cQO3ZYPoVozBDJ4+YgVUgjbeZvF428MdunSXqg3T6+2VrPBUPpetmxvL2RuZa9c02o7l6nJa6G5IHCynZn51SHtyUoW4h8Xo1l4FLepAncA6WrgRGXCnicfsXvoxXSv9Vl0RPH3nST6sqTmp27Vewx436RcZm2u0i3ljGrGPyPlXw+dqf3Oewru3WKVikiVqr41iHqW0tQbybIZM1oFUIyQibqUvsiNImsVSbgiRqmJrIjn8muY7f9/8mbpnMlRuzk1cpetKENhnwk6K+6z4aCMHxrGnANrR477UFDKipQ/+g+Y5k6kYRVYnHCBuosFyb2t2NnOSIq/GUkppp+SVMbdZO7u0Mud7iz5fQrOr21OuBBFkvUXfz12Du2Yu8lDFKgEfxWvySSTkfDqhXwomaL2JptyOb12gUCc9Rnn2VnNHvE3mxHdhCG4WhjTbK2NpBQzJCVw+6Mu9eN3H6/C6nYFQm7SFVU5DqJIAVlAkwgUZfyeSSupibl4zQpIs2UkOTxmRjNwsL6eNCpwL2wDpPw8JuHcRzmbsdvBklIBr10riT7pgcfGDw8iI/iUYhfD++neHpkUpOeOzz4Pedammuh3YpEiKx2EbqtQjRtLQrYv0iLyI1fjPdFd1pw42iXveub295/n8kzhfdvLXlLvn/Zjs7cfsatpdyt8FKYL71aOng5PDu5sPTNwncefPCBgd2QY8hmyLaRl0ojI7vQDPhxyTU8smnPHmbt8E+/fQelfgovK11Jvnn9t18i5frlIx7mw+XvvffII7NGssxrNJdmYeln4KHRklXgHsG6eROwPgnp7tynTFIekWpdRp7K6EJit7gL6JzozbqEBA6yPFsGJLTG0nkD2hdZEODpyBjVFZc/zwCW4VmBQzqig4U0RGGUQbghEqAOiThDKs4QLoXr4Db4HGThceJcnRsknKkEyMcm7ei2BBokYzo+hP+dgf+xr5XfGTbmAuzzXMtZgB1YngKSymHPAxL+2I/zNK51JXOBYDbpciWzwUAu6WKvHPsJn6VrBKPYpoGHwAvYpt1XsWli1aZV642eWMn5tHyI9cg2EHgarvSv82PybN3td9tsOvRQlM8xuXbH5Sp+SHMV24xctqd80fz/Tc5iea/HAzCJDnAf4NjgZ7pk0j3RPOeAbqJudpuSWGNbQnvR6Xvcbg2AGmgm1XQsFr2hJb/d8riFsVi0PhGdCER0FYBIBTVIAA6U0UWOi8IEVl2+vajpaT+ECZAmuHI1KK/LCQL25AeJRFNjGVtu8Bi4HKn7RBGehkFvL9nPPFg/XEWWGy7XI6Rbd/yQzpcZM5C00oXAC4a1dxuOQAVtjkmnHljb3JCcbS7mB9qG+r3BibHpmWK8paNpzmA2oj6+wR6PiIInWciPa2JvhXXLW2qKV50wSZ+cMGnR1BKbVNNhevJ1yBUm15/80zv+CrXzZ1H/4J8w7Z7g9mMdVQvu0UMuISUs1ha4djo5Vy30uoA5ogTy5pimqPlYktRMFcXwL2jtZVISjqw1qbrf60oDiG2obSZWTWbONjO2JbY9hmKxQHovyj3FcfWBvahj9yEb3GKDtr1Qu5rCj5AKTgSDhCLqEOKUobGAp/cTstNpJFufq6cVGsEQHIR021oZZb0M50brBlb3ttE6s4V8Cj42848rl/X0nxjMx9rnNCy7dnLfE3L9uUsWj8vVTm4KtMYn3sFuh5F33tq3Y8156xV3OrrhpIuvXvt7qeHMVc/0FyYmW2Lhvra3qWwdwfS5i/sdiGPqaB4GLnescTzoQKxHVPIUkSZAdjMa9S12e5vzgQCBnbp8D/BAjwfYlL1o0R5VD8Tzqmp7Dg0CGWl02xECcdSi4/cBTlWCSrCZ4L0lnSRRbQYHOYoaZsBsEdBJIk+YHICKk1E7ZcioTUGR83GoB/PGXEQZ3044Bm6HaVTGToNrU13fzhzovLypsHaGZ9z83Jrrl886ccrgyp6hCQtau4Iw+ZujG3wb+nYsnDR7wfK0R+3O12XtHr3017beWRdc+fJ3a7Qa+ZNGLqe8G4FpRurk2JzIat3QtDyem3usfug/1Fkke8K2gFsr9RYxdS4vvY2WsQ4Qw5azDhzS3dkwRG9Y37cyqjVsZRS2NqnXpQRSEVx3uSNu3ZTJu90+LK+iOR8xm7Dy3YuWVxBlJayAARBe90E8mk/RZbtQg7+fSAATATvbFXG5grh5i+7KEFewwWQKP2J+xsyIWJxBEAb3oU6gZoaHckODWYrBRZaSMwZuDnHg3jwIMhlaI6SCl+5uLy/gUPdk2jD2c/f7Du/Hg55sTFg6CI2lZSFdKX1pa/0O29w9EFrj2HjGrWjZzLtOOXFadnlXzDfupK47V06ddLa+ITM7GW6Zc8rll5d+vxaesZZ56INUc2N/40rXuPH5eSfNr2uDrtO7ph8ptMTdkf5cV3zkX0or4B3kl9gLNKauWxrUw2l6e7m2m1Su7XZt9Jnoy1F0evSC6JtR9HYI/tUOJftZdkaiM+tMhKtL6fVpYJR6MwcilWJv3u9Ue3N69Uq9tzEF38qL1E/V1ulk/8tT9c35uvLueLofJox5iC9PkugzSSQlk0BQ3cQFwlb1e0vE6WaywCeTiqSkWJwukfUPjdSLa9T2Z6qwRuU3FUeQMNCYgLfSpTTfwRfKiZsHQS9pT1xGMlPvqfD1OKZmKlwl8cpSY+blf1lkrsLd/7HYXOnPhL//U8m5UleFvSR/mOxvJbaZu6xsmwG2zaE9SO+Y2bGsA3sqh3d3dPj9Ouo4Zp0JRsrolWMxUtQ48yn+ZkjHPKuZWbOqZn0NS948XoM6agz4GmNPSvvoujG15clY/uN3asx/B++F7on6SyU/O5yApkRsLCYNaTsGk4a2rb6OqWc/ugS3WzTmnj9jL6d7uI7iaxOMj0hdc92yOhSpm1nH9GFVge/RnIDbE58nGNW4pRpfGV8XR/FyhvzqQrU/D4x9Xuyj3P/1a6Bb90KyoYbRU8tSq1JbUttTXCsFvoF0KtAmyPlMel2a0dJ6elV6W5pNUxevjHZUwbehezqbynvp7h+dTzGWZhLYlfIzLY0z8e9iLBl4Mv4xGDBzOR1MeoLCCulZk5gfiIfNdgIE01WI6d5wPkaKzmdicH3s9RjTHNNjM2OrYttiO2PPxd6LmWKVNIAxuA/HY69MgvfD1aBFjzFwWxr603E3yfuP6X6CNGN1kTtI+Zmx0RgTo5g19WMwM2aUfvy92CXTwUv4ZlP0Vhbpk+HA5KkUsqQCYzL9/wqKpXKvM0cfGIs9gmX9esyrfBkbQRYted0AIQlUeRRYF2A07FKuCmwLsIEKj8q+pDS6EF2AHsfe7E90c9Cqw1EFKorbjJ1fUjBQklaa15kZ7EQO7tEBB0XEuY0q4h4kguDo57on05mHGlZgQegXa5Q2hbEqdlW1S88i7EXjZomnIm63HVubJ4E/spdUEzy0f9ioHpgxFBJ2eQYpbj/d+eYliobEsMOD2arNGTT0TjLOV3ePYksfLUQNvDK7y2l1CDl0Qe+k5WcPLDh98b66O1bO3V76ExzaXpusa7vR49m0ZvHJ2Yb1PadfPHDzwuyUvhqobD1S+iTRWrXf2M7PqWIqTGVP4NaCDN0f9vqe6QMJwq1phKYqjuin6VgIM9Pgtmlw2rH99sfwfoitP6OKP9APVnI3kNxqOPqY3tKaNTt1mCnMKDBqobews/BegZ1ZWFlYV9iG335W4AtE6Apk00iBCF2hmqVT2cdp4BvMqF5/CljMrwFn6bMZmOmE2zp3djKosxNHI116R6ET/zJwfee2TmZnJ2zunNm5snMdbvJcJ9+p46Cwk9ytEw+kTr1vIn4zeQb+M38h/nPqaHVrs3H/gpHiVCh8D8bCdLCW5LDqZgaq7XBb+87259qx4v1E72sv4idpx0/RRp9kWxvc2QZntsE20rk2XXXjP/gR8Nku/Ac/Qxt5hjbyDG3kGdqOJbl85yEquf1L+IYx+fP9rGbktVXT58vtSmt4fUy7SWyCYAA8iRiyJPIkVh97R8+tQAB8J8ftWA3s8Wgy3wBmPwHpHi5ZdeRX5eGh/FECZP6e3pjPR6M6zOuCKY8HIfaA8zNwg/fyn+W5cD6TX5lfl9+c355/HR8y5av798lorNyLv7RyL+U0dBZ/P2gjuUjdFRdhfzcE3d3G1sIukgfURRIDVnZt62K66G7CMSm331ePexJzLTAwwDZ2Fsfk8lHfiNoWrozR5GAvB526CJemVqaYZWSH3vt6JJUKBrHgJtcl30uOJlk1uRK/RYbTstLA8ipDlZRpXva5xlz3XQMnSUgZsGzVvKLB78uFUU6FZ5Q+quTCCBPGnD8ZXVXGEboJ/Ei3Xef7Z/M/WxBiIgk9sSzxGYGO+/PuRFxz6QYY4YKughaNRJsJFqGGX/QogSbcH/08agpHw7jZlT6ImHDLjJadNG8MRnTBmo+slwq9ERgugyc9F3kvwquRdZGdkdfx28/K4EmrafqlkYE6ZEBNDYIxeUNTKs9t+RMogeurtXGP1XXOwSbdy5OEZp7UdU5D2FRf21LrDQQ9QY+HVAV3tNQ6WvCRJj0A6rV6pr7eWkPxMZ0EH9OMzOaIp8VaGwylUpFQqIYUfY4YRZ+f1Fk6D1knKHQuN0IqQEciqdpgTQvwONUQlFGohhSB7q2BNaGaVArHZIVdeiMokCwt3RoBFs0Ssay3bLFwZmSxqNjf3EPmLaVA3mQUga64m3Rmexird5+nWgvaqKxjM+pB24h/CcsuJSmCMtxLndNKYejy9pDvKP2NnFZ/mfb8xuef1/BvBby/WtfFwBKJ4qivG+YzMF7IVYpFu9xk944754yTXTpOdPfu7XvuX3YGKRi9BTI3nXNjTcNrvwySitEzT9DyIWXJdAY1BmDPY+efPmvBdlo1+u17f5Ebd0Wm8/B/DNxrlIyubaq/9FyzaeaASRndnqxiW11SxRGajn2V7aD3Sew7EBfd6clvj+Hh8wPdEou5XNiGRInSpUJpqanLR7AozozujLLRKhLe0HE4V/kqNpUDvlpyge4naNrZ01hctAi+9MV6JIIDOp3IrJRXsaguwzL6XIQjUrsSCysbqeTalPfsG7bOXbV107Gt6wIDuo2BE0mmztGJn09ktk2Er0/El5+/Z+LEmpry5mjdiY1fPzV+/TDTv61/Z/9z/Wz/mJQz6rH8o39l9dLcBj/BBASRsNuBLxgh94rQOcn/Cisvjb/3c3AqyeGGe0EXyOoRFoEFsyJh3biOXWfRfHIprA0jRBuS6+GLZYxr1pdxjXB/hUAVl6mfXcbOJs/EAQ5H3LoDMWDy5PHjdYKdVEOwiybDcSBTvohxDcKL/fQaX5SxI+83rsHcXL1GIhGO4GuE/Tj2Q0wCho67hoEnOKdCE6y/msF2kh9C+4IdWtwRkKnmh4y+SjBR+QkVjFKrD2QxNezEj/hgt8NBEE3JLSp6dPQD2r6/2t5P21P8U6N1vNy6mlPxSWX/utXHpMCpRtsZeqyoE9DE77Ydrrb1H2s7l7adMaZtKT92X7w1wBz65nOj7aJFRdx2/rG2dG8/tckm4xngBmwh7DT/ZXcy6cBCkhnTv3L706rt/bQ9vjYDjNb5Y9c29p13Vfad42ufAXYZz1FI8Xi0NB/ftrva1n+sbQdtWzjW9ni5DjAPlfJG2zYijmPbUrlj36uMM2uAWwvnGm1nUcivece3/WulreVDNjHaZrTVddJ2/LG2Bn5Ipoql0Q8b+LkgqNsZ0N+PfQ9msm5R85PJcJhMh0P5e+2ju8fikOJ47O6v36PHz+ey7O8qsSXWM5+P7KF26o+j/3l8PEZlH8dj9PwlkK3id6038LtIzMrYuWAVQ+mrKoYSxUjSyvhLBCNo5Bz2A26CgRFE7frVI5/S729nzxxjHzvBlXqTy+sLso5Iqx+PLrvmEGRJEiDkOBOPmE62VRBaW2u7G5uammubGhuzJDnCmtRkyWES7K5gJ+PzIt4FMrnD2cPZg1ntSDaLX7IkyY3skMoaM465jM3dTj5Q3HntMGmRy5QXJGAhlx5jXsKQQMIb9oXamOB/ZZVSGcjA31vKxqZmjSnmI9ZG0XPuwO77dhObVLOW2KQt597ocFjRqQMD2Nwse9VldtS5xvWuKZr52fjQFfemj1Zs09qnKrYpeP3KpVVfixcMX4vMRYAC10DH42r2Dg7h4xI5zjmY9Mgfq8e7K8fl8UyaPRkwwDs6HrXjeLAZjAMn6PGWaAB42v0BSRRVLoB/JrTXipIEmlryPf5AIOpJ9ABMviwF+aEUJeQkiwGYbLRyJTXrmHxJsvPYCNZC0E3iNV5QkIDfC02Izm9XFm1cgrEdwOkI4U89DA7oi4GJkUhbWzxvTSVigsPlFJWAaQ5jkhUhe1Jb19UrJ0c7ZjWferPccuE0ayrqTLX2eFyNjfUv+XPxKV251u4eqNTNqBtcVXotNaPR7Pe5xdCcbFKKJpNKY2N0whmT6ya2+DsvqW+QnWGnL+mWNH/0mM6p5JRqKvZhnTDWTiYVWSzf36Cz2U0gB8aDSWAqOE+v78v3RCdMnDgwuRmFULQxH52cz0+OIsc0AKapiiI7FFWdMnVq/yRQg0V0V3tfcyhHVhl4BCh0ajY7gon57rB2BFPv4DHhJKWM3JiohjAS0h40UsDIbkhB4Yi7g+lICFjsQXSGtYcl619OWucol25CdIcFJncPrGx8R2ef95jeFR3XW6zx1LZ0p7rr3K5kPuRtrKt1uxK+TM/k6elYdyaQrYvMLjzHWP0xq62xLsxZxtVku8+f8pMTBgZ+Mh0mu5sDqipJzlQkunR8fXFw7sz6zORCTDTxvCi5+ppzpw/O6oq1LLhwYs95TQ7/QbGhKW73Ryz1Pb5A/ci9m2dvmXPjnM14vG8a7YcsvAM4gfkpsw0b1AxFvecMWPImhgwt3L+cOwQh2xKQZc0m8JLmNot+xaJOOcXcnfKcsGB+NCAKgVSj554ZV5bX7konM7+uzJmQPGzw5OinBjbiMbxDcpziHZZxh7jdoAdgI7jH52/C0t9tJ5O4PUjYNX5gwpQMgQ9qQhbQO0KknqLk5bCkN7cY8DwUm7+MwJOLNsF0E8xAUrCrAtJDq1gUneX9SRWgHgZzqECOU5SegNIS70pZ5EmTX0RrHEm7WuMbijQWTFnFPq59vK+/Xqor6hF7Z03L9KCB2DOrt6/X5+3p6/NTxJ6lCxrP6q2bWpOuWZaIu+usSsyxMNGYlzqmnFrX3lQTtYStrOb0mj/l7RYtYI5rBL5n/RWlj5hhzWYTpkkej1M81cA1bB9dxzyGjoIk1gw1+3B0ce7TNYhhkiksvU85RNa9D5mAAjK9uVwOi7A1d2S4uQVgPehUUNyB+xXvQYXKKK/kVJD9HmScu3KM7YxG3lMoNNu0YK1nqtmlic6ikp3RHuqfumxWsW1tcJ7qtUnTxzFFi5P/WNEkFF1x0Q+7etedf3oKoWjvwrZbrr/tnHPvKDD3WVwBNZGp+uaLjuGcYp/tYo3Mb84Ad1fmMNhflddkBOV0eAZ0UKycmcewqqidWz36m8q8L7d1zBzsR1Sn3scMl76uzuVWzxvHj8f7Zv+lYn+tv2SeZP5Yfs71fFMFo9T6z8wu1l7V0T+r6Gh8fBD9qIIFiP0mntjVCtYe2o0/Z47FnegR/PkioqdGPh7tYFzMRNABhsAWcDOYo6dv3rp11qJTTpnVM338tdeOH+8L21pM9ZItmbTZzj03XF/fNQsWixfOAmSp9yApP4z/l20hzQLL0fekijzZcnewuUWt4FLR7b/pY4VTaPGPTkhkP01L/ASN+sXp6ipmMofSdB+QG+sqMhKIYbU74/TLvNG4kjlWNiH4Qs6ko1wPpmDUJqP/yRPkaDkMDiu5xQ/eNH5czwTOLrCyMxBpa4lFLarPGfNYf8xIvMkTMwVly+s9tc4aa671htvdeRcMXlEMIM7kd0Jo15KcKmkte/y+RDqQStma01La4Qh6ff6GHtWK48suOF/kbIqf4xkGcSySTQzyejifij+P/LZ+bn33aW2tF8y+qivKmtne2qZAsD7g9pm9iknzypbAqfFUzbzzvUo2EZvXOHMahD+BWbvFp0SyMiNwGo61g0UnX/roYinQ2BRNWE0et1dErM2WmRC3BeOO83tPZmui1oaAHGyyKTV+X8Hn60lYrJylt/H2wT5fywmzGmYBpnTO6N/h7fBt0A2mgLBusduTyfa+xklQCAQgrTGtHc4eoW5Pc0syWikeVqYmrTKCyiurZeJjKxKCTsK7HtgLjZQish8tX96/RXZ93146g3UFAzPa63rdvpDVx7uxuvEofF9vb65XEW0p3qQgzsK7PHYtau1VfLI/0uxxT4l7HD5roPZKf3RvU2cwELI6XL3NqRNyco1bCWVSYbVbDyS6Mg3RyBKrX3F1J0XR5LV24l6bU/Fe0e60mBwBle4RGT/6V+hlXgRF4NjDtLpDjUmpjkj0wSMHicgmscyWdXXFctKlKifuu4E44CZdK7pVWFblnbAIvY80Xb7eJjW6VJ9NFjWHWetONM4Myk7z4Gq7qzWcsYZ7RKvnuukz+6c/3NI4uAKesUIvBDudki/gl2y1NXGz3Z1OyhAGPTa7061YOVEVmgqRtva+rmiCBWjUOjoKQ8ybIINH7DgQ19VEMTeuq0vvqc9pWk7wYY+LDL/D1EfAngLuilEdqVryzWBZZWfXmO0Dx+qUOB25Dli0l9NQYEgSU7VDky64zCyb05GA6ndaWgsnLx43ATLuhJwtRhMNzUHfRCXoCNSbZHZaZlxqdlZPfLYo6A9HIrOnxXoCoRMasZTkmmzFUDiRaOIteDRkG8eNm9jfszwf8QdjELYvjE1pWpIwcFJGhdEj4Cs01ZbmdgDw7VZNYN8Z1Ua/Ms6NmMBX4Hzj3Fc/N86NxEn+xcjg6LPMT5hXwEJwIVgHNoLN4EfgNvAIOEdv3XHnnUNDU2vzN1x33eZrfnTTTZddcsm6i2675Zarr7xy4xXXBLovuuKKi7oD13DF+XmTdVzcVQQnWSxk73AmiwcB9rwwZQ1Hy3Bgieb7zqtGfNwsEZ9aovEykIi8oYcM4BSqi+gQcTmJYiMCFIDH9Fqu3MBVPm+wa6zmK/73ig2WWcYd95rEf4nSw7JQ/W75W4z523ujbofHq2mxBpPP1lRYVvQl64NXswrSzDFBdfDmp4tB0eR3QJstQbXeo8Y5PixZHm8NIo6zWohOVFP07G1U7/HcMb3ncxt679tHGzoiU+u6YozeaLwZGV/fGRtobI9CsWZaHTOu9oTa0t9cbgaR/ZVumeV5zRzwaxMsLSnPhssbWsJO3qGeak3aa2dgfejzV9ShohjqkJ4/LZlMzzLUpbXWYzQwa0YD8b9VijA+J6rXzgj11ZZfL6bvI703z62Zk8a/fCjDKbIkBhyy18wF1bpGwH+bG52PXsM2dAO4H/wKvAxeA++CxXrjz39+0VXNrS8///xLL7xx2z2JhZPOar3nntazJi1M8DOvevU1+V9vvHHo5L6G8MxHbFAmuid3kG4/NAZupiJqWNayxmimxra5JRqPpSr4RjEj5TBqGNheGIJEysp6mGSmUsQHXqhsnqZS4qbKueA2ih92QqoI8JexNDhITOBy58uXK1+Fyurxoph08EK1WtexDFLjJi5urKCm/is5hUQmSfXJdGV/DirudsbVcNzncNZOCcUVX9CbGimEFQfLWlmv9S7Z60yFJV9SdsPu9obatNlu93anQsWYkvJG7KLf5olpTi0Foao52vDoUiSZhxCxsYxZFvioiRMY/rzWoKkqsqyGRfarb0yC0tycjtfKnF2xsjIvyFyj4rckFYW/uyrPnGCYcTdPxfmr6VjLzWkan2L+1HJSy8jjCXvcGg3YPfEYiwTNxvPhZEpTLErC0eSGVmV8OuLd4CxExq1wdbhdkGtvDUYsaX/CwkmsRbEW4qyacLtVTbPlZNUk2k0iY4k4rbzm8Zoki9hoccqeWDOWa0/wH8S61d9mjXu9LbWxlK3RL8leRfVKPtEm+3ye2WNFPl8oS3x3wy1U4i85MTGpaUF0ysi5S1pOfEAMa345l7C6ZQvx7flvTxj9A9qFZXsluAHcAe4B94Gfgkl6/Oyt9207Ycc9d/FbF+7gOzv5HQu3csEfL5vVL4Pb19RFN2ywBUnsn8lUhDprrWjOIzQVWSOWKZeqOH7u71OHzqgh3vVMjC/bsHKYV96bjKW6ihGOnY5i1lCYAu8ou4+tYzwQjqbsjtWcKUMgqceSNBKe8X1zWRIDE41pJ23oHiR4ztu8mfiEAbPMnF8MmiSfg7HbMMew8Hx7XiSphLy+ZLgrPr2xdU59I5qXTGA7rwUjofDstjObbUq6LtfslMWwL65oKpdmoM8tOyR7+j7FaYoFc6E4M0kS/dhZxIqPR6xk4r1uwSdIiEEjF0c88Ujc3hq/4OYRLGffLmte2nK3ZOUUh6xdHHZSX5HqO08w2kLEQlWq3mEkUaNaiC5FTCzaF801Z8PK9FiT08XyotPV29c/PnRiLzQraj7F+lSP6AtwrBg8T1I4R6J2bm1dOFb8jq70SkRwmqbHfC2K0yzZxbgPtmHBqV+SXVI6y58QbVZLAgA00oXt8AFGpBb4NjCgJzZfc80N1y32cDWLF9dwHnbZRRffdtNNt/xo0sx5EQUu6z3hhLZML1WCGWpssbWlSi9zsKwHjVmP5pYi9Vu+q7uoq5lzH6e7iKIJwtj3qMrvs8ypit0lsoGqFdANpYb/OyvRONVvFQWGwxn6elu4KVIbgoymOott7oDAmHgLyxC1I2NdEuNlzIB8OBwP2B1YrSUUd8STGnljrN3NtC5tI3b3DipoAjatX4tWE5LsYa/S7OJNIcWvmsN2MRVMubCyi7gTakuo9Di2oVOwUf1lXVd0AL9e7I9NImrEpVE1YmJMnOSwUzWiel0yViNNPoc5aH1EEDQ7hxVU0qocs7AbLyMW1hKgBlS2mZCoYg+82RdtsnldoibwiolV5bPNJjNn5bmQK2XraIfzy+byprKpJHqDK7GjX8BvmXNBJ53/mgNOArW6bVJ/3GaLL1o0q6+3OLV5ViANqZI4eITCEpC31GPF3tPY8W5MmPzDgHc5o10kcPyu/4qOeT5FbkxVY646ll3w29JQzcJc58nNOXZZfVri3NYQHien9v+wyxioLjusYZBZafEnslHsrdbXTao3yFt6EY89+BoWfc1rV83e0uHyOGxmGMjhMRYen086uuuPG2Md6xwBk9cRDLbE8wMzZ885Ea4rE+1iPG7+7nEE7GZNWW0MH2uY+LF3jS5hTmfOxHHZUrACa9/zwKXYv9gKZump84bi69dvWXLB3Esvbdly7Yrly087pf3a8dPByjPPPOdsk/UyVw0o+61kJJXHEfEoqkEBITkh+OEj/7Wv2gHDsDIpVUa5oJa8ypWKVj0Wh5ORUQFpO9ZijK2v+qKwkv6XLLPI7UqOYRacMrL9+8ZGnWyXVkUzFn8kUtMUjUMzhJykNgcSHm+E8gkGQ8GuzlDM2pp0WH2yw5FONWQd5sZ8OFaf9HhL9+HhQrzNkX8uMxRuwgxl/lVpVO01sZFfOFq8sjWZgD2qAxtQu2b2fHdwQIvJbvFkJnS0zZhxrlxmqseTyE0lXF3TuDB1gg2rxLhkZjlPZAbqyPZ3T2hp6YfYjxxXNzuilz4pj5Iti1tOLK2Y41XtHrG5VZG9Ltf5ZTmgOEQ40oEeaAY2EAXKLtkd0TBHD2NuNrfkDFBGSmA6ZxJ1EuuVpgl9RD21bn9lXHac1XmSNxKWVDiztBWJoUTSxuiq32yW1FRLfEpaZALx2llcq6IGuDq3ogkMKZpI770C3/teMAJ8IEYqYWB3wxq0ixEO0jUSkj6pleUGq9V0IVoOJMm2q15YAfAhkT68t/RwOOnLvbUWzgxYnIhR/D11DdOaMpNOSHvCxR/UhkLTOEGKYoUU2NQwp2GtJRMqGnOKn8JfIIVjgR9Hul5d9nsCCGpSKlaLH4I6FdgsNLcYDurYjfDpyk749LGt8DljLzyWUfgbZcaadH9jdpwz6anrjExszuab1pvCyuA4PZMMZsMme9KbawtO4dgTbp264cI5c0+UrEF3c3bcwmXztvERef6sq7OpnBcLZyY1s2a+kS8zp7QA7AUSCIIa4NdlRzRgEUUWpX0BYPg/OIAkjBMINHsrQZPhhePq3mJ+usuYtBnIP8ajOVnbQHZKYZIeDWuOaY2+OtmhWeWpKRv27RpMd1sTtmzRNtnblsNuki887rS2GnttUbHIg/4mRXB5Yg4AR0Oj+8Hb4I8gBaxPC8Bv5zwg8yrMHHz3YEtzETOskKPVc42JZqOAvTNendmh/3cxKCJ6PK5ZzZ3zfQ6NYSIM73e5p7b2T/Va7b/g7Sbe7YsUFTO+jiCYnBo5IgddvoyiqBxvETiPQaPJo1+Az+EaUA9aQa8eEnleQqAQbWhx2zzJlgKKSqxYm/G4Q6KohgAp76y9iqXdRnKAsJqiq3LGWhLJ4yHrFuTR09WZDeIUOirpoemKkTDytul0TevnLpdiQ+z8THt8fEMkibCvZScWOty8MBlVzOn6gj81yeNw2VDEAvPJvpjktrgbHeOLQZttQq8lHPSaBEeNO1jX4I8qYS2TyafmuVMBu50L2I05i9BoAdN7sQ2PQ/z5fDqW/kR4AG/BPJgGanTruI4Oe1M6TbjRqzes93CYI753fQZXyhOm/2vmpP//4GHx/zuH9/+vxIAdnTH6JfiAGQdqQQEsB+eAs/RCb1dXq8tps7WevGLJ9GmTJ2O5AHWZeHzJ2e0LdPa03t7+udPSeRTG0tHYeNpSLBwB51KQeY1YMhIN20jmP/lABYVaNCwi+D8NMsirUSX8+0Sm9b+VGKJHk3kjIYEOWxpCO8lyRTpvZCXzAi3nTpVPkYxeOgWqwA+cTsWK2NmNxZheF4mbORuWs2iwcX48osip2pwvMQEH2lbGpphLj7mMtk2tuG04jjgOGa2b5sXDipysy/qS/aQ1GxI4WBPXI6Lb7K5z9BUCVmtHwV1QBC1kd0frfGElpDY0ZROz3Qm/1YFUiy0T741ILourzqHnA1ZbR0H2eV0CbR+r80WUoJppwO1duL2d80tWkh/7Velq8DGVYQ+wlQ7QudKnR/8CBsA1AJF8OgbBSj5dEVvygb65fZPn9s0lY3w2bvcobSeAgC6zPAMQSR6EHMgY7Cqn/6fL01HevrnjoKd8hT56FXKdSaPfgmfwU7ix7WvQ7arFIsrrAY5qZeQJKRaL01AQB42QAF/T96qhGNIEqyHEuIs5p4CHQbqc31+sZP+k9nU229OpmHoeOzDAnmpJOXKp5s4fOLxeR3rSxHOauxWnR54/tdidmS755JB+ssvpdDfUk7H99OhqTAMB08WPx/bldLzPxscepccC1WOTRuP42a34WBB/TtNjYPQgNMHVtjSnlJ75eoEmcMroD75ppPnyDwIIRuAufE4dnfn1dficWjrp6+uM75VugSbQYXzvq7Dxva/+Ss/FwQzwFnMOPnb/aPzbWorlnRj9D6xrnBQZJI9jrmQ8xpmSTQmXzeptScSSCRfrjHNNLVbWxsTjwZo8HnjmfJmWhvoxKrbjkURxYMiGiCzmVytVMA6j1r0x+ySQkMuADaDBN/a4DQAFp7u1QPP23gw6OYmD9a5sKJR1mUynMw5XDLmddZ2d9ZzILS29+hNL0plqvSe4zRKzpY822RmWwSe6a50ul5M313rrrBaLir9bX8+Z+fRl4xRrPqX7Ez2KYujbBaN/AI9BN6HPqPXrs3F84h/9K7jROFf6BjwGppbP8eQcCI8KVJ63jv4nOBeeCUwgoVtMJlKLyCSQ0FsAXmywD3sOejX8BwvWQYIU4Y6nC1SizhV/+1vx3nul6wav67lwLfjHa/G8ifnvr4VwlCrEC8V0+VrwzMrF8DNvLW0F5wIOy04NAKW7jztWWz2Wwfc8DM+0pfjae4DG87UrKT1Kb+HjJeP4L4CWxt/YQtYGMVViYAX+Xh6f32Sc9xnH19HjLdjfehg+TWSw9O3X19Mzl4IraP9eA9OgBP8C7NgLxQMQv2aMONweQkQZEvA4uv5eqJvWGc8vXN1z3rnRbFcA/kWu6xioLww0Yemb0+TLJAMCxWAAgH2aTWENIYG39C6XtFtiRBHeIUK/CT5rgqLJa5piOtPE3iFAVQgLzMP8r/l/5RHgNZ4xsSYGilBCrMiapL3MGr1VZxDiOVF3defDYkbcKaJOESIRCkjkeB6HB7woIO5MCF0QWiA0s7C9nAenCVj2zZPZhSxTYCHbzu2F4tWZ4cFBbX951yrNYsLDAfTu77W100/lpKf9vmkj+7XLNnLVnafljKfBIfxTC9NRIQqjMsM+XfrNYGnhwtJb8B64smP9ZV98waZGfgYX43FPacF9gmmhYqoeftqOWBtLO2U+ZDlq+dyCLBaetZMDCkIcsJEseaQgm4gPPcnzCjnj0CEr8c0thTzviafyfE0wQlAL/q7bbc58Pz+PP43H9MHUwKSwERCHXLIxP9E238ZcYNtgu9WGOBsUbPgaSkrTIP7Hmcwk9QMHrxvYW9kHWRYTJjM8pB1Z/fzzJDV1/8h+K0XuHqKbdUm3ye574Ok9RLfsHqQ7ejPltEyDRCQzvkAp4iz/JK3Y0n0yIpZ+dk7pZfgZ+riUgz8pDcKjI+K4n339NZv69wf//a2v4bWlC0h+3vLRD/kDbA/2G7DvCBfrXVk4G54M0RI3fNADXwnB16OQqbHVxGqQyDqaLda87Jjq+LMD+Rx1jg4HQnhsJhiBTzhiLlpWTsaa5FDxaPHzIiruZW7QWyL+Zr/uX+Vnl+E/6/2P+1m/P+bK5KCY8+YYJQdM0Gky2UiF5Uwj8qBGQntPSg/rnkA+TPbWUijDleF1YSYcJCf9sZRwqmWNhWEsNkvMgkwWIGtyBFswJD/LrMFxXRdu5XLZZEfCb8qlin4/8IWjkbaoT6ebsq2yOe+z3KgqNOumLgr6tCPDbwytHq7sqX6T0vjAyAGSJdx7aFgbwaR/AfOj99DIC5V0eirENKHvID5DmbJ62JDidoqiN1g/Rngpvhf5oUDQnBHZ8/EIShWiTDwmJG3RrJtG9Vy+DAnsJFUUouUVeP7A6sz8uueXTdl5VxqMtl1+9vO/WXPxjtKBK3qZX0X+aWuuNLwanvKHOx/5610nn13604l9A31tCvdv3rUjq0sLeVvr9Rfn44i/Z17cb6l1eAJ3XN3y6ITOk0+G8g+/gMwtLbBj69Zp8x7XT8jULo5e0mWqObqgZu25U4wcThXrld/jseSgUdhv9wF19POnXL68lUC42s1qHqkQ/YqDD3MQB7oyHlejR59yhQmy737dIjvzdmdUC0UB0iE5Yw/kKa6uXbblIUDQhVCdP5EySybdRBN9sPLYbnrcxOw3QZPDL+9lHtDtML5Tgs9Jr0vvSehzCUqSyYePP2nhE/jlCZMEeoeNcl5Dq3O54WwWknQrwszX9hN18hrBsjJyLl+bNvzGcK6+yhuK5B03At2oNV7IWaMRqwOH2CTwp1Uu7JU3xVb295d1Dy29feSUjRuZFfCinGl76crFmZVPP/1393nNN205sqJlOvzV1GVbpvTAX/0U7iv9+cRe8Zo5fqX0TenVk/3m0pe2kLE3at7oh2wv22PjzUbNtZswjWdS3W0Dq3XvXcyzDONm4F3CswLjEk4XmJQEU1ZoIfqJM/STnZVM0fcAVAG0IOBQUmUMXTum3xZ2O8s8zu5nP2fRIayBKYq2IdvaEYJdMkwJRrb1l6UT4M5HI3BMV2eW/vxVaQZ8gPGV3pvde9mll67vncGI35S+xGr2kycmt41sb5tIn91ffnYZ+MA9uu9Z5vcMU2Tgs/LvZaZV3iAzExU40QtNNsJJM9fs1J2HnMjpdFlJb0TeRXoTZCXVAWWHw2U+1qmAzZXidRP7P/SLAC2/RthsdI3CKdP+WQ2telw3DR4bXXXmnHHnmO5ecMGxDj/zTLXL8MVn4f2017989v3iJAPL53o8OPbSfp+4D/C4D3JEbBZ1Us8BcqRrDE9tjhVKJhZ/oRY7+byUgjqs5Ip/DuEhbBgqslrpwvPPV8V5mCh4a1W5o73fvoE8JRa+UWpgNDb1/gN/eIvKk2f0Q/RTIk/IRXnyo9IP4KP42Ui8sEAPM3yEhyoPV/KjPMMPAg6bLU6BEgtSFZhrh8Od3w8hgBp+wJmQFSB2GIyE5SGDxPjxQG8vfr7hwaGhXuPBKMbbo6U/QS/5ZVNfT4Skq2AKfp6r8f01gs2+j4E8cyvDmFTecC1sSFZSo7iZzZTaIsAZAhQyg4NYNIlcjryArw3xXaHDyDlMGvsprFF09bsv/XzoLAh97BUL/Fbog4+998Gac3a4nxlfcwazgdABe6jsCjZl5xmyV1TdZfIIBQbrqSdMBYDVNuUbdnHRPPxsFnAD5gKHHR6ZQRJLpFNSCaIQJg7Cz/nA05iRPG/GT/yUDiXq2fhMljxQRVUKS59JyIokk5ziyBKQgWJEmcrA1xnIZIYMph7erxEVZMAxv1AuMtBL7PhhKq2XVVNsMD2FQhEzu+gUcGfnjeQuvhh677sP7oKDpx9eAf88uvEPGww/FdyF/ZtTCbY68tPPWBbZk+hnN/08G+uXO6l+6TPyO/DnEPkMjTE7e/Qz9iG2iPkTAVv0mULYHWYoCrDJ7XEzgt1tZxSTCtsUOFVcIjJF7PWZIM9t4JhWFk5k5jNMOwOx3oc2is5EkpUYF++MykIwimQ6sEHMS70pnS9Xa+IzVRVUUT9EA0NqK8v/TqoM0xigqxMG1q+QrxRXMIwh+1Dp5S8/K/2yr7+0+6Z1V43v/+PpizZuXHT6ikWbNizEwdCXpYOw8Oltl2+8pn/yJevuuWJid/fEK66Y2NU9kfB/NgjhvpuAE/ynvmmTBjnNqd2ioUss11nusjxrecXCuaWiNElaILGTJcibXCZmEn8bz3C8k2cms7AI4SXwOngXfBa+Arm3HR86mGsc8BYH5B0uB6Mg4o0wdiRHGbMQtek2va45r9pm2JiO52zv2ZiwbaltnW2b7TkbZyMgPgyWNk6mGs4XypMvb5G3y4/LZEVcpHoEuKlfquhKmZLKGEpqLxgAX/SVZBlXy1ZkXqBuS6Uo9FD1L9Q41FrIRyOYnihhLa8mYKL+LIs9itKOlzOl9ffc/NXIj+5muNK1p0Bn4P4PPn4gVfpkAbzlr5uu+OGmMrbD6J/YX7MZ7GEHQBL26ftNMU+MIZOvjDJRna/eqj6osia1TWV4fgPP2HgOOieDhYDBBBTgJMiYOA/HuDqlqRKDVBm2c2af347VqRgKMjgygqZca/58eDW8BSKsjT6Ef4d4XG0At4IHAXoBfAD+E2D/067K78mfyaMyiy9h4mWzpCXS+VUSVCXo4SVRNDN2VmFDvqCfTXiiipCIsjJkgB23NE5aBXoy4iBEtqYj5EXQhTKtBRq7HKN3OY6nuMr4x7AzlWNkRBMkB/KK/w6ttuaIhcK+uvL882Sc05eWZgNmGfNl9WpIi/SQ36RA8FqJ3KeLxBUE2CdBhuTDVgGWpZ/99YmX3vHuZ6UDc69euuGeo1/C3IL1K5Zcc8oM+GLr46XO5tOXbDrpB6t+cAVs++zRjeedu+aK0utfPrkBtl450BcoXTD+Drhp3LwrB8Zh/s0d/VAoYN8/AppBEZ6pYy8D7mXgFLQIMR+jrxFzkQxfNMM9VviRHf7ZDaeEF4WZfeGPwl+FER+Bk+ML48yF8Y1xxpuGF6WvSTPeenhR/TX1zIWZjRlGFqYKjE+oEzqwfAMcAuAowS94RVr/yYyjBNCitURakL+FhAleHCIBTdMi2kxtv3ZIO6oJCaRpXjFJw4EgjsZwOOAg4cBzjtcdzDrHZgfjsBHV7A0KjcTt50AeNw2LnCz4a1Mt27Ed06CqYWWuaUB1RJ3ZqKqr5O7eZA1W4tCM1GiUADd3TsgDPY6PtWuvVSqqZyqwWJVogKiqoQPD5YBg+LuRQLnB0PBJ3wkAqONBwtahofLwI++hMdWT5suLTYb/b8z2lCOA76q7ZJS+CIXe/pF7D9967dsvXLEmpjHPOl7d0Fr6NHfpRTve33rvW5/ddnPpvd5J56/rK7SPu/jqvsK3fy/N114+paOWcd6x/tprb7557Q9+ueRyyNzWcPfcWTfffO9d/3bxguVnL9y0fv4pP1gQG53Zhu3CVGwnJmHbGAct4CRd3dgMNzXATTzcyMCIOU14IY2SSr6sz8o3kY9OVo5YrL6oPxEFOVvUWhedgd32Mq7QITJgDg3TKGq4dz91aCgkVSUiqi4qFcibaGXrZJSccrrKsdAxtT/ptivff//K205fdt+PVpwDY919J53U1w1j56z40X3LTi8duWT58kv0zuXLO3W49cg5S5eec2Tr4vkWef6Sa+b2jR/fN/eaJfNly/zFm5asWrXktGIuVzT8gTnYk8K2Esc5Nbo4oMB+M4QSUby6aBFgFFjFqJQpG63DhjMJoxUWRfMAj1T2ztLR7knrsaEp/QG2f/Q5LDDaxsVnnLF442ewt/R8+T7EJjOu8n0Y2M9il0ym90Gyiu8jRPnj72NYwiph8H1e+fyj0oswjA3a+kndjOvL0vOw9zPjXph/xA+4AfPPjK3bat232/yCmWHNDnPCjJ5mD7AMxziZJINMAvF21GVWCKyadbsVKVarqNFIS+JFyRIFbqspJepAhDjwpzh25ryYoTjAFUeVwI4NG/7hMHXYqlFunLqF2MPGbyjfbih2nLTowdIHpT8xS+CDpSP7S1/vuTS7nPnilJlzvZ4SFrjSixtLXypBOgf3De5DlPoyTXTOuvwZuEAYNuuT15vhqeY15l3m581sUoQFsV+cJ2L/zcfWseht9kOW8bE4CoWS6BMZUTBDuV2ZojAuFc7TTtPO17A20qCVV0kluILLmz9VhapTVZSUxeywWMxmVSlb/9ukHdIeib9N+pvEfCBBTjpfulpCsoTtxAMG8JbH4iY064WS4rTw2OBEkCSYFRVZ3M4U0SyRRD4MXgcMDmfcCHRFLRZ/lODZR9L5nWQSblRghIUR7YNqdJbLaB9QI1KOBypWBfTu31+m9nCW1pwiWqacpA1t7ZW5hqXUlFBeAGrs6RaEcopAGkXtNCuA4DIba3c5Njry1sYJK1tbNl88cf6v4aSXm1rqF/ugu/TR3nd6G06y+mcPnH7pw4LjKpgv/Wqy3wP3fbsZWq+ZE3ZRv9KJHYE3Ka+MvK0LsIxnyWfmfirzs0CC3Yw+Bh6wSm9xMSmmlUFue2ozKZs0w7HSsdOBVEfYkXHMwFr9MwcvIAefoiVT/HlOIxMMMqmK6u53M5qbRL+7XMBn5/dCy9UZLIPP41CfQHRWgJOoEl49QsrjGPoFy2E5fYHs1iRyGXexm5+ad+vIMvjhTuXSuuBAb+f7JZ1NbdsDr/7zzBT0QnNnjT5hjduJY5pvLsN2EveBO4TImokfhMFTFN1W7zLJee/rqg/6fHYu9HowaOdcthSFbJ1hX2nfaUcG3OgMWoUT98t+rF9qpV/9rnkuRnWRfukxJ4ja1/HbeMaYj+U9gde9keCy4KogOkRK1cAg7TXuHw5psRwM/jf9t1bmCUkACeuPI0UTLFOCI6Ew/uUOlSnyM0yR0AkX/btBkG9Wf4H/HSNLXc+E8+spVYQvR5Z9Qfk7qrKbuQaQAqeR/OijOECS88hr9zKo1QeZqA07wWzSEvWxHqrpfJE4qAlaeUwMLZSKBq0pTU9qOKhKaiCTK/fizQPD2pvDMJPNakf2Pz+y301GADamSwfrk8d6QlYEx3Sqyl6Cjc9ufnb8HSOLmKXbGrtumHhriWEmDoWWRF2b+u4c+ZZN3fTwww+f/emsIPQGU/Ouy7hx5CpnIoWtTS7cu5Hr9h9ceh2WZRnrncVEls2TqWyLAPBt9PMU+jlWkX3zCVTWYzjmJfPvAVDSJ/BwA2TO9MOb/VDwQ2mFcqGyUUEbZdjBDXDMe9pnGqNZVW+vlyEwt6NeFPZm8CeEvF4W6xYb57E5aODp5qkniqNzWlNoOvaAKP6xP6+KZFoeKUjUWdmm1TflX/TCXV5o83q2WA9ZGavVQzHUZGdeeEN4X/iLwApEtiJ4sCLeY0kZs/W7BE8ehLQXyhroeVoShMx2WtszQ1jJkJl5HLRWwHBfqBTKo04O8XuwxP3uIAFNpl7sUHnkRVA5bs/Xw0IRM60QdXJY+6Cn777osdJV8yDs2Twh2/bCKR/OyJZ+gmKlv1wwDdvVB+b0wdrM3cm6iVsf+C3/0YvfuAcWYdpivwTtwDY6Dq96mvdgGfOQMdSM36RDkBWh5O/wD/iRjJ6NwfXeLV5mlwaXiK+IDCESo9DlDhcnkWn6dFM2LwcuCfw58E2AfYW+IDkA10jvS3+RECNBGxuQgnKQTPWfFAjnD8hwrwwluUMekO+UH5Fflt+RhQvljTKzJwi54C3BB4IHgr8LchY26Agy2h1BHBcHw0FGDcIILwfVqFXHj0nhBN1WoGpqREUepOougeJqTcAnH4/vjzPx16PvRT+LIhyeSIFrA3cGXg68E+BqA+0B5pAMBTktF2VkDsjAhIdT3JggS1pt4agxb7pbsuR17Hplhipu60E6mXSQuq/tJxFjAHoPD75gsPOwMaNd9VaHllK7QRzVoerB1SR4MQzLSdR1BcZKTT2sFuNJFiKkoqGQbq2knnHOCJ3jRjsSl6y84+Ezr4AA2rZuavi0/HEUlD7FHyG4fmBc98Cdh8MXX3fetbmxHzC/HdiOvI35nQa36QtpRDJRmC8wL8dhL7eZY57j4FRuCXc2hzhTTLN4hfRMeZnMyElggciiM5imMdipQS3GoaDTEYSUI0G/E9IRIbBOKQ2I8O8mK1W1spQ5QAaARztA112G2ol9dbcTiu3HpBra/+YgWadqx4Z2cMjwX5OYABlYRQjvhdWNY+UEPNXYsse+/fSjm2dFo7M2P/p0zzlzujq7bswozstX33ff6sudSuZGfGDOOZOWDjU1DS19d/606Xu7Y81Tb18ya9aS26c2x7r3Tp82H+uaTcacFbazNqp78F92OfkM6do4Oc8W6flQdT7oBvKZn0J10wUAcFuwbgqCWXqLpMWS+YkSnMJCt4MXRVPAqfAmyZ8CbiHlMGkpS7NppmmZaYtpu4kzmcIhakneGNaw4XmDuH25HD6wn/qoQ7T4JVnYwMo3kU51wyjdE4Q/tZI0/Ci3JVx38aqDpT+VrlmKjcdg6zzo/WmtHXrRkieWXDp7qlZ6B6ZCfz7rV6+88m99KYHxj/xRu7J7/SvGPLl39FP2etovn4EzD99B/849Q9Y4YVRf/pIE3VJaYt42QY+pxsR8hAdAdRlzsrBW2CTcLuwVOLMQEBoE5OXv4B/m9/GsiYcv8W/zf+fRhfxGnmF5B5/gkYh4QUScUexvJWRTPNyLduzBatLkTOaxuLyku82OvEYjZsQCaELY0WZhmmdxuydp1aK/61ELJi4HAQdNLCfqjtG82Cyp+YMiTIhQ5DmTtBc9pMsMQpzA4w6x3D60DVt2LGqH9tMgyVgIJBj0BozP4LFFU22/sSxYPYCl1KhBioe3dtkYuB4y3mE8HRXiMGeXIfr3dxaU1sz6HfzhG4FNG+A7//Zv6OjIw3Bl6aYKXbmlmK5kvfQzvYUumPI1+Y48r2Vyed5U25jnI1hqlvDwbP4S/joeIZUP8xksj3x5/fOp1o48XQd1NuXygu1vNuZP5M8GG6SLoJhCul8jlN0Md0KW7FwxQ8FsAs7b2B0sQyi450FuN8dwmh0T6Gm6+ExItdti4TmbTcRvn+SBQl7KNDNTmhEwo0zV4cG0g9jrWY19o+epeRo8QKlJVlUry6pLyfv6+soKKsSmCVOpPMVuNVZQl450lh4+/TB8Da0rOeGBUiccGeme/iv4zscfo6MPHd5R+o/P4ZOl6WQeLItlchWmnYYtfxoM7QMKlgIvthxkYjGpod9pf9SYWq1dw84vVN2U+ytj62KbCXQxgZZ96EkTiPeJ6CEgoG2YBVa0A1hAEO14CtS64/vwJyFDI643hrPHVgZoHD1EIodq0GVoHle6vLSRLfbAMYtXaNX5xRn6k6Wd8PpXp5513c//47TYNedduSqW60zMrbnmx/tOS5zGfH377JQooKO5yetu7y1+udzMfsDynaXNJwaV0t8EO533I2Pwx7i/buwBNYKr9wEXZr4/Qlb1jup2XyJfm2xPTkmiRVHYykEXgcV+SLcA88qadTWba1BNDQFzfehJFdQ+g7ssoW1PQeTyYP7v2u+Ajjh5A1AmVEvGlFmRMvtfI51/bfiNweHKhBshAF3nIzRYvbq6gndsDc8gRXkRj67wjKXEj5c2Elo8UfpZNkuocXb25tLvCTmuWhk7NzkPU+MZTA10bc9sSg/4+APwutyUy2f2nU8pYin985JQmSAM5f8QpocZxwf9utOjwLUSPFWCFzHwNAYuEFeIjPPnuKccZq6DCrGFdA0EnYS1XGbMfPgQnRkZqvrrlcnv6pPjZx+65ozflTbCcy/p29kffX1avKPxwsW3zqo5JeZAvxy5+jR01J779fIrXpoStUgjKyXvqnFE/5NnjONnlEH3PsCjh56ia1T4YRggES5AtE2XgAkKJpYsUpEHg1TmyCiqkHzYqPNaGScoPqIyR0Y+hl+UVKYW3+DoQ+/uKH0Jvnu/XuN+HAfpCJYA80/G/bAOR1gnSMCiclDgRGjW3iR3046QdaYxdyzgexXoD71jbUmFX4x8zByB7+yAyo53HzLu9wr6DfcKjs926eN5ze3Nix63L38WdzHHbODhy/w7/MfYhoh1YoeINkjwTOki6dfSv0ofSdzbdviWG6aJn+72p/0b/bf5OSqyLh0FoYCCQTOrNgty/jn1dZVRraQXZuAlVGPRtl1B7FWoz2J6KcBPuBqlXDVRrr5BVRLpzMgLg8dKbWLnGbN69dAQNCYGy/5UBPsPWrI1F7ELY6f/CnHc8d9Muez8c0rPru0Ao0tvhCt6X2x8csvABH1g67of/BHuZE6dWF/zzUWb4ZQrW0qHk/csXXDz7YNnz718R5UXA5QXuX3AhB7agy2PxAPIPYuZIGJWYD1jEVhDGAnPCf0NS0TobwAI4yFlzaGBl0prX3oJbnoJvkO0HzpaughuJPeYhw8E8T0QqMMiBZ/BVwaYGsZa527Nnsf6nqU1SQzLhZ0IeukcDOLrYdExeMg8iq9hBdP0ZB5NQHMR8nF1XAf3DMcSTl7LEVRzQRMiwuM4lhHknxs8ACrasRvYMwJ2xzIHh+hwGsHObS/VkJVwpIJlULDmmEddvf9Reh3+E3JFxs3yaS+iSZeMew6Od86LF7pTyylmmkG3xwnd4KanyQohMlEQ6Uwev35INkCYiMJrwnF80lQwMZzJaUqa0HoTbDZBhMcSg7YiJsYiRjax2JSJxNjjMbdN38NE8FVkBnbIjJ8ha/2vMNxUZgnzDYNOwaY6K0OLDMmyJMCxXd+EvKjj4E6M4FuKEVnJSyLsXyyeJb4sviOy5M074sfi1yK+BZSeE+FKEdaLnSKDSOzznviZyIqvSN9IzCrpKClG2Cxtl5DKSQCSp4CRaCKvQtjxHISdcCpkRIj9Jy+shfvgr+FH8CsoSGYIybooXQB1YNdaAPBMALNgHJhNNq6a0DNEdMgyCZae/cb+pRyNGYboclRldWpoKDu4dIgUJDOqyRoGud2AKjcWrjy92Ac6tN9admuWUgNXX15AIcoAClQY8Rv0eGmk9PlPsPjcAi2la7EA/suDpTewSE6C+0qXG/xjPsH840AIyyRbVnNPAkPUIR6hr5GhSZUaFm/mk5GJL8EviTB++2KF/59Tvf6s3rSe2cJsZ9Ai5kyGWc9t4bZzaBF3JsdcSBeaOEZCgmwCUGWxU8gK/4e6Nw9wosr2x+veW1VZKklV9n1PqpPeku6kd6CLfRPZaVAaWmURUKEZURaV1nEBnBnAFRUFd3R0RBZZxXZsGDeEGREdN3DGcR2U7xvHN452+nvvraQ7LPO+897v+8f3h5hU0k136pxzz/mcHXN5pyB5U1my3Wc7fkYEGJnwBUveFYhu0hEpws+IeLImzFvWgx+EtGghXzqqmPHFLAQWsECnF1jEcXA3engbY8LQ52EMCPK5KLVGTP2DqUfgITm65AvkDz1kKIrIGHAvCKPTew++3LUXlO94HlTg2zP+9Df6/8nu6SRgp97zUHzPOuahnSJGKyT4cFLR2TxZmMAP6qtQPAtD+EF9hYWIyjMNT4Trhmahgh9CGoA0Vg1MQWCEfgiNGshqOYx2yQEwLgQrAeSBA8ABABPr4e2MwMO9+L5YkjjoPoh10MEZ1PsiaqhhRn7iOf2jZs9AlIw2z2BBQ0Nfyy3a+wq4Zy/m923dy/DNzIf35O9l2P+He4kX7kXRgKgmo4EaDRDOuR+iRLUMRA9jSybokBvBAUhTdCvUoB0supMZ57kXM6BCnUHD9uUWvroP3PG73nu5At5FMcYb6Dts30SMMZN7MIx4hNig/egRqv8kIhgBBxEMbTGcKE6xELeU5tFD5nw7+Hcrbvz00xuvX3Pd+3+58boj/Yf9Knfq/mW/GD4Avf756rW/uO3zf/yqY+2aT+9umZN75uln5l/MMPnPMYJivyCzRAmIQcD4AeMFohuIIsDet8jbtFoJi7VW8BDwbjJBSWAC5PBBjPSsWkEixtLMuKixNOzHLwTGhx/ZFLaX1GgW5YtOmcmGg0xxIZ0UJotpa+tq5JqMLVONHzR2CpPUDdFoRG5Jbklz3YhH33rkkbceHVHX/NaL+A+aQEzVyuljzfqq/zhx4j+q9Oax01ecOHGSYQoYLkkxvJ9p2FlnGm6CBKhv12h0DhW26IhNMxNbGXRqiQLRpYqzIKcKIWfSD0tOWy9260NuySXVtSNvu+lVMHBnw6U1VW8tkudfctVFgSEhJ7v61+Ojgphbg06Kngljrlhk1+Q+5w2VkcJnI3bRzcjMX/eQ0IgStTiyQ22TbZDkMgy8nRD8VTvQ2d32kfan7HvsnD1EIIx1kQ506k7qIKNTdJtJZZIQJLdlYIBA7seDAVhSsTLLsS2C8+Fy+DRk78cP2HbAsXAt/BaSsmBSEwSdPK3ek3qyxClWbIwy2/64faf9oJ1FjB0YSWNOIaCSCOkIhQRqD/LGYGarutqAMNKcoU7YYpd03EOwQGehdu9Uprdqcia2ItESOY99CwS120gM0Yn6YD2m6zPfrhugy5YFhyVeBY//fMCcTFnun4OT8ujH57iXbbxrnmNswAbef6/VMFgUcpeik5J7/JCp38gl5cml4Me5EvsT0pX6i3Sfhml9XgXHPIOIugqkuGZuIfcc9y3Xw/EcJO5/G7OZrqfnGUjI4exBIITS6DRCZJHzItSBWITUAipyX12tUlcr2avSSc1NlCBaNDT3wau595GVs/z0KqrvxbEjKa+bFee7NrDTctACE1owjAUy+wILXUbGSlAPj5nnJCfIKxJKG3pPfaeKedoLqTg1+4OVi60X/aCRGqlm5jtft5UZba9qfY9vtuteRdtub7xmwFXX1NRPeQJK3V+sLLl1afZqGKM768D7nI3YQTBAcd7O/JqBN/OArqvWcYIWhRxeFQnp8AVSfEOztIyzBF+0aRdp4WsILEQrEST/IoSQFv/Frr9ep8EQFLIEEO3kBH+cuI//UK7DF4fAcQC1YCmAwlR4OYR66IGwhZ3LwgSLUaSdhXu41zg4lwNxTY0Gtmif1H6uRU/pgFbn0i3Vvaf7Qse16N/VQ43eqYdP6ME1+uN6ONwASg2NBqjR6Q1IK3AsBALDpxjgofuYgIGj+Mags2UZ01Ae1PKA3w0ct6TUqnU1t6YGBdWUfnHNkmp7OzvJ/52deUyTL98m2osoeay6UFQAUZTxAvyXs51+5+DBP/718N07v/nNBm7vTyH4l24vVvgt8Knu0XBnQS+9Dt9mdzNhJsV8okzcwgE2YUvA7xKgxF/nh8P9Lf5r/ajFP5c8xf01/qF+pDd6jFC/yrDbAEkOtFQ3SneRjuuMgugiM9hsBnXmFrLeBhjMZo0DEPtVSgIPiii6ml2wodkFXCccwOHdix7CpHl4BxPiLBFspBXLphB4iexNxn+PhiDGoq592OS4mRLV+oFhC4W1AhRSGN0RXX6MAsDuzoPS8VNq6Blj8sPN+aLC1vbDaoEEDV8tZtoXY0Mo55cWFwb21ah59hLVfNn5kho6Eyo/lAy+vU/QQvaSG+YOHHZV9rJbslHv4BmhZxpyHzS6ANg1faXcXFZTERG04H2fT2ecUdsw+8Yat9XtsAxwWC4Kvjm//IaP178nW8s8ybK6sFv2nkFzUgPxv5SJTwaAEPfG4Y9xkLDUW+AIy1TLUguaarmcPJVaGi2jLIjk1aH+NrALQC5ij8QjQyOTI9yRSlC5kgfP8aCen0oSe1hX8yHBvQ9TtoQJoYcUkTGmjbAhbQTGowIQJFUpP7zDbQ/wFYTm1nV2sNUORPL3hB3qkJ0xEqKbmBgx+jSDs72uf5ZmctI1WSbTV8NCWDDzv80DW75MneoLJ2VGf7pMmg4TyeOIfIm6H1AuXFU/E9PeN4jS/v0mt0bn7mPMi3keYG6gTztqvBZM/v5OQv4FlSs+nh+pyOR5s0zlwSDCjwIfvsV8kJgAc4vi1vMevpRHej1ZIoociLEQqrh4MNCIiQax9/1I3hl8CFPHil8Z0EPbgNm0u5dQitPuyabxdRuzjulkuBAzDqtxxDjzyKmrN/FOS3Crm8n/hWVKpFQxWlOMp2oyKFtcpwO/3dqyZt3EkcPGb1g69cCLmyaURkOVEyaURsD785cvm3/vpssWz5qUu+fLoY0tP8uOGtWPxg7fYG9m99C+zQHAqKwkgvQORHMTIJbIJoYkENliib0LW0hvy8qx2tiw2K0x9j0bsMUsspgBmZe0IKj9VguXajdoIUkAaWWB8UpeqBWDwSAMHvGe8EJvqDZdO662o5Zlajtrj9aerGUNtbX+JseZ4mfBWGfT9krZj4/7Q4reZUvYYMzm1WaIJBpr07R/A5F2irwMllLSBvfjFyGmDj96UqeO90U+WtUWCmz4Dh893HxUlT4yy5DInvpKNZBYDmlBA7X+jKotz2qZcBZaJmilUK9S6MO1ZMaCvahjgr15TKgx3DG87Jp5nmflySNuuX385KveaSkDHzlWXhrdO+b0hst/9sS8QSMOhALlFXLS/vT43LDcJ6wxPmN8zIU+m9fosui9osl6+UXhq1MlgwbtmPbIc7PDxy67LNtwbZkXe3Dj2iq9Gxr840dXF3T1a/Bbbg+WVw9zt1J6JwQ7YBc8BrFyAHeK28VXxLdFlhOBgFgsujbAeICL0zGCdaABC6sRi60Wiy/PuPOCbO6TW8/55VbL2/Wq6HZ3HZR6pffU2bLbmgfPeX/ATpyNPOHyZSDV8NvhE+5cPXXrgalL7xk/4pVND0Wrx9+LRty/YPnyeehE7oFZ7Zc9/vnxRTUXnH2vAeZXSnQjv59/k/+QZ3U82Kjfr39T/6Ge1evxrfae0heLD+l2kTFZ9+aPqBn+j47owfMe0XMOqfl8h3T9xBHDx51zSOctXzZvw0OzF88Cs7tv+WJow9TF2dH4lOb9HngUn1M72W+sTK1B4I8I7ELgWgQ+MHxtgElDg+E1A/pA+jof6n/NB1JMMwNJMglqF2kA3V1s0IiBYCAVQK4AyYLgrxJPeC1gowgAD6cfqCP6n7FgWdCQ+2UcfYRx2b1ZQhTIYKqnKX04LWMCAUIZE3GaD/cWDp0iyv5wMzlpxAAcprnedrLZuBUU6hAXg/xJcZ7pI8pqZZsTHs3FoFw28uLAi6NP7Z82fMK0hza3Tt0PI/KQISUxgIQL0rVzQ+8sv+TeRy5fPH/2/OEV2Uxq2Bm08hFaNQrgOE2hLxXAMdunNijbam2HbOgY/BTSgiB4yAtC2rQWOymSDmpXioCshoYGkXFIjpADuRwd2HfBX23TLdJ16DCtdDqjmz2ASWWkpNIVk8l5XjJpRaKjJIyZqRRhHdVHLOKd/x9pVfCk1alvBUCiFmbCo5g2u1qGgw+hnByN6TXqG0yvQ7lPudWDEzE0HNOnY97BMekaSq73t2RT+fjiG/BBTKcoc1rpL0hGc5bW0hsZVmKhl9O4vYpXqcpmj3jBJu9z3iPeHi8700sWnxKdznm9RhiUUhKULHtV/aFYlOi4aFsUMVEpGooiPYqGyZew4/2CRufxMHaJKHKdqIhKNJkVo0XHTnJ4ss8RsJ9moAExnJ18DTuNBFaEk1mdn0gZh89foRKa7I0tVK0VakeIMrc0kOAroSQJeuf9H3XrbIMKhElhLR+mY2wKUqdRyzwDIGMvKKQ6+GBjrueOhzZ1TB218FTVw/Kk0oZ4dSq0TA5XXlIK73pt+cSby/rPmleffjE6I5P01phWXFTudc5jzqBtjPlpDxMgG7Yxeakfa6SPXi4qETIQ8opgk/iceETsEdmZ4kJxJb48IXKi6KM1OdDtJDT0UfLy4/g2tWE2hJEI4rXkSwh7MNGQJHlslLohJaRgioUM/wV13eRrajfiDswJD0/+pT7EKdwibjPHcqn2XpqeQegC9c3/Lp1tJK1Q11eIo86T6RVgOtYLPvjQHbmext+UXlIZlpeFJgZtDaWT5IerTi0a1TJg0Ca4YeLy14LznN7yi1bI7mAyMyP6Yqp+ft2oUFneFjC74DcYpwUxivmdkvpjHLwXBcfDYKN7v/tN94duVucGG+377W/aP7SzSLADG4iBLEAMAAJLY+lmF/EZT79gELNavVnejR7ZYbV6UWCgHp9uPxPBRPbiKz0l9uZt/pB5d7FePL/B0JITryEwmXHS0NJZ6I4YDpo2rrY0FLcD5i0lJhzZ1J33NPqDc4EfhSW18JvNO3PPgz/qZ42Ou4y6yTetnzRoxPh7bm7ZtvfRjfdNKpdh7J0NHyGbd4TDFHEpl1+9vG39xtmLl8zOPfrhux8OaSzQ8FXmW3YL7deapJhD/FEe8mkOiNwJDkqIewltpjkzSCwDw6CHtys87dvabnfRdsoXvMEs7SUjae6+bi3SrtVKML6V2PxoTeZbEgwD78O3fgptzcfIX6c5Dk5JlkFg0Ua0g7QTtHdot2l/q9X8VgvQC1pswMj7yMhqBYhYTofR4XY+n8wQ9JJWyOrIAyBB7hUWe7ZOuFeAdcKTwi4BjdaDX+uBTu/WJ/XoSx3Q6dy6pO4pHftH3Zc66NWRVAWaCldB+B78AsLvIXDDJGyA6DuSiAAGI/CDCoCMgl5H5oCR/diwiR4kBvP5KIMEkdhZI9byCEvFDpEDDRzGl92dUhdNQWCM6WzI18QSr50k3hbTCgDiszc3F1IN+E0SLUcaCo/qMgi+fnjHtAMHPv7q7+B9MLj1M+yb/8dPuX9S/ZIF77MTsMzHmDV7mHDPyV0mc5YPeJD5RSyjIaItGBfxPgxO4tEB4sgRezQOSymG4IFhgSkBFBCIFBs8DnL4o2Tz6EznQidrcDIG0NRm2Go4iVWFQTF0GNYZjho4jQHfFfassVeNbX13dfuxVmzkM5nm5s5Tzmpa5hk1F8rSzWdcZuy9UNnOTjhg89S1hqQDpfbYJUHxwHMzOm5XZlz/cK0N3+b9C4LJtvSs3JNg9Qa/OL388tyj8K1LFy9efEPlXKpXmR2wk8YjNuxh2J7T2yVrNrC75z3FhvXrKPEicb6IEBOQAjDEeS0U2PoxLdz4fwFfKwyPBdmF7ZGWtHJojUXn2Gd3Z8cygATXCJk6mK0MH6J8dnlpaNtFME5XbydrdxdhIO2mw0e5N2hY1hv4ImqvRiUD9gx6yeCww05O7F97cf3gaMwxqCJQXjXBdWBr6/qnq+wgtzIyPRlzPiksBfM3y+7+M6/M7YNvzVu2sm5+b/zbge2KCePA+5X6V7HQQh6CUewa9iv2nyx+up99mkVI5II0WshicVxLU0SsCWs7MwmXxzgvxnnUbhTcVOy0FmF9d1bBJFik6jOGgpitDKtRMbAmderNGcVInwb6Z6qJhXZSx9fe2zqZb6E7p38OOY488tnMysqqJxc8evSVZOXUqalkMoUfE2jII+8+N/n6S6dcdPEfHpveNGRo0/TpTUOHNhVs6nv43h34zu0M7ICb4VbIQvtN9kfs2+yswNJCVaeXZk92aA1ZjW4f5TkG/C9IZOuUZCIZCyu+X0Pf/QawBiMlVeo9kyONFRzR4h34qPAS0eJmioZ5ituKvZzufD8lfi4o8N5kLx341Wvo4HtTpz+e+6Zpn2fhqEkPLLTuG9y9ZfpUNHDLrPkAhVZdfuM77ZFP581WsQNqRk58nyIzcRdg9ECL9Nz+vIcGzuZT23n4pCN80mOsdAafaAco0TAFZkTJSB0Hcr5SmmppSSd/e+zBR3+Pmi/uP3xY/+mPvHe8gGOQEw2ln0UUefxZeGF/XnbOkZnzfRbNHpVy5/8s6pC0TCE2jJy/f/TBY79NpltaUqVo6GPH33tkev9hw/vncz/Ma9jO76F1ThuUkv+Df2sHjI/4twNJPEaggk4IyPfGabRYE/wbLq7g1JzfxSX2+1+6uH2nXVPk/cFvRky8Y+GlB56/8I71E0a8/NDE0likvOV+NPS+ecvm5e5BJ+YtXzL3vhNDGqbObB6r7mkFr4Nt3OOMm7lC0bEubNtMgkX/Er4FESu0h7DjQeH1dsZsshI1blBIazCUkd6gpWFwm2DLMlpJG9Kipk4tOKo9qYXaFM1/YzPtOkTLQbo7D1FE0kmMFtXkvYF7bLJr6kiXej6AD7YNnHxVuUXLT5164Kab7CaLtwp85hvgropeCho2/Gph94bciYWi3kJl53Wsq7cwTuZqxXGXCYzmvuZgEzeag0Q7QSMLHbvPFKHzq19qprQO3UtU/okXb86zkPrfnYB65QWtfFDt6m1f3OuHq8kH8ukHAFJ80fn85Ps21XoOAG3CV1o9OnAAvH/FdcsaZ4NDuReW6Cf6bdmJ94JUAcf/E0nsKnwPrS9Al8GcdVjIp7EqVhX6ubMzrSCNX7ZZF1nXWTutfNoKrAROb+Mc2Lo8oujsIgO0jNvCkYaRGa1dp6qZ1KlDBbBMPzCT75CoKW4mqAnbow4k4Q+WawSjlggT/dbppRtyv4dvXXEd/DJ/A57yBWHxwPOT1c/6OjsO0zvGrFb0uhBGBAEeIitBBFpKLlJ9EHUZSfQXMNEzMUEDP5KfxiPeTQJrLsZEIYExaJxpXGhkDUbGhSGBa6vrpAsxLsXV4VrnOuriNK5eSHBK6s5gRNDdpUKCo72QoKYvanZGFqjokh3XhwEIOCiJDSqAA/B+3viDN3JzMDZwVz4LpuWuVbEBaGXy+SH4Jb5vntmmhEhVKKQerIXnEsQIcOA/aTWsiPUEg/bjm4eEFj3/2O7wqUmfQCSevRXcA77HMA8AbE4xCIQQYGUCAUJ8kZCKemt2JQOO0AERNoYlR05gEGhahMBWBFCKUIPquoLHlEd37bRXE8OFTnWwTnvBXuhAlGRj4Je5P/86d+J3z21lt3RXw7dyTrJkhpz/N9Ag6qPfo4Rodl+ncWtgQJrHLeNWc9TOpziEEbpkdBLGhrGWe2SbArUEG1ulAIe8VpIftwI7h6/oFIHtZltWdV2wwxPE6HUt8xJzguGOEGJK+HzpU1299ar045K8E0GrRFU0mzP5/uKqNNZ355ah9xWh50vQ0aDlV19a63DUXnr18tKR9clEoq1u8pgrrxwzua4tkUjWj4SCckEweIFyd2M2e/2I0XP719X1nzt6xPXZbCPV+6/DL7k38BmsZF5QKvJdXHphL22FYAVeBIZd1t9Z37Uih0N21DqQwy27a93I5gmq8QbzWjO0IrOriJN+jz9bsFcsUfYkmcoy2kUe4CkhJSEvaG1ej4eN4DP8gpGZxwO+bH+R5SDqv5WmjQ83gFT30UOtRcaBZD3wlwh91G64PqvQSxs6JRQbh5ragkvM+0EhRvjl8FHLf9V2YPyUp66bMnPG8HmN9b/9ZHRV0+iGWR5hbFV9QywC/3rduMnLcreitc+0zRk4YunIxRbzBSMuPzIfhOTh9cPmlk178/nByfIEYSnzKj0fWmaPUiZqg9oerTpzy8JryAlxakpIbYlTg50YWtyGRKRhGexdPbQLsKwWe1bsfnzb2PXFt44FfhEDJKygIQNo3MCykFup6vS1BHEKnAaQt/0MC5rWsadZKLEhNs2S2SlbWX4hi3+mXkc838X0tDR8RDo4pY/oUJjmMgZbpfwpmVF8TDDt8gfl1IHcF/mDkvsGWPKHheZrkJnWhpQApAz8QQbfR8BtAfD3APjBA4bZgcHms71p+8nG7qG1l2iZbrUONuj26F7T/VH3g46bw33PwQYO1EIw1wp8RHs71gkAO6daJAhINAVNKROq4kzYBjyyTWRiKrxEJEUvSFjfZi1gpAXoTR4TNJGJAjEOW2szqykWvCi2GVh5NIxlehhYwJx5zETQB8ZMoTzO7soXqhVrElV55Kd4nCLv5OOGGIUvBn2p4XY1hlDIZMopgO0JCbieO80CmX/35Htzq4eNWn6B5xI4I/ebxlV3yI5dFdVTLspijD51aiaF+j35xvaWRSvb5tpq7Bfc+lDN9EvnD7hgWr8hQ/vPuKhxwKD+Kj57A21h9zNeRsbnNDYHgmVoNYJuAwlOo3mO+xxPOV5zsMfdn7lh3A0my0AcaMIUNDEh/IjdVSZOYRpLy9Cxo6YYd4lANNvYRbGOGIzRGJUmZEvboM1m9pGXwU1Yb0GGNkSQs4wxA4Op2IlB/ElMUhKm2b5OD/SpxaeOkTII0lLW2d1KC/KxsHV2H2w+dfRUX6SV+m4Y66gjQ52URubi4iXq0NaiLZfOvP/Ag50Tpz1c2nb/+PSYtyfGuxz+rKyF96LJ9195ua+H6XH84aHHL5kDtvg3dlaDmtdrggcmNzXVDB5ovDD3wWBGPZdIi8+lwLyhlPyTzKiZA+EWbjcHscFqIPPy5mmhIGvB81qg5QTIsjpetd0sps10HQBz0DUI8gjMQ68h+AUH6rkRHJyH7QJ8l/+ch9dqAK8BU3SHdGQOn/i9HiT1y/Sr9ffp2Yv0AH0qgIuJdIcEaOcQr+Hwb9NhYmEGEAdKj40Em+oiRiDf46EWSS6mcQz8uLiVBjBosR99v53U+8VJjYGOHNUMQNr3n93+FrDkcn/Y9Ozvcj2vgim5p8Hfwde5HeCCnJ3ITM9a5lu0kMad5B2bAADwJfQ4Zv6jDIdICy+LHn4ecKStgkST1EgSaRo1q5Ek+NLWn0LwLRWr9azF7uCVGBlnDzA6/K8RhjGPMnr0qGIM0dOFUvjbDFoiFZ06oEu1dh/EShv/4MMExmvySjgP3SHblC6d6JMOPD9q2iA48vHgnMYXPoZvzblG/V0rYSds/b+IbR/F8OyxXmz72H+Nbbl/G9u2nw/aYtnDtPoSf/5/EzM9ijHTY//vYibY2oeZsEzlboBfopUUL+z4v4UXPP8CL5wJFtREyOM75vfBhcewzXziXLjwX6GF+P8QLbRs+VdoYfO/CRZUPJ27nsrGfx8vPFqEF/Dxw/f9/xBeIEJyJl7IXYEkrC8CTAVzUDF9XQ4u9i/wQ8YNLJyRyLgtksiyOvCdDhAPGkqcxscKBBVYsMOn+OJZtcUeOZFVGqjDd1ua53iUJmwe3SaJwSIRilEtsLLY6pP6vT6779BoZFK56wDiLalTDSmp+FAcO0xjbc103FLv1BeqEMj30DqbeH5aPlUIWC1E5TJ1111tfv51SfE4EyTNvGzt9FuT8OaGO1dU9tPeaEy2/fWALbKgZfHmYwfL0pOGXVaamjC+qiy3fsGisRe+XWnzxhZ6/9S9dcKaIXVHH25pGvSzSyc3DR7cn9LyerQFXvU/tv2PFtn+x7D6f+L/l7YfaP5t24/ppcVnTGCOKMkGASvQWngPRO9xX2ADTkx/g/Y+LdJi479di81or/V/lFr/J5SZIgBtaBGpagQL0UvoCEJfc4AaoIWkQfkY/ykPryZZfzBO10na0IF4Wg9S+pX6tfpNevZi/QI9xABgwX8LAPxL+z+TfqGd9ib/F/Y/d/1ZAIDG9X7Z84XGww7AkpNilihlbgnoJKAJa5lwqEQpWVeCSgyhKEjJIYs81r7JDu1MKB2CIa2mZDf85XaG4cp2w6tfiMY1tjDPkUlMesYLr95mMAlMcwazGH/GDOH+qbfIWM6PSaiC1Eh+3Np9HLOfwfwvVCJwEP9Knm5cM4cLhrWWzv7DiCAE8qUJdo2peyiq7XfFbeXAdVVuc+7dn12ee6ezbXLvlAqHHbhnXAV+zH2EqupnX9ZYC37bPnzchlTu4FdfLZ2/H27OudRRFwOa/gw6I4259LwhF4wcfCWdN/NyzxfsXdiPMTJZJrczoNVYs2Uks1WHL+LmGjOMV9dUw0NZIINaAAXkRVCv9WihgTc4DNDExEG80u1Mik6AVVNEidAxqKI1y0SAEUUiVVGW/DQy/8OaiqYgm4J0MnGVJsp4bWU2qLXRIYk+i+DQM2FTrY1PxUrFZDCJf1cyJjs8bsVNMn6CKeuOOhzkkowddABHql0NKlKVdRgDluNkAIDU2XUwX6hejY1gszozpNCMpqaMydRJ6fgxWg1YyJWRxh3pjDlU+fKhsDmiiapqrTqD3RqyKipDv0IPK7r66xUDqrMjly1tqgChy5d++MaNuR8Hww6QqWxDJL0Hhgod8DeS9aZtHy+dDyXQMmfizY+PXbSw5Y7PH9ixYyP73nSdYUm/OqDc0/IjfO+uJ+5U5XRSzxdcOs+X73eWEb6IpL0GPxtID00KU1Tv8rjgUj/QBzwBqGPdLCRTr6HpcgOJz1Vb5EhWjGC+RCqUCsIXE+FLBeZLRUUwzQCSyTKQibZhaxgiEFY5E9SI9qAdGli7gXBmF9kvViIrMvkBIcGYle1MOixbTalscxZmq09agbWWD5/2grQXeFPEWH7c2nkMM6IbcyLPHMyNMZgRmO6EHzNp65M6ROxchuT5UXY2P2iU2Bw+s9yJ9BJGexPV+NzUoZFfL2vOpIYsXzagGnwOf2MTcj/e+MbxFQsuv/aTbTexcCBhTWoSJwL3EAGKYOrcSTc9fcFVV01D3/wIfly5ccf2jSe/vvOpu0AFuFhnuKZfPRh4L2hRZ7T/DTPmM+5t7Hse2hkiHLES2XbgC12lu7KhkmRnyaCKrM+reAm9Bgpi1uvSCk7LWDMwO+XSEhLPHOfa6up0cS5XRpdlkkpyXBJpkpsNwODwus3PuYFbll2CWAJ6SgAdQmbRMqXgdCko5UUEZqIeBBEZllIFXHoi5q3tza3E1rSTFpLDeUKC1IxWqUvtHO7G3DBnMlLhpBCjTuYkYgoXvBAScm+CecHG2qiXqo2gCdSQsHzerMPP5MEDhrjtf/iDBoAhRLJdUu7zAZSo4wAEwsaNdv+kC5Ys5Z7rkmKBEaM/yu3Dcp17CKOuaUTQ67/9aNySfpMrkwzqeZlhNBdhXSwwDqYJWPYwNT0nlXqM6K6xAsTUAjvvljSWrLvJJ0fLEvpA2BdtaLIzBn3CZ2iKYqwPNEiv572huL6cryZV+WS4DlMtVYeqkZ2rrjTzhH7BbFpTqY/J8WRCSSgaIZsoj4cY2e41yh5nk9JEOJXCbzc1iB6A/7o8wWrRDpqD9mb7QjsiT5vsL9nZcWSgRgc2Cfb+/dQSFBIwyWRI5ffRt3rVUCeW/GOdfa+7SD9UdyeNY1IPgw6UIKmQw13HPuoiUU9zA320qBe9063K6Do5tfrYweWrw/FlnM6fkEsKD5hbtXXUauTz3qRSGTGANZSHatdXGrgNaJRfnnB7yg5fhcuq1uc+f/C13OdvPpj73G9eW307QHQI0J5vxvvDFtgyNzg56FgVqWE3ryADhQbeXH7HK5NzD4JBbEXul2BnBZvzgLvlms7J4F0yWmjf4Pt+lWiktuQdbB4tdLZcBfOVMtasdQSzCWe9E5K2TUhWPzyW2JGAiElIiVAC6TgLYa+lwu5zhwOGsgomYGcq3CcNIGgAogEz12DwMjEpBg2cLqYhrBRlTYS3efWMTbZKea0WwKyrKBWtIIGsqZjBI3uDASVA+BxQwl5vvk3nKNVO+fHJRbyhY2M63+zjHmnQaVaVVT7Y1Vrg0zkMIl17+GfSdS10PSr1nArsOYc3Kl8UztSQbBhxtUPgRnTcBq3p1bnPx15/R33ucx/mxhrA3f72wYuGeSRwqqojMqvEd+GQcK2lpv66vVNyd4PRUk0/KRcD98rZfS3g3Y07rp3+7sJ4lbrv5GDuCvZeTH8jkwbJnTLRUG6ioSYQW26sMcJD+s/0UNB79VDHuTlsw6EDwmsrAVdpr4RL3IA3O8zYptuxzbArvnBYaRiQDSvY+Q4HnWIQvxtUEomAJcnz5LARoz6x7LIyyJexdFhihabVdqUN6m1kirAStggMZsS4QEdgXWBz4GjgZOB0QKdBARO289Uup+KkFYwafdZZZtP65UAkrIRJoURYSQQCvQOGA+BoAARShbnMRbzrPFhg28ckRZq3Lq15k++i9U4e1bbQOU7SMfpKnbdcGL+LleAZEcpC8Lxg5MM1vea/wEW0rKr/ihXNNRnlxk9BYP7yPz6xboRq43Ofq5Z/NuB/9t67yxZA5y0tV86a9PNftC4BE/78wPYHcn/EyvDCx/Imn716445nN6i2BetCVId5F2Fe3ukinBMI5wbiC+ByebLzAssC9wWeCrDDWDCPXcZCFwD/AGCzBmhMVrPuOWxeUmQ8m0SH7K4lRqIZjaWW4lolGtZ4eUmv1ogiHRPT00FRAtL5NaLslWxqhnEnxlhWScoPQJRStJM5T+FOclaOUYB1iMxIoHZnMRk5frjXdJNpWO3UcKtmRdNnT86gIbEjqK5leP8VSYkbejbluNry/hPbWN3fK+9p+CUxHfvB/Xl6ga/ubYllz6SXj3lgp5PQi467iuCLqR4w3HOv50kP6uABb7RIurUSkEQ3EJDbLRLTuVPxakR1xLWDdPAFdCTwgOmh5U2yaLUoljzitLhFMU8OMXUW2uzMU6NQl6Mqi8NFQKZgYM328xDCElZpsP9s0TGBlzvI3efey55595AMrunpwXj9AnzfNeBdJVkCwb080PJAd4sE/uIDL6QBl6nJLMkg/RDsELEZYGCyoD9XTRDjVqsjOxwAJwDLdeBeHeAdoNTX6IMbfQAZI/4I1DHyOLlN7pBZJ1tDtoA01gBtDaip2usEFznBPCdIODc4IecEGqe53gwSZlBiBpwZTDbPNv/djMiMW7ioqqNqc9XpKjZWNasKDqqaUAVrqgBXFa+qqXqn6i9VnK6u6t6qJ6uQucpYlkpuSj6XfCnJiskjSahPziwDTBkwobJhSkxDp0QPdfuybUKHsFXoFFgyLpqMviIvjgoanSAa8Tcbh2kFpkapUTTObA37UhIkw2IC+FFCDLMKqwSjWTpRP4o1C1vnwo6KyxliBGwthLC+IkwKWP3RbBo/w1CqkP44RscPHVMZXBw5a5UOFyAtnUhEK03UBAkxFeQlbe0g/f+08q6d5C6ppsHPrX0DxkhHKO33Z/IvaQySfCOGtOqCBnWoHDYuMaqg8oLTm/F0coWVdA5nbR17AbjQ+tDNL+daJgFP/MBri3MvX2aUqEw5/Kb11+zeN//nlbn/jD7+ki/+p0cvxtj3gccbqpSdbWPB8LInfzbQPbwRtBBB85jKss9MHloz+OGqjqkBuy8Tr4KT1TP3fs8XcD33IEaj2p0SOXNhcubCBP9i5yPJImGcH/hjgi44Uwd0oiVogSaLxZYgaBUKPhtxl+0M1lyKWVGc45yQwUagzbnZyYrO3YBVjG47z3iBmTTd+Ojx1OGTx5QbBIUKgxMfSUHnsIZos4+AgjG3T85XR9jJd1ola8h61HrSytmQ1VpeZiv8jA7bOhu0pdRdM66+ccfdnUfVY9x5tBcd930PhgJjvsec9BAnPj+Q9HCx61hWFs/XrvQHvQyicDluJpA6f+5Vfx+uv/S6hwf6DLr8Qb/xRuDp7BxOjr/JBjhjU8koS+n0xNCa9QPzJ/6vJ99+LLf6ZO4AVgSjbdVeEssJq3MYsd+9c6fBJdCCxJOKF19MQ/chaETAGAZa1hWOOCMSgmZIR/WbU9VZp4IfGDKUCQxAEfKvRnjKs+YQfpgSeSICn4i8EIH/MIMRZnCR+WkzfNq81wzN+MfI0GyD0BxGQc4lmRhsZoIazidyGA9wiskUt0EiBrUmRzYLh8BJEE2CXRCKsBlCJ4pAJu7USvbsaOc+Jww5wWknqHde7oQ6J9A6zXQMuZ2ng6+rGL2W0YCGNs0iDVQ04zRbNUgh13SgoQZpNE7o9yk+BasmnyJIWR+tOcLnWvQFfSkfsiOfL2KGTnV4h5GMeizBn1wx+rOQWrMude5dl7mhQfU+1bN9uHfkNcbz9GQ3n1LnMBSNB2xtz4cRPH3uqpmCdjKZdkzZbdd3qb3IJI+gzi07d7FTWVkS1Fj7TjM+x3V8lMOeKyIiQqVFU5sJo+M/XfCd1zZYdVZr1vy6aVhuNbrqu1IHMRdb657YucQHtn8A7FoqKvXu37Lwy9/lvtZO+9F/mO7H+nluPLuWYvEq5lMlpSfVFzXWoVbY4pnrgVoPEOKpmhQ8VAVoV4rAeTlSrG+STNDE8YShNDRQbi3HMLGc4ruI0lw5tvJI5YnKbys5pnJzJZa2ykpbPKTYvVkxBDQhyka9T+N1lDmg3kFhoNsmukxiOBjGBzYcDjFhKePQlsnYDy7EclzAleotVj9I++no4VPRXHfXjKIADhknVF09o7dvfkZhj0JZ/Ow54r3xG6mWLLnRxAuuFGnkpDhuYWXjiusH1mWab1jRrwqE5i/9+GBH7odTQACnQe4lrT85+aq6uNV4Q+fx6y+dc+ukK2ZPufm2KZfPnXjX53c/9ezdaA9o+iS3x2QrqbcHwo6qyMwHntn5q/xcEXiA5lovJjOIHtlBVmdxpIVHz/C0haeostJtd2f7cnXrCrk6TsuqTSikSq5vRPK/mFUEDxzInT5wAEgHwPugMvcH+FbuB0Dl4EIqB2Q3WDnzG2V8STngyuxlfy9DWm3IFYKCwyN7YIsD6CzTLPMsyyxfWjgjFYPNJkSr+9R8HZQgNPGJcCDgimMWVka0YcUVj0RLMbLY6QlkS33UyAoef5YN+YDPZ4uQkx2lC0Wet4m9G2oOkx5xyk/MdczMLszvLvWGVGbOnJHPTLWfw1FJbUsy581gM5mWZVe/bkE3DB55yy0jBg++8OerRvYD5ifu/eqL9Q/ft+7VdP3l3T+iG3f0b7zhwcl3Tmtrm3bXopY5syc9kvv23tW33A2sB2+9XhtKJMsnfHno5gpfzNOQI8tagj2v8+3cm0wjWKwM1nnBl94fvHB4BX4Gifr6eqipd9ZDXVaUvL6Mr6qyIuCvfqoaVOMXy/zVNn+1zx/wVkhiZbZKW+3P6rXkKAi1mkx1igEmvZ+Ou3UL5TFiE+NMAttEqa1kUQkMlbSVdJR0lrCohJjEi5NxXsw0Z8ZmZmZYI5thqrJpo6xUiimTSQmEs5tMR0wnMKdMY00rTT0mVm8yOYEsMmBAkNlER3GbENNP8QaiZc5yKW1xZKVkRbkcU+SoH5uAndj/9kfpaFYDRsIdUaBOZ02pY41Ul+swlrvOLqI4j2FONXioy4w15ZhTfQtzMhnahFFdTXNjWEq/n0lCgcRsZkhIPIMPc4aE9qWXb+NUXXmbqYstrIlgu0xdeb+MTPJOAnO2EPmwY/lGRb17mmhdb62oamWt+DtARj3Tdr499zlrrEsMuD/jyX3+VwCIXXVdet0Vo5o33cWzOtXqngZuYN+Uu+DWl964aAisWumdEfOsGnZL919hv9wxHVvtfb+0etx+h71mPTiSN8JrQRXckdsG2rrfebCj7VtyzrFBhlG6E2nqNoH4xNifMDuy/BeA47AvgfSMHsqcokGod+cQorMkFDQOsfhto+GMnUNkrdNbWO+RyY6nSK6xcMhr1EMevTb3+dKlwH0t+H0uBX6/D9yfm0PmhuY/h4Xnn6EzC225K9ijWPdrGTOTZL5UBpZo6jRzNegQ+gzBBAI0ih81ZUxQZ3KboOGPwpcC5AWHAJfIgJVtMuQdDgecXDK7BCbMaex+7wY/YcxmVSfLmpDfH3OG1KHyJAiAItYIFCN0srchpjG6/W5sS5CbrhWwOwWvyaJjwglrWcQMPHLQn4+OUvfeC9TITN8Cs65qbAOqT1UfZgpxmDM8+pkk5IYVR6s6D7FvkU5rb2al1lpQ9VxU7Y4oEFF14J0ZdHUuK1YNn3PpwJQg1vZvu6y5XkTJ/tYFN+15Yl3u82uvJQ78nhsvtw0AL85umjK2ASRnDRg2ZMCcfa8uu+uB7i/R+H3gNxt3rF/SSXQsmd97F5YDLUZn+5QQb33BCjnjTiM0kTb+UTyd1w/FkA9jXzNyYWLu1AOn00PpY5WEgIfX+RlZr4T0ejJFX09rAPB5DOqPYAWMvxfpm6PAJ7udDsXhJvmQ7firblrwgL9/sxucdoOTbuDuF5E+JRlacnhVP/VUdX7Gfv6tMZSwKprNZIihJXRUGyp66ReP8n3zVEpU8QvTmXiu3FJNqq5ldjoJbpqti1Yvv2r9PYtuqIpoZ1+Kj9Qa4L4U/P6eTNPQxlvWT1s5uH//IT+f9gsqp1RW87T6hNKqjDmhhEpKAE0/GAK+AEy4AG0nlg21Blga7LABGxE8QQ+sVq8p4vfLHqI2o16eUm6mSfij/KUMZblWHiYjKrg6WYwEI6nIzMimyIkIL6BIHEMOnV4pxaTtNySrr6BZ4aS7wT3SjQS31w3d9pA/7Vf8i/xb/af9vN8TBGFr2gIs2Fidqu7qas2QKSjSWwWajiFvYrpRgJgvZCfbcVSCqmLZ3n6GPMajBWpiWpJJH1FsuHhNWC6hdddUIld2/9OYwCZsZAIsHMQ+seGTTzY8wQ6drTM1zfwE/OVXEfBT5FfgL5/MbDLpLgUvDu935ZX9hn9w09KlN32wz+ltT/z5g8zmzZkP/pxo9zoJnW/Ddl/N61Uw+5WyJWW3lEFHBbiGTGq/GC1A8CLtfC28xnCrAUrB0rBnlcLYgQbZRbYX+yWsCYjYBE0LmUo1GENEg1FoYLVRkhjaGRbieifWDFuwCCuSojFmJSZsSkX5EjmuxAvgLg7iZ4K7w4UXfce7LymkzoskmDp/tttbz8nKqYuy832eaqsiGdBpPk867orMoHtGDonUBsc49CMmkcwccJ+bh/th3ZFXLpxlvc90YXR+v8COjdze7tN9eThMx72UjpXM03sYQ88XSoyk3sKeMFwqA32Jp6Q49YZEA3DzZWpyjQZISy8rhaCUElGf0FwcWBCAAZpZU6SQUOHz652rGLI7VbT5CC1tGEowpfLJClCR5sOnYyAdAzGaVvuwlRDwI0K4Ga2nmqXDZ0Y7iwFx69m5szNJdtbMAHKui7Nm7UVUe7ovdwbc04rzZbmGXqLV9mbNoPTPT9S6HlduPM2VJZnbFNPI+LT4sjhaiN8vU28zZtQa5DCDj904fOw6/ZzfX6orY0JKaFwIhQQyNgAG6D5BrRQOhWGYD6IUgisRIAE8xZgABbIZ/HrS0U5IQlJh7Z3d7WQosnSIJr+6qzHBpEO0v7042ZU5S4qi5vMmuaYVkeLAOamt7gnv9NEAjSwktgpyw2uo/zUYSGSLxhfbsTSYyOFK44sNTSCpb9DDJN/Aw9J+jf3gRRFQWttYCwevCrhX2Ww1UYWHzZZmiJqp8yX014iZYAYfv4y6o69GX0KNKPa9mBJ8ckvKqYhFxWYmIyvBQQ5inUPYTDikQSA0CDCDOgZtHoQ0Lw06MujEIDRoUMNKumVjiyJvko5IMC2NkxZJSJLSEpSGhhLpBEyES7Thkw2nG2C6AZB8F/bMWqXj2Cs+RYZNt5NioDcLDbgkzdXdlc9xES9NNdwzW9W+42N9+zfPDrmfK592iadz7zjHv2hJJgN5L8B+2/L+VammZdcNrIf7ijj1t1O5v+ckAAae6cLNX/bRwQ6gAU/CCHXjbr558pVzpuQ29fFQyB38BAw/y6M7/tk92Nv76ZQq16uxPiDzj71ggiKKUhATi3dLZpfZxpDiBOXqQCTLYCs9zrHIwYYcYJ1jswPe6wA2R8yRdVztuNnR5Tjm+NSh1ZlHmqeZ0Q9m4JDcZtbq1K1iWKBhRZeT94hW/VoJeKUF0goJCZJXKpOQdph0q3SPhJZJIOrOuH/uvtPNIvxPXbyRcDGsMP77RHCNCBRxnAhFz00eYPT4PWM8rZ5uD2diPUQgzBp91uP/1Ak2OZ9zwiYncO6GVyp+l/KtC5/ZkCvtGufCyNSlOOSsy+8w58NrRJUfsQJrryrHTiktA1tMIQWxj+rrVnMGK2066q6bpjbVHT3t7Uzz0cMYduBjSseK0UDJYiIqvdNO8b/mzpIDoKGwA4R1IMMWq6Vf5v7+c7KDE4wEF+XuBuULGvuYCD5anXuG2/vT9+Ca3HXdP2CeLcK6SIt5ZmUuVCSVzIgVLaJeYijtdlotsrotjWweoVvT9GQvL5nNYbfRZcf5IHA3Vb9Y3ZBYcFX67M9LUbq26HO+DNzTiz4atxerR8DcgHXDd1g31DJP7GGqsKEIaIXs59Vgig0MRUCHTbH6CWtET4k+wVcSxpm0xuyhyuOVn1WiylJbmELtdLmmVJZLvLKLNxERiNfW8JLcUwPw35pKBrPyKOmgkjBfO/DlSRfvctXXqanrzLHW9u5DxJxI3ce6CynqQoK6q7kwuZmmdM65z2yfb3aGo1aUg7abM/x3xaSgGWgn9s6ESpKVxldFiediKhUvslkUaA05Vg3eUFhkQzbdfEfO4Xp8DnfSnRlLsKxGa6OHosej7ETXZS44OTg7CF1BumnXEtb4+cLJkn2iXqWUVCLKogwSSE4GvbJP8RWyxD7gKyQBug9KHxI2U5Z3qhaGWlua3DkfSQrN1wU6EBqwO4tpkE/9luN7V9O8Z9x3QM33rtqaC7IyTe3maAzndnyval63gulSKpcYbzFCh75WD2lhHZ3Mew28FcLPywDFeX1gTu7L1FI4xydUY1KqMUb9GMvpozRGJ2AsZxKdQETnAXQJbSwP6FSPLQ6OElDXen5U1xu5K3LbioQpj+nOTrmeB9P1UfGsfGsRPUdOId7a+ZKtp9e93UvY/kHssXF7e3OtzJzceJo7DGNskqHp1dX++/x7/K/52TksWM3eR9Kr9QBaVzEmoDGJ58up2kIaD6919yZVyRga7NlteUHn08pqzRpJG7pTBWGiOIRS57CaPG2mKkTNmeaxidl+Li45M2HqmlF0+68UJ0tbcn97tgiOsHJvrpRJY/mR8P1WganKL7emwNLUqhSsS4HPKsBOF9jtBclgQxCy0UnRWdGbo2zhuNS7QcINStyAc4PJ7tnuv7sRUylVwkWVHZWbK09XsrHKWZVwUOWESlhDagjilTWV71T+pZLT1VXeW/lkJXJX2hMpeZP8nPySjE/fERnq5ZkJwCSACSWGkcQREapakuKzdli3WjutLEnhjLO20RdHrRqdVbQDk32YSRJekoEcFuPAj+LOcBU9xruqlCqS36NbNkMkD1AFjFUZhpaChC2lYQwvaXIPP0J/qm/FJUnuHZpR2CyCGZNP7pESzn8vp6cyD7TTzXP4D3e2ABcn787N2AWAnZWKOHn1vr683dPTbjgjXVf2p49+06clZg7M5+su6D/lvqI8Xai6+o7bGNDTlZuINmLcXcFsUFy6MOCtDiukk8k8vMMvx3ilnOa06eZ5UUxVkr5bKCJiBwshaZpLS1WsMulWsWylragUTRcBDA02uHvDupgWpyiBCMYDvZu1ZqrT7vKBrS5MZBrgndnXcdCH9opf15j7hiRRm4I2FtHpP2yNPyz9mYrOiy7BEwP6JP/Va5qeiXVJ8cBw9qVrm56NEbA+8idSyyzgc3AR3a34FlaJWElqsJLUiHZyVmMlWTtRlUl/OBuyg1ft79lhxj7Rfqf9UTuLjHY/XaRkNQOLnnHYrLzOTBRlVoEQWCS7K9tiuc1yr+VJC8tbwPcA7ARgLriWDpjXIosdICvjAEbe0ZAnsUDqDlwjbMDWYE1hUF1Etr7651YSciBRcmqBOjubD3fmV7rkm1UKehXDo7P0RphgJvai3Ia3iqiX+3VuEigBEHCs/NOSM5RFdwV8m+oKA8G3mEZecKUycIsEGqwjrdOse6yvWbnV+AEOt6oipbE77dfaUa37BfchN7oVP3zmRmirG4juoBuaeCmUqMpSH+QqfCFKCyXYQxAtWCatlu6TXpNYxtHmgKcJMgYqJEZLHLc47nYghEkl8BhTizaMbj12h8XpsVstTtFmF22i7LHbPB672Wlxyhh1u1xm0eyx2J1WDKN5l81DPKwkhnErPLd79nne8LAbPFs8kPPYPbM9aIgHeBa6wAUukHYBl19FztE0vm+/ZTBmhsNtlVizy2mzYwxuEc36gi5Ufe7OTux1k5m3zgbsYh7CrhDWHR9iRh3Kc4tssCQJQZeaEMTP5EnEfwprkPM9kwRQzlRn/qsm8Ww8IRAGkin2Z0PfF957P7cLrMytBy37D4FRuQ3Ad0Mx+h2Z2wWjEOU+BLGcLncF3dWH7R3JGXuAeQ8jnZEOltR0sIswqr6QDna45rjgHNc1LrjbDLRm4DHPN8P55uVmiEnjkiWzTZLMfTBVIiSvJ+lfaYg0SUKTpC4JilKzBJ3IJZk8Z6d/UZNzgRPi36vlehPAJLC3y6R3mSUnZcp2pTiL68O/kGRx8zVJ+SxuwcWguaWG3hUKZ2RsC2eELA8lWYf2xeS/3gztORA+XAPU7X2gLoyOF5G9m4HBsdUkCdv9wXqwvYjiH8DL+S9/171eQ/3+kbnxnI/6/UOY9/cwdT1fKJOszmyU5F/3RsH+2JsxGK+rqRtah0pDjaFRITQVXY7gk2kwKB/QEAEYDUAHAHPANfisjiYGk9RLdibYRCLN6CV9SI/UovmA0M+lX5BekYbGtD9dkUbatFgRrIA9FaCCot8aTfpXVZqwFAERX5KRGyUHEXihf7CxpxH2NILGYVh82z8+hZ2AzgzpXSFzZlrbsW0kc3NPtZOMXfvh1j60ou7swcJbQyPEvcOJQX507r+YacyrK/NCBBLbnJnC0LuPrBuWhuumK2OGVJsF2Dxk5D2DMlcYRC1ct+feS+Y9NuaOQ6OzicvGTPD0pJbN2weGTIkIzXrHmGAtOFTPR31OuX/zhOp4fbwbWmdd+EpjoMbL/2LclLsOjI375KDv4rCn38jKp4YPeHDAM7k7rhz4+wXRMaZ8bIbroHi6krlO8S73rvHC5aE1oa9CaBm7moXLtKu1MB0FUUjjnJoY76T0Ft1C+Sp8ZDSSKDv0JhuhpbNEdjJRuUcGJzFAISE7P0j7gT8fsmunMbtTXb0hKjrDc3FhK/S5Fe7y2eG5mrC5QC808uvlA/JROlhHqfULNT53zZ9IfK6J0qY4SPfTu5QwvfG5635akqdCgQ7LMVYwYk90qxrbJG0Fuow7AxtLRpXALeWgsWJUBRRC3tAbISScE+ik8XglKPaGOzPpwWkI0mq4s1LTFBsdgzEa7twmC2byrqMGxJi07DeddABHPaZXKUiXgtJ850BXFw0knToztqk6D3n4cP4IZwEvnDnJ+QxC0qczaFilwgedY7K7omrRxPfrvX3k9CtfLS0mJRuhmOLHXcs8zbrTgW1TXl1RoOprqwbfTeg5ENvO77Fc6bBH8FsltdyzxgOv9d3mgx77cvsaO7rdBswJayVWnLS4WdQqJnOWlB6mtMirJZvhBTFyJAKTKBKxspS0Xk2CoBOXL5tQQZs+uy6xOQHHJdoSMCGT77EKeopF3IlwkgmfCH4b7AmiYHVEGx5LZ6whJ2k9lj4m0TsiiPlV7pSqaj7t1Iwzg+8F6cw79n4AeskZypMTn2SzzV7oZMpTHelJA9Ksxhq0jgrn4i25r26et+zmr4DmxvZuBdU30yYmVUqvmjfkglFD5rI/fk9E9IpRO9d9fPqBLdsfzH1rNC0aQdqXnlQlFTBjMV0PYbrWg0mKW07WJoclkVxeWz6sHC1MrUxBMQVcLO3FeFIrZJ8k+0s9QqmwV2C1WisY7mxxQq0TWLQalwY6NGld7SooijHsS/TfFH8u/lIcBeNj8cWJ+Lfxnjg/Nr4yvjaO4nG77qgHnPaAoCflafYg8jTWgzySL+RL+9AiX4cP+uwaKY0dLCkdSh9Nn0xzmnSqsrlQI1OpE0RzLBZkPB2edR5k8Ihu4ELuNKMhYBs7L3knkfovMaMle7oKVDUGw0fNJ7GpLQ0zxpARnjSeNkLFOM7YZkRGul7hWOsp6VDvWsSuw7Tvia7/I2MyP6ITXfFT+yGCM/KzMvF3NDQT3qqtH+ocf7WPsxWcdVj6/JX8pFLCZXvRaSvwmz1E2dz+zNPXbfz6xRuveuz+q1bEvqm7fsCkWjk6PD2iqrExM3DtAAAox3OzCKPbBgycsPEV5eK7Hpg4fNDIX2bWjOqfHCPodwWiQwbIkY3Z3J6CfqI5BPRrzPcMGKG4k/4G/0g/SnoaPCM9qM25iJQPYr5XEr4/hfm+CwIPLIWN8HXI7q4EmlLwn6Vgdykpj/0HD3gHK+R1d3VIDGLWB58LvoQPSnAsvlBPDT82uDK4lrxXzh4tAadLQLAkVdJcgsjT2BJUIsVD8XQcLYp3xGG8XCM5gDq196jjpIPTOFKuZtcR1wnXty7OxQrV6VAoIpasLdlUggwlHQmQcNhNPE1+kA6rlH0t9gHtkbCYDqahA6V9YbJEvaSMDOzQMDXSW73DOKhzSqY8dkmHj/97rKZx1gbSIkmnc/TxOl8VVawma8xFy4urCxNTe3e7OtCvN1739DPtlIkRynGyznhgpnF7+tAE5fq6b2Irrrr/0YU3vvg1cG6cMHDAdMLB+wizwejsxnDJgFt23d48Yk3mlyMHDZ/4wF0XK0RXjse2p4vWKKSYN5TkZfGfxSHi40BLVkXCx4JgCHYCHF4HZCySBZrYilVYOUoqJjRgtUniLiEGeRmiNqNKCePp9GDF6fHYoiEFq8sQ6STYFHouBGeGFoZgKEDLkTQ0cey3CYwnLJXonksAwpeqUBj7S0fdJ92n3cidaqdT3Vtbuz6q7j6Y32dHNGahBo1UH9CatEyRZVKrd2f25Xzzx8mcX3ZnLgxTjlvCIZLwLehMQ256XmvC3ZS41ktu/ir3jxsXwU5UN+Cq28pzX1wF2oDj5hZxm4p9ds8bPGbUkG4npfD3W1c8tfNBYHEtHj52Qwo07Vz6bPcceoQgc2duPPwTjXs7mXbFb8ZqT8cfIV1M6+yb7ciI7K0ORtDqMTmIRnrBIMjY96eL36qydLEJiYdrC9ECRgsk7WYt1GrdLhoUX1zWO34VQxypk4Ac4sGSjC6mSgHOmPsQDNmoCP9Eb3MXcE9Q9cJfSSRf1Q6NxDGlCIXbA1g6exTr/gCWkxjzsrqLvhYz34p+juBtzl3O3znRbifY7QdCCHwd+jEEr4neGoWFsy6JWwNADGBbG/BRaxrW0ByN0RPMMg6SmUEah4v2qrCCJ0xGVchknGcogALhYH4gtwU5wuq53WVX7IrRmrWn+uJG+G6PY/f94/b8Fr7CiEZKhdZeY0omsbaW/evDZ5ZUycAnjg3cuOrvLy0rPm02+fGvPnvMl/v6MnDND6tugpYf7npwytV9p+yR1OtgGmh6shpM2HgXjQGNRyLGdTHmIsWaDDeE4RzhGuFWAckkaGylEXDRGZAZrVaOiwj05LOquigZ048tHoF1O0zSKjv2e7s/zod4SFl0qqv7GInkEHTQi7joTalbC6Ih8xlhHCT2xmrswfn0hnJ/7wvfqJnUkT+Nv6bpGXgtvhtQR0EW+s21Tc+qNuCXWE+swb5rglmvhOcblhsgWWzzuuF9AzvMDgISL69iINBAMaTV6wgvtwmChiZDmHBI55fFUDCUCiGlJwTW0W0uGhQqpekepd9ANddjIFFtERwVT4oYSrQWcj2FfSJ0Au1HXeqeARXFk8KsxZgiZwH2s9u4e8WeW0MZ+dj1f/56nHxG3/bEItPYuGnX9sn3nNWu3QfYqR/PGjAtksw/lRTt3foxCLQl4B8lgE84ElDnVwKSrNAuDlbCT1CUgRPJshiLE4CuiySyL8RBPEjTR8YYz2MDFLKn7cjuJO80sfpVZFD4OLFNZMnq9rSIGPp6s8hqRHGHDIJyXG3mQoFAnIlIEShE7LLNSO2adbNtq63ThmxMHP/auFtWg107iAtf1hviIimCFLFlpw7RFrt2dWkGSSZ3f0ymezcQb7645rf9qOcwrQ4kodd89NBxBs5XY60ytl8F9x1/nTXcvPp/7V8BNcVHqfrRk+uvvwzEsS9/Cboq9+rj06cc3blg4eh6V/407UzdvGtS6+NAwk597phrblvfbiKyn0VgfMz9SvJOE9hh6jIdMyHOBO70bve+4n3by3Jeu5cEW9UVknrg4ux0IqiTgegROhfYhjYxFlITzEh0a+jD2wyKoXciKL5uM6wzdBq4kGGcYbMBGWwWlo4Dtv27Sy96d1xg37tvAYaaSIEVmzZFSidMqAz9dsSEO9a0kP0X940bhsYf/3Ja06hR2Tn3zVu6fD58a9KsxZedOQP3PsXGhqyOrMgCo/aX2me1L2pZgXXkR+A68iNwHVZ1RhkZwW8kI3CNIhkeqqejQx/GZDT23a/V7sqSm4SMgTx1GFiDmc7dEPlmfiG/lmf51OK+BRh0x8N5JuCWARjuc/E0sjqovLYOvteU++bx1pap07d0D95nXfjAQ7VDTfCtXPf8WVuenj3v00j7O1/2H82QLUWb4B/wPeqYJAjuYRI9J5XhRnP22iTQu9e4n3bvdbOYoQaJzKc28oGQxZnFFsUQCITkhAT0EsAIdR+ZIgOZGBA5e0yGisWebYYA0uEtY+WZ8koZMbIkh2R8FEM8IYkJMz9EaeVFDylxD/4xogRE3i6FYlnJrnemWcCwwMzHXPHSLBuLMPoAGe7iV/y9xPOP80PGT546/Kw/ohLP2Yw9vrVO1nkG8Y4dNjc0qBCQxMbUBV/thbluNMhzisTNaI8yflS3fzWQgZt9hfb4h5HpssWiRcM6ZxJfTf7C5ITB08oHxpOZp2aO//mN05OJBSXlJb3MgEsXzx44Cj6VvqBEslVf11w7KNN0Y0NmwqynZ1HWOK1TKzKFc/cGstFd7eXYC1gZi2SJygFCGIN9t8V9qRv5WZdkdWb/sxwQn/CFcvSq5T0L5C1glG2NDa6x3W972obIskCoswM6MgGJLpByjcU4vcfF4mvBC8HX8EcIy3gQMgFvFIhRYKE9C2GuNFEWDUXCGk8yzhjUic6bGBY9kt9osF20ZD1kgZC5NjoMQ49obfSJKAqEooihc2Mk5ckEWJO4PwG5RE0CGtDRMiCWBcugjU+U0WZLOthVodU366ROiWOktNQmIY2kVcfzRG4pDMFW+aMedcpXZzUZKJYf0IOBakbNHcygKep2uo+2ffHM9sKcvnyvWWvr2fU3depo5ILbJ5doSuroCqw6p8YBx5ZVTZxQmSipmDwxXXbw9V8/+vqVF/8sEXFnEk1P+e8aNOFQWXB58NK/oaaW/kMHNU6Z1n/44H7znjn+zmOPzZuq1/hHjBo3cGi/prC336CK7xhSr5zfV2Hh+evzc4ffB6e517CanK0YNBoyWkdioJnREwraFdEoiEJQgDEkKE5PVhDcLoE0UxioHv3f1L0JfFvVlTh8l/ee9l2yLMnWYsuyHcWWrCWOs/k5O4QQJ6wBTAylZUuJk1KgFBq3Q1lawG7LUNp/h6TLtMC0zeYsQBZPS0MCNUkLzbQzpMn0o6EL/idQSqfQSN+5970nPclOWErn+30Q7/ee5S7nnnPuuec4kIE+um0DU2Hot7bUIHYlxYIZurFy/wQs1zr3s2Siz1zZx55OqMnXlDiwirgvUH2mtC198MG9N9xg88zILVshbrnL3Jf959MHyPR/7lye6IrUKTmr0JP4hPAY8qG7n0QOlljDE8w5HEb7kHEDqMduXspM9iK8GY9iwkpw9GNqoqxywU5gAGN/jXsvCEUXK20KDGC6YduwBfNsTxaW/GqjRNezinws9Wdf3wR+1tY6f8IZ4vywHaq/Q2P6CItHzeITN9iaH1+xVGMK/xfwcHMtZ4lMP31AmQulngXMxWe0OtBkH+w3HxqUfcN2vEw6KfE3IN3SMkmwicT7PlLNEQdjyRMRMCv2khJOCvAf9poQ3sUSKvOXLCB6MpWJ50bVPFNgOUySypfs23vF+vtmt+8l9o9e3+BiD14+vvqSnm/i7xbuWum4/or2y/F1LKss/P4GXgfcgfplp1nComikDht2U5sdGVm5P0o3jFhMVhMrNbzdYBOpzOL0tyVaWZViXsebUpeTj7oSnJ7NssdHrJByd/eYesE5elSJ0ucLiY06ha/4huV7l/N/e6mv8BM88zPYV/gjvnWzluf5P9X6F9k9pUIXTBdQKohPWuWiXEjco6QjZGUt+F7isGD+jpT20g387dF5OzjTVON1m8XEWR0xTMqp8hZB45TFjWtPEao51LjTsYb4uwOEdpDV4pNg0wdQPbp5u71WC3l01zXkbrPfaye1FrwhhEN1qIbJTFutz6wa8ki0wnLfzmqJElbaYpsThXy8ElvQzEKYSH8trjVFnEeO9q39CWyH0RS7rj96pA/IU1I1Yl5bXqtU0tRINN/vTFyalwWXzj8357bi5hvdf1o9/7zFPR+9ZO/11+/di5+ZPTPun114IzfjuqunZ8my01vI5s1KDYid+EF+/sR3UCeMFDLtYUnmWeZjmLeNWwyIxbvg1Gmey7ypasXiB8/PfzPh3is5ulzhn/o+1XU3ff5vc1e6pkgq7IXcPr9JNknMYSHZPEx67GTmydwF3DzZls4qX1vaFHPF7/SBsMHyKNgrpxw0qkSpmYSnQVq4kYNu2OJEPEZtDCtWulp9XIlfO/pMslQquRxkwmZ1YWPbR9Mpf7Mn6zB8bu8cvO2f8vNt15nzgYVN9Njf7lNlgx/WloiiW8VBYR+MA0sQ9q3SGuYDMc6VdaXKuL8Q2oub2VI9/byy9nNoJ68lkkaPP4moUlOjjdXatbtzpqd4SruNI+4pCVrP0t7KU1v2ANw4qzCCGkGtVEdpV1WNkSkLp1w8hU7xM6lTm2hQaow0RhpXNa5pFKyN75pQXKsxopTZYFVGgux05W6MZBJXBSi8h7Ij7sQ3u5bEwu4uh6QWIKHWC/sjTq0AycZOL/6/d3fd5v2ilHStxEM3RlpXpT9a+B7+wqLAR65IfbSiEomyDg+8W771jf/wfOujlfnWmxQB/W751veuvOULPavuAJb3lseC5Vs/AJL7E59Yz/Otf/TGSEt/+hq8snDLObVX6/Kto520jdcnHWZ313y98GfnvAaLeJl4g0gpijljJCrWG3mavwgMQUgtV+BSSwnVM9tDjsieYFCGQ6s3iLuDy4JrguuDG4KHghL7gQRZZsjtPIF+E0uer55Jyk3zT9jirqq90qgPfqxcI1r1Fdq2l1oy/vBNUYe6JFwzHNLmvuHPz06BpF5zqW9pwPKR9lsLh0qLgfz4+k/1zvmyIh/oKs77P28XmOwJMiu+Bhj/nrBTIP9p/oP5bTN9OPjdIKmx9VjUvMZelphdEU5MV5VNXJsyUCTpLAhef6Yes5cvvfX9YEFsrpfYD6TeU+NiBqensv7MuBbYpw7B2nVrkyVhpxuFct0Zzb+5aknXxoRHG4S9CuuSY4Yr/Lz3tln/hC8vDQGvPQOcF5audCUlVd4cgDVvQmtk9zUGPNOAl5DLyY2E8nr0WnriDTsvwbgLDkoD3/cDbNUoKklJIWHfslyNp5ABCRLRVaxnd7TrTo8yPVopWt/HledGltIzCwcHObCz8MudT+P4Tpiu5wt5sCFn4x8r551WH0eA0zaA/ijffMD+Szu5244lOz7X+QXnH5xvO4UvOL/ufMJJTa6A6/euv7oEkwubvAHvfd7fe//qFU1efE8tNgSw5SITNpj8pmdN/2ESQgckbJD80iXStWAHCzUC2U+wkdQSErekMGZlFlOYtlJgmfawQmEg9UEN/hbyw5CIercCm2cZ7OsBxa2ArGkrK7YkGKweCy7Nc2V5QMUkZCqY6nVRQriv1EJX+tauxawWoEd9Y1fO/J3NgLVQeDzwla/4Q0NLMo0WUv/Ct3/b3z5y4fXfHaOWf8XBR6c3d8/615e2XPTpo1e3H2JjiJ6jP4MzkL1VbEHPypm7Ew8niJQ4kXgrQX8XwcYINtVhyYMtYG7XOnGLBYMO0WzAfgNupthPcW2PDVa6Hbj+FqpBAV4oEcP3TaiBPrq1EZlYylzkxu4mu1+RfyIsk2ZHPbbXN6BULV5VO1RLQAbOHq4drSXDLBB+I0hDaqitndKqPtBcx5xPPNUXyMJMhlej6s6OZ/iHVoWcG1w8wge7VOuKv2F2aRYzrKlSoSIQkrBN8LcvSbW0pPCPWlKXwHc/3nnp1XuuvnRnquOx6/f8pj9FPoZ3KVWJXoaPwuIFMz/29uVTC0WMp17+9kcuWnkFxoXijpVcVuzidSjTeFjOOtqwVXKCWZybl8avxv8SJ9ZYXYz8LQZ2cyiWjNG3CBaIl8QJtVIHwUEpxHILButz7DZtGwiYdpYxptHtyw2GcDR0OERuDH069G8hOtSOWQzoaDs1i6F2f4uPSaQwaHc533zfhT6KfMyjCMaOz+9niaP8siSw4hBBRyKSILOKCTyU2MT8kpFEKkGtQqKF3WuPQMuWxr1q1TsHTGcC5uxQ07Em0sSqB8rNJ1kCexDNcTXedrpSOwI+qSlYjRRFZJsSWmfO2RwSdlLJx+bbywv3RuSIcnUEGlwkGiEnIziSKkm3I7xIkFJwkH23lj9AXzrO53m8e4xlj+LlB2EddGeDpZ/7SsFGa3lMXkVaAhblxcv7Tuax7FSiQxOl+3RDOTaUHL7h0rsuno+xpccVbljSxRTIwGfvXfr7mRddvexObJy2rXbNZ93RRx76JNl9h5yvWWKcLX3Re1vX3U/Wrz1/qivXMuO6T3a1741dMstnq22IfkQ9R0kXt7HPfRKZYHItsDq+5n3c+6SXMst5aw1y7OHOuo3QVoIxd1iRa6Nrs2vUJRhcLuXKB8bo9H6tDJcatqw/+lS3P+kKtLeeD8bn8qX8m5bHlotbPm+58m/PrQAD9POWPjptReKTir0COjCrORRFj8p2WxRWHCIY/rlETRvc5nMHXLyGWA0vgBrmfjMLLCo31waXgaWMLNhpQbW+oFqWyBVxkQR1eZRQV16WyMEc2nTmaMnRP7Es0UtHgT8t4ESpT6TVG1tboQSeoVhRQ+pefsKfjz8SdvGSRYIlMQXs8K/Kl8LZfoe1t+1zuOuRoZtY3aK5nqyH26nP0Wm8XkYEPS0HHqJ4pmuJ648uyr4QzohNsCGWhHgkbDLLZs3uTpkxiwVLw6/6zSL7lljMQSW5td+X8uBBz7CHIE/U0+uhNuoJ+4NY9pp5HcWdrH4hFutq9/HqZExiiuopomSCZ5Ygcwey964ZMM/ZCKzlVmE5S/RYdunpTLkAUvmtq0u9D9EcEcwUyJJ44Q1i9F90Y8yEfSs288TxS5fuxe49K6j3ouC5fbXzC/t5+vjMem4sc6uS1xmiU2F8GtHLcnMuOj9KLq3HlwTwzJolNTzjM7FacY2UAGVYwhYa8/mwm6tCDbz0WogvFhOvwXNcZmUzsCO2PnYsdjImxBDPwD5Fdor9IkFiWtwsjorHRdFMRduoi+nYLuQb8B32HfcJZupzc/PCpkgZFytrw+IzZmy0jdqOs9iMcvWM/fx9MP+BPSFZG2S/gl+UV1aWFbRR7uTZedqH2Stgn1Z3N6c9EdYcdCAp8jE69WvzWhoHrvv6168baGyZ9zW8+DMtHZdd1tHyGbxYcNQtW9j71csuuOCyr/YuXFb3tYfaf3j+rHPOmXX+D9sfUseR7IJx9KDbZJgCHMCt+K+YniPie6VHJJKwYu7ljlppveQ2MVFsUwvQuMslqAK+utyQB496TnlIP69ARdOefg/x8MLcJsWLs658RcEvyri2zMQhVvN3cPtA8+bsuv+8607MDe/9/AVh7156SeHPF7Zv7n0ALy8Mv7ig7So8UKZ9F/KhLz0J83hqG0gJHqwNh03ORutpG6W1xOf2NfhoVHDw6WdasMhyrSg1y/jVg+q1agAu4CjpANDTjyPMlMTjiPbypPEij8GU1NQrL1zJC+2sY6eBjitNKPAXBM5YNIA1hrQafGRX4VuFX+694fq4Z2lre3DpiqP0YAHjy/BdhSu/ec/ih660fL4WVdWT2iHbeP1sliCCuCXCTla30ZozEvw/BMMp7aBEQrw4DksiIyn1EaRSfQTpYektidpAGor4LRETETsEIkpUwGeuj0CV+ggCnjkg4M0CFt5/fQSeghtnye9/vHnTszj2b6Am/77gJy+o+vtW4M2GvixHHzJ/x0zeNONv0O9T8jeKaQAU2C56kP6KitRs4r5eE6FeQkB7kJjsN9BHdxIzi5UTrMrFElhy26mZmGx8C7rZlRlsx34bTcMnYpNIav8YE9VwOLtYXLDygqOLXyiqEcDMdlnFYoCVUF8Duyuclo2RracH8Zpk22myvPDAhXacwP/5EP4mJY/eU7hcVP1AdDnwEkDflxMPOb/jJG868TdM3zeRv5lwranFNN10wPRLk/i48KRwUKAmp8PJSzWYvEajya8Upt641WGyquWrdxidggsbXAqjG2S7yWl0IK61yMjtLvHnlt39bpqGT8RtNZb4e4ZnoVK4ZNEoCo/d42UuWXK5tevU/GSM1yRWwpq1YNLlS6Z/M+HCYM6syTcUyIrC/VfjhIH5qcAwy98C7Av/cnfhMvEbF3vBGlPuYubREb5Wo3iuPPO2evzd0I7Q/hC9K/RQiLwSwvd7v+Elr3kxZRZOK6gWB72/8kq1gslriptoRKBeShq9oWCITbbT4/V6PF4HWOGkRQh6/cocgwk74gm563gGUBPTB8K4gYaZikJknszMYrLmiCDUgfHDyiZttVvdoGLucFixVbTyih+L6mRXXZ0Mp9z6OrysbkMdGarDLXXT68g5dSvrSMhbR+Ug7g8OBkk3y5rpQWlDr4EYGvwDHjzs2cgE22H23BW2AYvyH2N+6r61yrvVdeVMGkqqm+xp+Dr6jHoNs0pNV9XFZT3XDcuTcmWfmvuPPSXi12kwEyD1WR7rZibzS9PkZtUyLZ25Cz9x3uOL5t34cmt8SAy+idecZ+FL9LLtG665leye/omZ18+Zee7SS2zZh/BGga9W7LpNWa/klzBXQXRQblwUwILf64/7qdHuQH6nf9RPG6nfT1mMC5kp1Djde/jg+7hgGR2BkdPKfW+Ua9gDZDJziRPP92OnfxlzOHpq+IZ1KcU3qQWxh1vEyYsRyl5RRqITzlMZDtZhOFMNQSqqjm1RucJQjknFufQMu4BkhjcbTe2OVxk5JT718BjP2qrUqaadpbv+TuWun+XcJb/c8W2l4umjV184bz8s6FfJihcH5swggW/vY0VPD19w5cBPYUEfc13Yq9ruZIf4U253BtD+7YGouybnZ/W54Ss/XNrgGw/7rSHgDzQHqNFf62+BEfTV+lp81ODxe5o91MRM/t/ZqYtddEQGMB7GYJp341WYOuDLMvjmJBatYKnbRDtbrGB97uHH0wZk4oa6km1U9vLN3u8edo+6BWW7u7iBXpMaz4yVbnIzinnuVjMTrx0vZUznPt7GCQlw4HhywQd+4x1qr+vtrbcJgq2+d3mdjeJ9hb2FvXgunkvvvC27enUOe2/NrV6dvW1ZAWQVLnAfR+HLwmP4JqmT10yyoMvkwAbTJhMxyWZJHBymGymhiBchYpF1eRDgiOI0CHdpF7lKdhjuZSUmxN8Kxk0mbBJSR9aNOcf7jp4+0rdujEV8HB7rCzqPvhRk7nvmnxcbcUyEr//+gx/gh7cUnsEz8ZIf/EB4bHQUD70wegZ60CYQTTI1AD3mjWZiNunpsTjMuNuMzYJCzz3iq4weCW+ELSKdgZ4jJXqacKMHq/T8qvDMlq34Sz/4gXj9qL2wFg8V1o6CMvKJwnK0ovg90N53bCfOpmTOy+87pnbmUEiqDVOZygZnjppc/P2sqzbnMtX6ZCs/tmtcgVytET5ZfaZaKUTDRjtSroDk/NRcbgPGafhxAA/CqhrFh/FxbGR/78Ub+Q+nsMGA7fYhzwbPJg+NgrzahVOfRyCpxng0jZJb3+XvgoXB0ha+dPQZZu+oeS5fOrqfO7c9BtA3WZkf/lnVX3xeFvbLP68wf//GG2/MNWWNPbmPXXnllYVPxvG02maTIRryTbF4fYnEwkgbJbGIP2F0cZ2msEH4Bb5WMiAHah1xGBeY0C6Mt9pNFviyg10EEgNMR54N+OkjR7Srk8YGRTnMgiYVn4nxtdMuK868bVH3pmtrsNQ/Tey8+qqLPz3I3jMV9gvP46niMVDWgrIZtLxBLCBRwCh19OgYToF5PsZclCLIhk48tfB64XE84zVx1UMPDULfl6DvDK0voSL0JXRC31hTpz+GZxQeL7wuv4ZnCM8/NDio8FaJGwNyAp8JSo2x/sGxLO9vgBM3hqfKrxX240vEJYODTAevxE2JgAYxfMZVfWOG5iaGe/9rMnaUerP+q6D/N6G/AaXlGkGUEDaQQSoJ4mYDfIewRIGOo2OHx5xHYSkzbo5mxjJOlSID8NSJvykff6vwkvzaHwHu7bcDW4PVsNtlHzJgSaCDwJZBJALdDDol5qD7GGwF9FiGAWfj3AwEM8iFX/wRSJ761nEYa4D70O23w/5YB/tjqHiI3Z/JToStJgNmd/VWZLebTSiVyqay2bG1YGKOZV8AaP6qumhDkWhsrte+sjfTnVp6gaenbean8Lpllyv5aD8hrEf3S/Wgj8hyQMSCJMlGcw5IxdiolgZT1N7toDGALQMDvV/ZFIpSC0jZhmAxmp6mfJPP4L+fhaI+8YSwfntu+7q+PkQKrxauwI8W32YXfqhXbjHbTBbbIEw4ZXraqECpzWY2UKtJNo5a5DWgglhFMigJKDUaHOvKpvqCY8FfB8f4g8Fsaiz4Mv8ehAzHKsIpnPV32uAoa86L+FEFa+GlwqtPPIEDixVivsd+t257sYhQYbm4T3zKnbB6EHIZiJ18lwVV7YRpd1kEkAzJfJ7d6Z9TWC60C3OgXVZph4+r7Tq7sl5vqd3DCIlXG2ZDOy9rZz2I6/ANqAbWZn06jbFMcduTJIdaURJ6QPt7eK2YF6F9Tm0/DHChPfHWR0VRJrj+SdjXpfYPF9aIV3N6OXzbXsry09nZvd/RkfaUxyqrcAtrWK4qDS60q1HakeL2kXAEGWUN3hE9PBIkgxq8v46k0m53Cd4RPTxol9bgfWckEi3Bu6rQJ17J+fch5Gy2Po8f4nzdgb8B49DJ2v9Zrps2zWyW8XDD5gbCAh774RuhoTa+OElwdhfJbW/FeIoReAam+9bmk3nE4youKvQJ3Xys8irsGgU2OgUNFsk1BOWdeRLNYzGf9/tlsCNXxUiMP/YJshsu0HOd3lzM3MwQZUBeMkStKqJksi/PsCm4gGrxKs5HjTovMtBfy+g/sTPaCDNJcLQ8k7zPhTCXV3H6pil92GrgcxmpjxptE+byIZjLq/iY1qhztALaW3aQcxsaHA4Za3xfCHOptJtWPZffHQmHYZVo8I7o4cEcPaS1e2mkoVEByeEd0cODdougnRPoTEXw9EiUA+xTeHqocH4FTAe5S2s7FZ87dSoHqra9sHB+BVwHWVyms6VFR+fqCpg15DGt3e9HmhI6OldXwKshl2rj06gAU8bnnxESThly0M7P2jnsZDf8wS1bYIpcGLmcmHAiGcwemKNm6R1o28nX0LPoRT5XGfQH3IKulZdStiDXN/AvsDgbwhGZsPDczWGKwhGLRaYNckM81yDXR3INg7UB+M7ugU8gDlc1rGnY1EAPNRxrKDbQhvJ08wBo+C+P+Rpbdwa6HZxu205SolmRKWei+Q50AGheJS+kcRYfaYvHJxIbZ8TGGbFxRmycERvnxMbXxDfF6aH4sXgxTuNnIrY0xjAXp/hc+NW5GFLmDBdfHXG5kUWdsx5o18zlZKfabq4yZ6ihURB0c1YFL0B+xNth5LcqwJR21fACZL4Kr6W+El4fjOVsBR6XDffzMTqAr4Z9m34S1Rd/x1N6E5RsYmPrtLLQYIqsYUBHcEtpLwPT+aSKu09o5vu5U4UpKDDRAUCaeRK1A0wrwKRo1jQYbDKVX4dYbTk0dSoQR3FXab8nGVSA+VWY87s4nbWqXJmqyBVcfGun2cYow+YquVLLaiTxPtNVufI55UzBZn8Qg+TF/ooz5eriq+Ie6X+gfYC3fxb/QcPx6s5YnO0vHKuWXXC+9YsPQp8upQ+XqQ2yl0TSeEP6UPpYmmbSWZ8Pxipd4grEpXrmTeH0BVWevqDSh6wOAhsVWyvo+zKMwUrefobaXoL2dbID+2WDKdfihymsYEqlkZ19U/iaCapycJu6Zmx2i7G8Fr4M8nIlbzdDbbdYbVcb8JrL7arpvhN/EegIyFbYgFYPlmRMiI5yvherab8T9qDaxxMMMroJ8Vf1Ob9wvY5uyfp8ixU1A7fOUDSUDg2GhkNiNAQmylbZHArBOsI4ZNSGl/WfWbhexw/091lRm+zDLPw5nRhMDCdE9u1wYmNC4FASCaaR4EQZijp+q/XjR/zkN+q4uK2V47daP37Q7ha1Xb1fN37FnxdWk7t5u5CyN/FUtZ1DQHSydjMr2hHkMQqGMl6WczfL5SGHZzuOG/hZY6IwITajKhH5Wii+AG1v4m2fgSYJ650HuUQsHsRXoXlMe/mZ3GK1gvYKXQ2sK7XK4UjOyoTgJiteBVqlbLbmrDBdFk3wJZnkyzMcST7uX4P18WM+1/WqDrMO5rpjC1bCAAzGHHPukyiXJMPWU1ZxtdVKSMV6B5Ac1n2wblZxWLNV2f2StifHd07opaz3r8F6/zEft3p1HbNkS97tWLYdspFdxR+NqOtePX/vg3W/irefrbaPQvuQbMUDtkHbYRt79iruKv5G303Bc0SPB/SB/4Q/NMoejOw4ak/bZfuAfdA+bB+1G3YVXxuxO5Tu2rq6D/QJHV7oP0M7G/ZCY2RQz4Z/Afr+VfwhtAtX6DtshpDuPP9KYQ3+AYc3R2mH31TbgX1WXlcKPC7nwkw+K/C47PozjG3LFsIv9jwGc+5Gsxk0NhUP0QtYVbYU/1hYQ9ZwWHMUWAwng1X8JcCKyC6CjBaGXKGBYKMORomeI3r+YBw+rY3DjhGjCan6T/Fo4Qi5qswfCeKwyh8Y+BX8ra6AV0NWM71mGytov6v4wojFihRNDWA+D3tsQAezBterME1mPcwvISQF+DqMKOuQxIC/uVswc/9va0jk+Nf6KP8q2+2u3EbbZhs5ZcPwb1fx2E6bEzOJbtOtcPZmkc3vZwD2I/y87FZhX6rov9jT0lJfD71aKvTfaloOgr2tnhsTsEwG/yDJq/BRS7I+OBF+YY0U4GMSUdaREFfHxO4wm8pj8hlo9wjXMbrVdv2KjosPtWLUOqUuVN5jsAPFRk5zVD277tZohtNbrDy9FR5BljKaZbV9QhsTf9BWoxxzOpofgT3fyGmOqntki0ozzLakm0d2xnGaZbXdvNIZZ8Hldo/A3tbBgzV5VG1ntVXCO6KHB+1uVtsFglakh7e6Al4NlxVc5jsr4a2ugFdDPq62q6vXw1sJusqrXI7HuA7s5Hxw+7sliswlHXgF6MBfNzRDux6ui+1nZwiXyXF8IbpIns2KG26ahsG0DLXIBIVaQOzQLMvnn2UyPyu7a+CT2ZFblsVrspuy+7LHsiezYpaMwshz11lfXnl+y48A7exV6MuW6HNxmQpnkgAUZiIqhcra4DRKxQk03gk0TgX7tEMAIjvL5AlAH2jiWZ6ygpNEI/DlWLaYFSrp4gcTJyt/hnGz07A2brEJ48ZtB04THmcyhNs7x8F2+Ow2GonAtn58RyQCCivhOeRX+AM5J1dMaDQkh3pDA6HNodHQ4dCpkLE3hFGong1thNkUETa0EWZTRBgn6vv/Q5FjERIhvcH+4MYgVd6+Mj7W5lXbIq9IjXxSP8ZlXhzvk5c7cBp4uYyd+i/Is8MxxslwidAYIzTGCI0xQmOc0Nim2L4YPRQ7FiOxdyE0z/cls9X+h+/7BhWnCPs+KNvIhghGkQgc4ATX6YwI6PNFVjuQ7/25ap9zga9m2U6iUVYcayA6GB2OSruKJ3dGq3092tlcjfcgrlXkDUF11Ugnw3mQ41T9SS7/RH8SyLPdHH5c5+dg7euamjj8hkp/FasRx+HP57rowWuQosW8vNPlJSBUsWuCv2o3lxdxnb/KvY0cbuRnWGPcZ1fPMOazYjkkVdjQtiSD3G6skxkcJj+r4+q5/33VzpkGtCdkC52aaMVwSCs4dnIcFCcqTDwNH7d55itwGD7g6dnbwPJh3oj/Kzt8tYwphQCCfWXeSjbJET1/JEit3PdgJf3x43GC4k1l/lYWjuj5g3P/65p+8PMRjwdjVU86t3hCeIPPSZM6J93aGdOW5pp9pQ8xDfvCyedkgWof7tPOxWS7xwPtkxVzci6cHW/w9k3qnNyujnN7asqU8jinoZ2T07tAbYfVdlPbWlrK7RR6cxo8h1vnf8lgRybD/aOK/4XTynlbwGXkHehxjWbg8UvyOoJSGUZzpB0PtWNH+/H2U+0UtTM+UqlUpjvVnVmVWpXZkNqQ2ZTalDGTlAwCUpbzqcGZ8HU6fNTHcynZbM9FUtiRwhtSm1LHUsWUkMKp5Pok2P+9yf7kxmQxKY4mTyUJF7JzQB6xTc/lP+z7Pi6hVDtA4S9b4s9Dvq35aXIdOt9vNW8vsHko8fYgrInRDEaZPGMvySTtYosjB3YHYy2TyndnuvOrMqvyEskASxlgKSPPhI/p+cxgHL4yjthwLssA6xmBfTqWKWaEDO5QQhsCuVTH+g7S29HfsbGj2CF0cM6YoK3kjAtebR1o6wzo5eustB64zpvJsgUxybKrWCPa2mMwFJ7VtcJhpDvYYplkKWow4JQUnuR0JCp95hh0bmaG65VtaB9hNfN4+4VKe66jgyzGKFjvr5WFWoxxUO3Sp/SZCnQ+yfdpQqVvUVk/1tmgEbADviT+iwYbZMKl2h59bSRU5zbLGrwjenigL61R4ZktlfCOkINleLDn79bgnRypq9fBW10Br6Yk+2z2Snirya908Gr08MLBEryvgJ4W5/CaeTsbeU1bs9H6gL20Zh8AvBcICWi3SG23RmsXDhhrSu2q4QXIuEpfU1ABp9BXDS9QGpcGvwJOs/Eq4dWQ36rtwmeFV0MG1HahSnigQ8S5DGpW9EjyssZHIoxsZX5hj17A9chFqo6mnedB0CM/Jp9HHFm8QVHG/NmsyQcrt7YJvpC0HInl0oOBfJqpkmmmRixL433pY+mTaboqvSZdTNM07uXFF+mo/5Sf+HXahE6xXJcv0Zst0evl9AZkG/N1NDYAxfBNI0rludqno53rlwrtz+KQql+GQL+cJ7eBwhRq4CT7g/CFEkckGlGUMrEYwRHZ4QJFzWjORcpmRyrJVF29bsluxcQLDXHA08Lh78dfwAPqfvRxG6dyP1pg/14mjkD7xUp7dEI7f2xBbFbsuPL5UyzC+X0hn/sWdS/eoc4pGMk6G8ICe/YyPveL1Xam8p7Q+YgNCBm+aLge2rUqui1Zix9W8Nud3J9mr6AXoEjTucw6R2mPn9XoLbfXnZfV8O+YAN92Vvh3TIBvmwR+qgT/TrIOX6H6IW1e1oEQW5VPsRrHnfgAXz9VffL6Pgqe2SU8B8ktIDejspvZ24IoS05jnsJHmZ9kyRdVje8gfg7wtcpOtS+tNeQl+GBFRbcbjLkyjyoQhr+wxvBFPu+tqp39LwDDLztKiMEwtyoOxmRSmVsT2ObT+Ro4R10Df4I/gBKvRyibGUZ95yTrC/+JF3B+p6g0X6TzS0sT/NKguQn9nMdz1XP7v7V5K7fXzVs1/Ds5fM1/TCb1H1fjuBP9sjRvuj76eSueBjyXcjxJlY8VGh8m6yR82AvLhRUcxxKVj18BDuZfR14/AuNoPp8grzZB2hzXAG17OB7Fbv0J7gE8YaYJ/49sNeSZi0OocnGwO40GVj+V4ztP6Yee0MbN5TVOtAlqYF/v4etgqjqns5lfU8FjYngsVsT9M8o9TAPo6Uf4GjhPPZN/pvlnYOm6PfBtyT9TA+eyDjacy9dVwbbaKmEf0cOG8/kdVcZ4vBxuySd+pMInHiS3lvwjvrIvqfjrKt3kzuKvSmsiGAPlBOY3ONlelkhpbz2H2cPeqaA7ARW2qs21g80dIc6K3aXwzuedw1Hm/Tl0TNXBALe3NPH8gqI08yp/58DZ0s778vgGvJmvmdgWMgNwboVuu4p/2jljBjOt8TTdrRY/lxAi+xjPaJ263tZpvu2/7HS4bXD6Yofet83yELI7LfFFVI8ul30+rxcjUp8wSgaD2Soafat4EZWbZafXjY31LGJGkgRQKFnS021WSTCzZ5PZ1JirK9XVxRKxdLMqYTiVzb6QSWWdpzNjGfjakcY+Vu3EkFcKCPM3YkpSFTupx+T8zxZeveuub3yjrv6RW269OdEjh6eGbHR8702nu/GhdXvX7T7ae0/P3AvizzhtkWktb1TQHYDz1m42iF6PBwVIwmoUJZYoy2givAql1ctKZYx4XJgyWrOnMy9nTmeOjjMSGXVAJA/08am1CBl9uTlEpU7ykQ0/L7z6Dfgvct6dqzhts/PCF47+7QLykaMfP7r09ovagKqZ0xCn6UugS1wLNCXRdXJ30IullrtbHm6h3hZ3czNqZi8qQK2w2eraQNK7DVIwypJtkrrmxhZXG9BvqmlrpHVGg6lNEkyIv77jrxW7xrNulpP79AuZF3hehr7xTIq/5qx67c7eXLHQ0XL9kk411aGf5YwSr93+1VcfvOGq2ctvWXj+R5bfPO+v53/lz62Wwi/r235+44s/ve/RqYV3/vWqK/DIa5/+WPRk/bRZn7i9J3+0sPTZafv+doLa/3Lnj69ML125o3DKfwe7hyLofFirDwC/HrQQXSLXZ9unx8zxxkZkjprTZmo2z13cHvMGAig21+tgs5HNtrIchdtmW+KtPGVhGCtsMi55poxsKssDQPvgGyf8ljEYhtmYQ/K5dsKWC22neT5BNTyHZ3M7Zr/1QSt/mPq8dmjUTlgL3Ne44KM9cz+2sKlx/jU9C65b0BiOzU7Xn/fZJ/rmf6ot3za1tb3lmmnpZV3RVO/q2R97/NPzl9x/8M7bDw4va5izEv9m7o3nTWnrXdPTc+PSKW3L1uAHfNN7Fjeft2Zxg8tsdbzosJidFm/YU5dONrvDfeu/e+1tP/rCkqUP7L993uDAFexMAt1KF8+k+lvYXZvVJuj8wueADNbFM4FMfUVtl8u3Zsrt2Bm3z9CtwcNv0JOK7CX9zO8Vlphtsi5fliHiX0owf0yZ78kr20l6kbzo+CKKFi3kd/aqrFZgZxXYzmbbHsLjGmwjAiv41byFepQK5a4cK19BkAd7LGgxWPA2J0fLdOmkXn4ZGhXcoBv/hOmgQO8f6JXQoGuEyjPxTAYu5vDlZk5nYKYLgeuSpJMp8o7OfZ1kVeexzmIn7UTM+ccVYkboWejcIjjhT7Wykzp92FdNWv6sdP2eLoW+0+QWimZHZ6dn984WZr9Hqvry1fOio2mn0A5/Cm+hvLiMs7Ezh5ridoeso4yfwQpd3RPoeoMug/5tcpSi85fm8vJ7oEc3RjMm0PO0+B34k0+2U+Suq6QjXz533phAx2sCy52TlZsomrFsBkEz5r83YjS/Kd8H0k0T6FH2A5yJFA542BAqPUSvQlXsEa7XVNCm7pUwzDuaOQs2i0oW7tS7NiZZN7tL6zsCf0rLzdQRXRXdHD0WPRktRiUUZW5hll8Vfoi6leXk15bT2snX04GKdd4rx+nA3MG5w3MpmtvPvsydw+AMzBycSdIz8ejMkzPJTGFXcY3sW3y2gexbu1YNVDoLH1sE9oalRQ5TFvlEIvCJZZoVWGr8CeSvOzv9yn44V45Q5/zh+YfnH58vzP97SJ9sj+yu3iOZ0h7JdJhMso7eSffIgYo9cg7wvfGizReNXkTRRRfOzMofmNTJ9s/u0v75P/CnetlLhyJ4PRO5rTa/nlI2sJPsowMV+2iBHKT7ejDqWfLB6VTuaqr31e6J+yoaU/aVn++r0LvvqwMV+6pD9sPincf21URCRxZX7DNOWF6J/1qjjycrnXvVvoIeaKeLJ4N2VvXcC0eMOr+TEpvXrcGDOf+panMcZylPI2pIISrF5/Fzr1M992Ru/zhJukPuGO043CGgjjSzyZV1qcA2a7Ct+/F1+OKSv4RM8Cco8Ec0+Nb96C+KfQVEJ4FogsMV9pUCP+tWY+GqztXkFuLlD57Zuert9xLkxV4rbDWWpw/ZXSpnurOV4+d7tlOVgy+rMudCaDADztYmzI+bBjhbmxr4zq+PsoA4ftnmiO2LkVWxY7FijMYqDtez0KqcrXWyhzhrcM1k5OXPStvv+T1yp9xKUXO0Od3c2yw0v1fK+iZbAxPO2MQWkuDlyRs6c9EERokmB9iLVUSW54/DqaTxDboA4OTkBO2eXpxO0PROFr/5HghUzwKFvhkT6FPO3JhcCypT2iN74Kirn4Q2XWzpGxNoU+RGBs4TFMco3v4eKVPmlO1FLiP8k5y9jTJbcj62KcsE6Tx0ffmKvaqLv1RpU/cslzVNCbb+VcJYUGP13cINYDBE+NiHlDFX40fBkvMrAWVKuz5o5+Z7+BllD5Pp8IfQFlzL42DYRU3tIEtpovTq0/rdX1iDR8oxcGeMVSrHNM2saEeQyayPgVsJ8vVVznNM5fV3arv6sM1WbrcCxubrXI71qO3mqO1CdWZdjKNyt96twcNvCHlVJ4+kN6dH0xSlUwZDWZbxO3Y+Dj2qLHtA1ffXszQlbXr9vSI2gs0zrVPlzDpFf4+X9Pd4P7sLxfE6vgXDMeVWXydjlPiOxlLsxE9wVJUxj6j6OygVmoxpiDAwOCLg65pJlC/H6D6Wlf4YqE40qi1HTX8/E51bhJWa/p7AiWrS8mel6/f0Hq6/g3yJR+PpeG9ciL9HqpS7YP286GjaKdys6CbTuG4CsgVNy0eiso4yLlMUuron0PUGvY+foXG6Po9RPheqk98TSeVxmjGBpqfFcU2Hb2yrpEUXl/HGBFpeEzZzWyJGUSz53gjJl/YAlx+VdCh7ge/7eBNsBpUOfvxV6xh8f/B9VEGTuk/CDEZDo9lcokl3hCbV+ZFeNHS5Eyzil/vwN+GPcV+asw072ja1kTZ+nOApukC48loWNzPc6Ctq3zYuj+EsS+PedH/6eJqmmzKsd5s+lBpNgjeDfwp4Wd9I8liSpJLFJEk2mFnfZAXmSfBmsFfFu759qJ20yxZbrr2J920vc9unw9ut4dXLiTmb54zOoWjO7IaGCjkBuP6i4dLLCaZnyk1NFXICYJtLPO3HT4O+E5dtxDEFp6asn3JsCp0Cm3vuyES2yrhGSnztx62a/tM+ExDp2VHiLNZIL/Jx+HKVDE1ODYUqZKi4mclQlYeyDG1P6duB7NbfVUK7HaqMD9VhnW75AKw53V0ltJuinTUBi6f6rrJbgwd79g1Vt+Rn7RRsLY8dv/Pj8niROs4Pqm03JzFKTjF7y20BrvRtvna+qa67G2HtNMl+7EzidFJODiSPJ08lxWSIqVP6Jw9rtftF8Xk+bt9S+zdzWRLDa1rXt5Jlrataj7fSTa37Wkm0tbe1v5W2BqYxSInyKu5T7ZFqWjL4XqBlquzFh1qPtZLu1mUAkrbK/rpca2hX8a0RBqe1HPGvzX01TRns4PaQA0ea8XAzbg6EWc/m6n2k4O/W8OvHuAP+Ta+JVowx4PiLhkM/xjMwmtHlDlePsbnE1348pOnurdN8MVnPRL4Ee6RE/34el8vbN+dcEVlPunJvv0b6NltrCnzdWmud4o9UrDXxebbWVJrLa625xVNfvo9Q7o6uL90dZfDF2t2l2coOc2w6691RBr2i0etjd0dYHwPF4AMdl/K9kVTpuFMduyEzj4VgkeJrdfcTfH8sUe//btba+vA3fT6uhyhtVbq7Nbgwf//Oz2oXdrqj7rSbVV9F7gDlAdB6+HyvLFHn8TzWZwvmdb4s8/KI1f1rZrH2yXVJPR5zaXz24zu0+TT76cR4XgXHSGl8SrYYjE8DppXjgwi6HyHp0+JTiCITaL4uo9FiiAokigxNVDCKhKDubHeWvdf+9bgrm+pIK6mdWJ3m+3HLPtxCjotPvb1QfOqd2QwPv38QKM9v2yU7PYgkRKdkNlkTDslEJF5wxGN1uuxIMJg56F9nMuMs21TmdGbMeTRzeixbunVQbx5iPvYh0FsKrx4ovPrpT+PAARwQo0ff2SPMYx9Hvw7/cdwgx4UfAe4Uysshf3MNSqXChuaWGvi/I9zsqiGNTVZTChlQd6Z7vBunxt1dXamUk1VEyzpZVoWaKl95Z0wy2KlP52pvTjTTu1YuDHe1hS752qFbPzn2tUvbB55+AC8fWpu+YvHUlgVX5KZctqTDGYq5W/NCfs6Kxos/enPP4Njw+Zc8/PzNV//363+9fd3Q7K88vvfa3k8uTQTn3byy7Xw5503VM/ovAPof4vRPl33+mEJ/TKU/5qpBjezOxmr5+1m44YK5dfkpweVfOnjrJ/d/eQVnYfb7Z+HOi9sbzrtjZduy+Z012UbE7j5aiq+JIB9QAJbYx+RpzThit9cCb9FArTdQGwrgQACHRCwSTKJU9LJ/mMI/ggKkFnuag3HRxC55jv6a3ZF1Z7NZHEhla1N99/Bann2u8vfw3Ri7CjGRGLZTjWHGZif2qJcfrC6EHePP43tg34RO355YOfDg5YtuXBRvPe/jCy67YXa97fSvf+uOBhyO2qh7zrpcZrX41OlzyY53PrHgkxd3NMy+oGPaqgUtZnfATr/7zrVmT53bXeuQLr+yjuVxQ4UVol9IqLx2tjRPb17cTEssJzjLZX4TnF+VWUlj1jEJszpe9az2vSde/x034lrg9dcTeS3M/WwFr0Li9Dlk5zvrFtx6aUbj1eoN2un33rlKzyvIFXan9ZjU6U6QYSZXjN9Hp9A1XMfJtKe8XtBxKs+J6vYn0AvQnul6rbIxv751qJXAicE7NpXPRkW/ru77NDrB+m6nJCsb8ruKP5BNWfamnVCS1GnFk/Y9UOrbrvVtb1f6tr5b3914KvRNy24F8aEsjmbT2fXZoaywq/inyYhgVoIi66thHSzDYoQcasfR9nQ703sVWBOJqoJl6CvB2gNjv4T790l0YXohySxcBJ0p6d5F/w115/NaLGt1v+dgDpYw/wYlPWwSeoZ6COqZy/vOLvct3blzny8/a9ndmmT8/jeYd8RNUA0+VYNZpSy5ZrBmtEbcVewYqamRJFmJSp2s7wno27KF8JQoTpcvh1z4FJyVrqgLTB3W3+XS+vNzG7Qh6Y/ii2AZefgrBQlWAQK93USJbOm3DFqgU78ct1hYLyTKM7+WE+WpXfCpeQp8MuYd4ipxjTgkCiJu54ly8vnkurxGWxXsAx8W7Eno3q3B7rYMWU5+INh9Z6L74IcGex6DbXDrYO/pRWjZVkraeA45Yz7alm4bbBtu29w22ibtKv5Vjre1p86IKDIRUWldTcT1nIqrRcPVkm4ZbBlu2dwy2qLgamn9YLhgD9ARvg8fUuXWY4rcwmhKsoa9b2qsllsV7U+gjdA+vB3zApC7iq/tbErwbmVfXt9k/Z4GzeoasG1MBPe297cPtsPc/F/Y5lHWmRCdPVCSPRX9D/D+rWCDYmbJDLZubh1thY32R9nUqsJoejcYu9HLHIaV4M0NGDWkGwYagIxfyaaGhglkrJ0cxsF3hdFUDYPtAXEXX6d+9hKdjXqRZYToHsEyC5wpjm41WXO7ivfJQb8fYxml8Sq8HgwVYQCfxATLFjsvhrGNh4G1c2Mrqd3vTIB9ohhXYbuxWw/b7X5/sBndhsUKbBZVrcqcFVsJf1C7raklx75uDcYA/n/KVquVwcdyazuHKNcZ8kN4Hy5iuh5vwscAncDSgg3gjVgAVDzGNs/Xp8JHFa4D/yhck/C1+3+Rr4P/MFwPFlYLF/O1+rCyyvgZy/d2NGZmXvtAxd6ubn+i3D5Ux9v7z9r+aWyH9mDbEzzAHCE1rA8h9dX7sLrfAV0/dkOq9gu9W7/d+EomQ2DsmKN6q8UBY/aMbIr7bb5KvMnJ+x8s9Y/o+0fU/qFJ+3N9Qem/B8ZnCc+xgKPT09Pl6f3TBTS9y8xeXXVU6RrVfZ/jfWNbWcIclnSCXVBkc7xrqtQ1WZYXb/A1E6yQF/IOkBe9LE69vKsbFInhwE4c5ft6E5YG4NMhWDMCZh5EtqvVTa3Ki0rYirxgsN29bqKXGA2KxHivsPm++pwCWycvzqle63XKWk8oaz3CEwSCPGJIZKwtcwPCKVjmVFnkyhJX5V0VjgMfNo5J+Nj9v8DHwQ8dh5fh4HqFhmNPDKH5Ko6tkWYOe8qksHtL0I0K9OOawMknNT18IvznPlT4X0EIf5/v30cUfXtUlU52B7+DNOg8N5O1PzGmtjeZeXuxsn1xBxjoX9S1f/qZa5TIX4tbwFwkWco9VP/cM1V9DpT62NQ+pgl9fg19tun67H5N7VPnEc+E57WqPgdLfezimfBsgz7Xcpmj9NkzugQl5FqQVol0Qk5sTowmDicklGjGTOxE9BKL9x+F/jfr+j83pvWPpWNybHNsNHY4JqFYA+9fP6E/7BtyB1/ToQq5deEWzHPQO+rCuQEHe3nuSDtkBxh6X5atDody4kUalRMvCBosrIx97KhjSwWOvm68Bn6i5fOOmYLKHqrCp8iyi7dgnknCxfCVU8T3mkWOkeeW+AAYNR4Fq4JTJ+MWwZoX+H7NwZr/f+SpgqDgmAmglXW/D49iiYFfAytfYDks18Bvj2FRRaIue1U2VOE48GHjmISP3f8LfBz80HF4GQ4ug0I6GTdnC4GpfeWDwebn90S4z30ocJW7107tvh50tFrVb4TiTTxav/K9d3X7EzihtY9EefvQWds/jd2ISw6WoCHIOlAS00uOSfoc0PVpVPtE3qWP4hvifWhr6L3hOajrEw9Niqf4RvFVaQmsoYQ1do1OE5JTZE0C9yeOJwhKJPh7VSSnszkk10XgU20QPoFFk0J4E8L9CCN1JyvWsHr/gKpgK9Jj+RaeglDuark8xwTfmthAbDAm9seOxwiKxd43rqTGh5HyvRAjdSW50Qs2fh1HNnNWbqBusI6gOmdduo6uqKtjuangY2E+hY6jU4h2ozVoPTqJBCfqRsvg2yFURJKKTMVU4qsK14F/FC7Gl+FWBRfLhKnKkfNlGdZOXa+Go7euv2607nDdqTrjr1VsKbQPHdIwDSEhBZjYNxt5KQKDgkuZrLzCUxWeg/8QPLfAGs3wc/c7qn/ktGYThSPYNMEmqm5/Aota+0CQt/edtf3T6HWknuyowcs66A0RZd9U9zmg61Ov9gm8Sx/VdpJrCHY2Hm4kUfYJNdZUY9T8HtX9D+r6hw+HSZR9QuGaauwV/bku8R3VR/sXzXZKT5On9U8bmCagaZ3QXW8A9ZXnQNf3OfR2qW+H3NHfMcACNDO8b1tVX+YTvIuvk6SSzUXd1dO34UEHyO49ctzhIESGtWHMs7VAiqwOhLbKh2FdnERGbaWXbCYjUmCyzJfqfloC55iJ7ad6myvXa+o3DZiGTRtNIjI5TaMm2mAyMTQSa+Ez5J1SVOqXhqWN0qgkIUkKBpWoNB5SVT4vjdcoeFjEnLrGZ7C8DCagdsh00kR2Fffu0EH2MMgaXLECruLr+BPo6Jv5OZbUzjGAmQXam7kN7IIz+OM7mptLEB2GfD+HRgFae7sKTe8/lD7J18Vj6vn1prbeM1mLdULuiur2J8rt29p5+9aztn8aF0prfVoL60BIqmqtV/c5oOvTofZpe5c+u4mv1Kez9b3hOajrk2k9Cx6+lh9TfQhvKncVoFWfmz6XoHOXQEeC5028q6jo95yu34L0AoIWLOT9eir7cX/7anamkXt15+Vc2YTXhIthIodhD/xFbg6H4bhFAntbvl4YEjYItFtYJqwS+oUBQYwKaWGQFyrWtkGftg8qYCs7a+Y2LMcVqPH4+4Na1kWNcbbuyb26s3EhkzXDYZzRaF2wMAeg84LqF0sJxwSyWRgFkNQBaEaFw/BtUZAE7fzNl2VCFfwDHyZ87i94RIGvOwNngY6Cw/K8PAo7w73h/vBAeDh8MmzYW8IHKNYLpBtGahPgYuOiDEvpHJ8A9+CHAZfLhEeYTCjB3cM8xky+pnqW9azqWdMj9Pb09wz0DPfAaDwrB3p63gX0Ws2umAibyZsu2Q6wZ+HeWf2zBmYNz1Kgzpr1HqBq93bs7ky5t7Nm+DvvOtlB1jcNNRHU1FR9b6q7J9T1uwPOEaTkhD65M97MO8WrfAjc38/7PKTiYrFFcdmH10dxJIq7o4NRcls0Wn3nob2Xqe5/B+/P5V1jI+8UnehT5e0fVvG9rbWvqXG5JvfB6torOarSW3CAC++aQC4dwNFAOiAHhgMwzD/ZGQhwMDUVF6l8rl5l/hIOi9v71sweBTMVBDKJv4S/G16ha3/Hz9VcUqd3cnsIY2GiLaLFdPJYJlbwKblFSVtmMeRRyBnaGNocAjr/e2coVGXO9FXEGuvgKPMY3k5Y2VY4Ed/YWV/P+wYr76C4HsHp/Y5ubEGPwA5fxEecvlEfmeXzVmlpiqyr7qvgbOVv8p3ezV4a9fZ7B7x0V/GpnV4/B+HVgyjJfg7jMZV/tqdZ3ptDLLCpxVp5/PXlJ+lzBwlq66GlheeiqMyZeH7h+vK9urNZiUNwGUg7k3SoWa6l6zuGOjZ0UNSRttvlyaITSu8nqmHxGIUSrIwcq4J19sgFlZ8qmDx2oQQzK3uF9fmh/IY8RfkcwHy3kIYz0nrg3eCePdzhjHC5XVuC2yNHJ6P3vUZCqLG71TgOvhuO9xMhocehxToADh4jUcKRksPC+nOGztlwDkXnLOY4zhw5UTk2Opg8fqIEMyc3VMN8l6iK0rviwvXl2AhngsVVcKj/hVhWhQBFtX4Rye8aZqH4BKtgndDBysgmDdZ7i7vQfH6F6/VxBgD1acShCgbE3kA6BVQXAqh/Z7iERn8VrgP/KFyT8LX7DLj+rnCKM/B18B+Gax7DVY6nAFx7esu4VspmAaVTHNfZYjmy7zO+QonVmoj7uTPgPltsxwfDfT/sz9J9JzsLNLnCz12e262xwQpnyCTXweX3UZUwTpwRxsQr4jPB4PfEJRgJuYai5oSVPQA747Uxn8dqOAfODOdM18iTwuG+kBKclGwuwXn3e+Uz8XjwjDDf/a65AqZ2Z8xkNrszLsFMyiGKZs7gMM9+/XwmeM9VwTOX4J39TlqLTQd5ob87ZiusqFQEaaeP8V1sJyhQy9Lf/X331MnyuVCJj1uck+L7u+6uy3JefydblvMie1t4ARuv+jrEkw98KHe0pZwdE/Ae+N/AOwm/u/8/4vfg/wq/f2J4y/fV7FzQ4T2f4e1Il/D+XffX/HydiO+5fyQ+pp+V/VNc/r+pyCR6hSa78znmpprEVZcs63gVME6cEcZE992ZYHAfXglGA3vg3DWde68mdelNysuBM8OYzMU3KQzu45scxmQuv0lhHDwzjMlcgGUYmi+Py/U3FTnMYTSz/AlLz+MwzuwSrBhbHaznzgzrjG5C3f4v+/MqpDl7w7tEdhKUnFLvkP9e16Fu31fgK0tzhm+BbNHwfWB/onrXVrhe7+/TyfFewLNMrqco1Q54Pgz3n463KpwH/tE4ufzW+Qd1+vszfDynlXB+UHehmitoAp6D/wg8XF7qfIdl+czxLGb6z7y5HM/f4aZUz/qJuJ7T4Zor+8q4PojbsvzmQ+d/PMBrNHG/ZctQC2lsaeFek5bJ/ZYPlvo9W+4X3xAnjRNcl1o/Zp9r+ODU4X7Skn3eBmuQeWs2tFLU2sL8N2f0nup9COy9rUKHCoe9MWY9NzRRlqrKLp8RP/eZlfpNkR1V+HdN6oYt+cEA1khpDPar9a18xNEUaVoP2Pc1iY1NmQkjUaJjpEQH76vzDTXS9XOG5mzgb6QZHe8CsZyjiuf8ma3lVrMe0GqJEOS28uQ5joq3h7w9z3uvtH8W/5PW3mLn7S369sWfVb4RsWa+x6oHkU2WfRYYq8tHFGtYibU8WtGWVVJitZfc28gQK/ty7YjNprgxyj6Rcs1MxRvCc8xZRC1PP8LoZSGJD4svIguKy25kwgaTSaBmYrQIlkEzNqfWje13d6HuZ7q6UrwYtZcX7J7GciHiwxcOpOfVRG44IS6+9dbUFXW+8OxRBvO5wvX4N8XPIoqWs3oPp2STO5ojTvjEY6+Srakcwrgrysv8UqW0L6v1q5X3NYHNR1hl1wROjSPA29239sq+JC/bi2OeLP5N4XeZEUBS+w/jofgnYTv5njiC/CDHQ7dK90hflehtnns9j3iofwG/Q0bmBRa/cRfobeaUq9u1zEVdeR/8uJM4zBEzMZjVWr9HTr/ZN74fOHmpb7wj3deHldL0LBFjYyKfU5IwZjOd5Htkc1O49prlU+eRQZxMX949sDy50CKOvGMQWyKX+G1XzpibiV8CA/on4TfkewY30BZCEXS/PN0g+aVmiRo9tZ4WD7WHDgXDh1CkP0Jmy5HDEQJ6pSESsfgXOKA5oxtZnBaiEm91uCKulIuaVPJlp0zMZlaExRyuDwAkgroPnx51svrkziPBpaffXHUl56ePMeRmQ7oOfnEEeLvyzMx5eJXrfPYMTA6+8UZh+euvG9yVvJ4+/Prrr+vsWu0OhMs5Vc6UfRShIPdRTLxCqbCNuWx7WNeX1zOssepyBFTj4vctpfYzWLVvBdf7u3/R3eWMlO5y9uMmzdfvjzM/QdXdj0LLSIkW3r6S73SK8z2xuy4/pDSovEdQ7uesmSMInafUSNvW0MRNrZ02Zw5ZnVaQOht3qE8SGHsBgzE3yC562P6k7CHCEHxznMW4pVQVTKv9V42HSSiWPWn5FmznmOI5O3c6MFR2p33IftIuMHR2+/tGp+F7SrEpdXwtUfmKKnxtB2ROK67iKmTMd3MXwTAL10NYQXQIEEkc0VnxaHwtVfiSHYBi2L7ZThSWaBVL7wXX2nLdlOsr6v+1k+PqGrVZSzUGECm+ISTJsyDzKHKg65iUPb7N7csB6uOyPRzPDWDuBEmDUbwLr5RrCUE2bLAZbQY7sTqM9kMO7IgQTFh5eAu9Cf+WhUYR5HIeWTv+59N9R9Ye1YnM7vG+tYrwZXXqddKTPLul8BqeWXhcE6LCYzj5RZ0craRzlRylUUZlFCgs09MPdhRxkiihRsKIdVBOogP/ltwUoZgCjTvK5J3u+/P4EYW68Sv71palejJpwo0eQwV5hde2fOG7JQn/YuEXleQBfX8C+hRZ2oh+Jucuka6VbpXopZ7rPLd5aLSxrrcRN/Y3DDQQR0OkgTQ0vEcpuo0JUX7jmZmTY8HIJE35zzmnL2duQDFnLBqjhlhdbCiEHSG8KBXqDi0L0W72UyS0KrQmtCG0L3QyZDCGGkACP8MK28MHZ5bJYhDCZxLIfX1jfftZme0zi2OqH6XJRfJF2rBVC+XCtNIIgk7yWxjEi3T3wweeV6WZhYessyoEFfH3oIWQVVzPVdo/e0BtL0i8vVDVvlRDkrUv1ZDMVNWQZIkhP3ANyTPg+FDrVBZ/BDhu4XJc4Xv/IZVv0T0p32C9kjUGdykuf/MBZg3YKa8Nwh8DUKqLKuAxKb+DPkoOeqXmxIHiC1oO+vJs6HRP9kbhaq6rKu2fLT6vtRcMGlWVui2dr8R26+TtxVt4aPe2SEtO4OeII+cEI52wimVqyDRb+I1GExPsTh4rzWQhE4CGbu7GY9LwlCoNNRE/CT5N7q7cgiV+nrTkePiamaGUhqSTEmVIJekDI+WyFaH3LVut2GAVrKKJWE2C6RDonGeVrYo6OjZRtmJDO56Ns75Gr79Gk6070wMXnrghUsNEa2HkitStt35xdHbYV01npWwt0TOZbAUSzWeRrWNl2TpWKVtpBXlMtj6iEqeI1gryqmTr2ATZWl/bG8bh/vqBeuKoj9ST+vq/V7ammWytR1FsiNZGhwLYEQC5GugOLAvQbvZTJLAqsCawIbAvcBLUjEA9yNWx9yVXj76rXNWP0BnkqjpkE3TdT5YHb5JYlAOYaHpiyMdDT2onxhhzufod1X9Q1NpPCFUpx9vmlPaww+5k7Xm8TFEn9erqAgEm9fy1AILWMalXx6VeHV5Vh+uY1KvT3WxVSj1UjgmePQHPHYDnBh2empq/Ew+rw8p9thvVGFW/9maiKWEwTMi/Wt3+BOjVavtojLevm2R8R0rjux9LqJxT6Awx31x+K/HMm1mpLU2Cp9t4CDWlHXoJrst1VK4jcgCv1GQyLHSpOu+s0p7L8KTqb1hZVXekIndU8Zegy/5OjZVWZfgPWZREAg+bMAtjHjRRpxJsnMIgJY9h4sCK+lrUlHA1NpT5IwznqbDe1Hkk5skubGHByxacsnRb1liGLHAybNlhsTCwXDB7DXk9+GX8hq4kideW85WPcvgNle/ctxCWZnJbKJxr4Nd/Nnb9t7OhgdcP5vBdhryTE01Xac+6UkqoDJfytPim8Bh9hstOA7Kg78hhyVBj+JjhFsPdBpGYD2ETEp1ivzggDoqiiYogO3cYkOmQRea1bLrN9pzFIqFDRCas5psqY52EiAZB2iAVJeKQsJ9K7I+SlBZ64URknt3jgiQINqtaxyCJQcSshR+6MrUgf5I4WOtcynJMqd+h7tPQIJN5hZWh6MPchqYx9pU+8/rrhbGR3+Cphb2vvy489vrrIH5/8To/MifyZjIEDNcbPmW4T+NNYgHkA9KgBLxJjDehzFsrkOywRCwpC3VSPZMKc8PCKYEgAZjjHmwH/EEQBiV8UsKSpHK2toq1MmOrSlxO5K2JwhGj8fbX34zc8H3O2Qx+tCi8YTQFzsGTnLeLJp7M6ymO0BTtppQCU9sdOIIJ3kXy27rV49hKb0K/RRgbMBYFF3denP7zeB/q7qs4hk/yo5eduOX7Fy0+j/kecFG9w2D3LzxXbttUdg90hhC/insclltNifNT+/O8cfw6q6KdDh+PB6y8j1PwTRIeWILBYwpHSjGF+4lXk1et0yaLwec4R0o4eftKnHN7OM6J3bW7iZ8VXzV41Pc6U0vezCD0dakPc9hzi80wd7AZ1fvSo5XvsVQJsmwLYSEU22pCOfZ1O+zwflYD9+dyUySiPlx6z6+xkiX6QF7l1DuNMn1JFs36uhwq3XGZcuyaibALJ34xQwScWre2r8zn0cqYeJXmK7Zg9oZsG1DD35J5TNbc+tjhGJFjg7Hh2L7YoZi4q7hVbo7F3udlmuZfuRrmyMjXxb3q3OTU9RMJsys0zaf7tPAYGeR7ZLnsK2uFlbtjh4NECDEQtj2c0IltDxvTVqMkTeA/ZX/0jfPtcWVpfzA9kAwWxrd+QdH5Kv2vUdmBjNhghE8iMYpIElNHdcouQNApSPiwptreo9cb+UGp/dfx/4Ofiy8XxlFcNMF4O7cSip8kexFhjutUR9rjanTFF4umv74isXsIXGyCtv8lfh7Z0UtyyC6CyLQQahYlm2CyULPVYDQJBqsZZoi8KoOi7hUEk02S2E91BqvXYLAaDXYignIvmCWzZLCINpvJZKBPkVeQgbwiO0RkM9lMZgOlBslstu4ir2wzSpLAvvYbjXaVtkBXKngaBHPAyT67stlAin1OpRD8LjU+zrKuZeA3yl8yGfhrV5e76x57e23SfqfzmdI3DofjHuEZ+6x77M5ZwjPAb6PL0NzZ3Onv9Bv8hub44rs7/u3fOp54gn2+uzAufvzejscfYz889njHverY4R/CeJjR52DsFLYRy4mLTUYj+8mBzPCTGbjDYLcY8F5yAgZaID9BMjKTE7LNIBoNxESN7Ik32k1+i0aRCFxKqdPBvwGf2VRXVzYLfM1KOV8Jnp71Cixr+AfMiO0KL6LKC1udzZ086WJzJ/7hrzruK7y1CC+/r0P44ZGOz719tfjbz3WwOSwshzls5DR/dqug0iyJXkkSjSYTp1kywE8GySSI1GgwiU8xmslPtpqwYRcjGWYWfk1Fg0EUJYVkszIxKskw2i5OdHA85Tw9fhaSYcBjMNAw3LHGRYW37uv4FdCNgULx0c91HPmPjs/BGP8NPyGsIXfAsMW2sysXdibeCcNMgiIKfGV1bfL8V5wnUGrpOGxQyvJMCp/AT/z853wv9uAnDPt430ZdXyuK0jQdAElCRQTrJNWHUqy3B3r3GD7De5Pi+N9OC3cWY1wPaZG9wtPiD9HTWCICYDahgHF2DlA7AbdzlnMW4D/91rhCAIYPjzD8zoAwXLhxx47Cl3fuZLT8M12JfyI+BeOe3uYQMShlYdkn/AFPNyOyziwK5oQQ34wx/pnV+VbfK+OuLifTMt5ihGFXY43f0E5mY/zDe4X/09l/S6P4VOHVf23/ZOOnHrjpOeXMvIuupPeJTzkTxrdPMm3zbczuhRvkEOj4Tl/Ut9k36jvsk3p9/b4BH93t87GTiAf+K+t4k/BzJCLndphrEROQfCACxhQZEPPFF+MXhS+yVbRIW0Nxtb1IKKJCakxtD9xDj8Jy/OJi4YuL3g6JjwL8Gmj/B1hzBhSSbSlpvUQkJFJERJrazxHNGuvjq4H9H/vD/sX78Uv0l+/4hD/iHyBdfwuKyXbJZEaimRoREz00dWTMefQITEDq6CznkbEyFF9Mg1RYhx/UoC0q/Hc1PJFgi4SNWDKaqMWUOjIK8MYYvFEOjwIczhP8/wf8IAB7CaAKERxZVLiAAYW5fYBuwX+FuRXR+bJNwOKbBIl3C2gOEXZh41Y8hzyFjaDvjW7rPpfpe6PbOrr4V9lkcuZo0HAtX0tvwZEPhvs4LKo3Ufd4FxjrIdwZM9AHxDzO5K8DJK7/+Z/CSWW+ASfdzeYbLB+YbxPGP4Y/xLfjFOiyaBf+sexazEpcRlEaHUMCst69uHw5DHrAU3SLEIL+zSZcbGNaE8D5ngKJMI3gI/JyAnvdmXPY0rZB2wbbJpsYhS/Ew4S2jA38b4a0YdBAo4YNBuIxgNyWETNZSIRHfG0C20WMcEtmg5JYQDPAdHbSLoQEN+PD8ieG3fInwvIM+2QnocRpentxM8JE8r68uBmzip2U1VsQ7hYPoiAKoxZ0sTxlUQM+h2JnrKmlJRoOB5EUA0ShEJKkaE2U+KKi2ILqp4fMpGUXuXmLBcPQZrpPv8Ar+/VlMRwVmdSvx51jGXZU/Bo2MerrwzRvx4amOTSbCROWjZWlYKVwpFjwHJrPJZpJIJJf7CoUDCuHdn30I3sfujy55KMz2jvDpv9+3WQN5JOhpTPx7eR36+pvWB796MabZnTe+C8fm3/tZStzrd2z56cKd+NA4VXh6sJfa6akZybmXV7DdZ/ifwi/IC+JDwKXrh0gbECPwUw+gXhSREsrOS384sknoa2ADkKH3/C8v8xOcqAn5M8ajFaKEqLJRhUrweVM2bptxDZ9g71oJ8vsG+yb7HTAjqP2tH3Qftx+yi7aU6ZuEzFN32Aumsky8wbzJjMdMGNW527QfNx8yiyaU2K3SMTp3C5cBubhJokOSDgqpcECOy6dkkRJUbqmYzMMbd+RvrV9a09XfBnvw4q54s+O+8FiasV8S5U+8G8Kr7IBKX/gwDrtn37/O1Cr7P5/WXsT+CiKtGG8qrp7eu7puY8cc2VmkkySSebIDRmOhHAEkCsgDAm3AhqDnEIAwXPRBRVF1gNdFLyjqBCvJSKwogbYlSiugsey6qubxX2X9QCm83+qZxKC6+5/v9/3TdJ3dXX1cz9PPVXNsTJGgZQ6Dafk1RpWRzShTsq0sAKu7aTbU50Ar4jeCyDz6sFek3j3MIiCw4f7eBcEwQiJe2msr69+Ji0RAKYsUmIeJA2rTEmYrksShkoERp8SCY/herGjjooEWqv4G/xsWiigge3mkGkfA3KGRQzul3iSqGLcTA6VUYdB5xXgxeLWy+6Toay4ipOxhOOIDLOE3muoGEQNnVQFtA0ZGGr45ps+CSdORJe9kww0TjyezYHKZpSsPC6Yo3KljGA5q1QizHNgq0CjUu+op5VXV0vVnzod7EodVkstpVq6LMBbpYcdnn3LLdQiUu398MO9e1etWnn5+2rAr9SxDI/kGpVcplQxGqxKI+loGkddfRgaiB9tP3rE30jYAfkQI++SZdx7el73GzyZzEKKFzGSMTQ1MCUHDeQQ2ca9CtcfxhPIOOk6Ty5d95DDZIN0fQdcn4H4PchIL6N03eukuh/BiXTd8gF1R8gf0/c+iqeTK+m9qr57C+DeNune3+JJcK/qJYKRIN0sXQ+R98gqrguu78SNZLZUt6GvbtAZ48B9+YR9DlnRs3EnMRvMHjNznxkvN99iJpPN880kZq41E11MKztj7CD3xCdptRpga5VqnHqzmqg1RIdxL9gL31rXo0doPH08ug4xdM6I7xDjQuPoZyztOq1Sm4NU+DsVVo1Uq10gysnzGlyswZqxtoZhtiDYGq1LqoVkovUMmDFwlGhtrYYjqlAT9Az9oypJEosgGBPYq4/Sb1PSD3FS5pI+eZqNzeSTY8Yi71if7dgBvfvqyiuWlhAeT5xd6izzrRf/SLaPFpz5gxfOo7SJwr3ryPvkGqRGRejz+MQnDJiVmWTknAwH8svyyYj8xvwV+Uxj/gK68eXH8mvzGaXD4SDK2+wddqK0OCz5llGWKy1cJ0Dgumz8SDYuy27MJrpsrM7ONnm1rzGPITkyMY/FdTpfjY9U1Piw71Mv9ua+yuxEWubRlzSFBifqYB6NG3YU4v2FGNH/44VEUWjzvcY8ivxgoTwaVyIbrmuxbbYRW4hmipzoEU7MlERb5yHhA7DQTiUOJ2YmarpqUhIOrlBTBifgJP1UAWpdkvDFwJo2myx0eudSq9cf8AekCHxM+oppGf24KYAzIIXhs7AJfzdjnb8mGJqokf/5NTVP2FlrFwypuzY2+5ZITuaQma5nKsSPK60H/MagIy+/HFTN3102XjeztGLejTG70W4xDLIarnS+tzB//el70rA+DrBWgr7siidAr32kxfu0eIUWf2z91kryrBXWI1bm44xvM0heRkUG+X32D9nkiEyKfhKd2qkm8uvoVPiCgagNNDsopGRsys3qdjVcbVGvA3JkvYxazQrmIQoAO4uyAMQGAKER9PWje9KROZs5I9qs2gL8oxJUxSq6y8lVdrX8FShpDyUPCbQ7Ix1fo5DtqqFf36WBOLhweCbNoiopBgJM/VoTS3CqDwNAa+bcFqkLw9oP2IiLmIjHP3xYIAefFHOIP3/U9Ow3Rvc8Nb1xwrSH8WQcrSuKhgtrCVk2prh0gat7/qynf3vVEtRHn4wFYKZDWejheNXbhpMGIjPgUaZfmb4xnTexvzL9xvSUiWHoqNyz5l4zqzPjVJfNTVmYzcIqFmSBFudwaoDIb5GRQgW2GQAXChEhLkjTeJnt0bgwXrhO2CJ0CmBLFwvNwvMCywsSTKyhnvcuQQRUaw2dHh7gkZDILNHaRFe+aB8QJACUlpnSIKBsaSET84qmTg3l5YWmTivKfevozi+bipp2L3rs2A8zqobXVs2YUVVbWzVz5wftk9vmtE//gxQf6N1M/kYSoAk74uW5KjxSjgMcriOYeUSBBR6D76LdwWCQPjqZnFVQ44NnlATLaCAAvFxQmoysg9n5EoPBL+gADhQULmVlFHQpplt4gtT9pTRF4XE8eMN8R+9ne+EKL2NpMPQl2IUbseLmUCSIbcLhMF0flIKv+r4zyFZjjcA/uPC6fqgkEqiJ0gbnDfBezESsZRGG/O2bu+/5FDM/fr3ulk//0Xr6NF6CZxw6JD6DBvCGGWWi38enVqrwByrcocIrVfiE6YyJ+E2lpsMm5gQ5Q4iflBJyOAO75MVyQvsaiHydDut0Th1R65CFjvJkbJb1ikcUcJXOrbJeAWyhUGjs7O8A/xrgiJ1IgSyAf3D+pe9WUY5AW6jsFsBIp7ucHMl1rwPyBWSFtTwEnDCAL5KH/n/YArjCl/pwsj/m9g+QK7xbog5yHIh/X+MI/Anx540Ghhj1t9enjTgsnuFuH5abcwEYYP3VhxqKY8APN8z60xPRUEpXKcHgvJp7HznRa3GLil3NbmIZhdwuXyW/Xc7ytymw2dHBPPESycrCdtiJZ8V1ls0WomIsFqzTxHlVdJ1ms4bs1xwDa1QHJfYouWy6wWpNB7P7ZbXaqXfAid1xIW4Gu5XOjUR4JtPmTAVQ9VGnW/8KsxvJQj3CYYkEDgMEQOJ2OhqSnVT0SgySPAyQQnBoowByNNCOz85kJ5XHQB1gdvYLByPv97r0lGeop2iWvEX26uSy0+tWrFz/Da6bcjSwR+wtqt5KVojT8I3iOvwaPnzX7Z/1/Pp+8f2SZ8VnH71iIb6n/cyz4tdgNc7q3cLNlDnB1/KDGvl7fM59KixXYcVIJ7Z6A14yORfzeWV5RGku9BXGChlZIbYosxxZ+VkMKhQKXYUM7UQOZY3LaspqyZJZbVnZhLEyZrefYy2s0ZvDyw1yIVCoVOgV9COuxMa4qBupt0fpNv5nlSbq8ucUMjSVfX02Y2CyCzkefGSWYRRxosiIm23RdRl4fAbOCLizmBov3u895iXeQqPZxhgsVkYvMCQ7y8ZaGc7vNsND+RyvkTXIlYUBgVWE9Mf0n+qZzXqsp59GIYaQ5ZjlUwuz2YItKutrVsJbrQ41Yh5hnmeYZgYzOtbJEgW7Rf6InIyXfycncp0CL1KsVmxSMHZFnqJCAZyhdp1FGWebHLjGcdZBdA6no8ax2bHD0e6QKRlHKBhQx9VxXhl1qYvB4OnAqptDff0vwgeUAZYAd0hd262nEq0fzEx0SX02oIXpoXRkrdAbLi3APNawNQLmjTV8MEG7ymsc79EzDbQ3xxo+HJS60IW2W7UH4SfQDZfe0g13kO4gmilK6UnKGW2le5hwvLfMH6ArvVBWWoMjvAWkD6w4f4ApLWNgDVAGOwBojpu5Tiw3H3PkFbmPVX/+xpZPzMeMgajlWP4TQ8SP5drft5e/m1f4daBglN89X487xaimcZHSeNv5LrwKX/vuAzmN4xhV4qnFf67LcV48GvsneULHXByVqWWetvuXixeWNqZ4dlbvV9xM4Nl8zL+CrL1fx2uBBq7OwgFLmYW8rT6pJn9W/UNFXlPgbfLdctLB423sbpa8xuC38UlMbkU4w96Sg3PidqdTSYrzMa2JyZfILj9Kt/FmlTaab8stBArTUQrT6Vp063Sbdft1HK8zFCqZ/bk4l07EScCrco93b3E/4u50y+TukAM77HZT/lmkO9uixePoVxrBDdEWmAKyuEzCObiXRPbL+D6VoAllBxMI+H1mCosNyT7ktUrcf9DRlaBfFuk3FxJUhBK3KyDhx+2yAmbAinXpBdgDEZD6nDwvqVK+tIybuUF0i4f2Pv3UPtyANU/MDYsfOx5fLt49Ny+KudKCQRObpzWOGLQ6z8g+HAUUBT5+Dw/Fk499uqOpve76jaIgfrO8OItcsa0xJxr7Z9F9w3cPPgM40fR+xU4EnMTQt3Evr7KqHAV5BYFoWbgsNiI8IqbIJk4ct2VGcVxniOLXiJQfBMeI0CnLeKmDJjPKSx00UIJ/zaGTOi4jwcLxgKoOsnRfSaww/1hwK411xJWFKkGjA6b9jZEeujTYnr05y5bhYixZ5aBrGCamzL8luKZMhnFUXy504PUguB/QKbHyFiGCI7dEf1sqfH8mcS7Rk6T9n+AJnBHOWSt6gK+Ec9UA/3MA5Rq4CC5CQjgDuAHnIRisjgDi6Faopm4DTZ/2B+gqFs2h37fnAMzUYAGpa6ErgHg6BSVlv0la693fHVVp9t6sx6p39p7LFP/uffjKWTY8QfzMBE6Q+IVtYdkVZfcMLbhi9eINW6fes71+7epFW/CBV6tDr46u/d2Z372Ve2TpyNKmV6cZXq1fnenTl/+tLj/Y+L8LJN5Y2ztIdj+XhwrR0VdQfu/JeLZcFUVynMkFNFq/NkfQ+QSNNUurw+osZbYsR+qilWui9+Xsytmbw+S4ZFYK0BGBPI+fjsUgah80WenX6lyZ/iyN4Ff6/MSvo/O0YRvKAYDWOJU1yhYlQzc7lPuV7Hg6zet6JVEqQ0WpbmeayhOhzkXyRJeQ7DyRPCQ55KgGJFun0BlOdkYiErXXRCIhqvMq2m4FgSTQLoyDKRsoCCquzx7Uu2OMF1Pnov8EpXMAtDGSgrdZdr/4VZZ/wqaQVfzq0x14LasqcpXeVQRHmNnU+U7zFztu9+f+7Yos0rSjsPrOuvtEckRcSnbNuS474bLcNuz+5EXWf9eTu/Bd/5C/Nmw7jdAjxD3IvSpl9ntxWVyVbdA79S6WcTNSN/ccdyCqd8FqEYNp6CPs1JucTr3FoLVnuzUaPQP2Y9zhdCmVjEkPBoC83Y2ZCjd+0g28O9Q9283wrDueUxR1Q52M5xEnZnY5scJpd17tZHiNEwxvajDER0MRZ7aB0TNGXebmzB2Z7ZnsRCYzTCwOYkM0I6AgFKVdiCHyKTlLOCPxefRItl6alo6dKAvzGoVO5eI7ecJ3YCPonUjkdKeQnJk42CkcTWcBnO7URyKCpDo6D4F2kZIGQBk0ter7jsBGbwWEddZ0UkOks9NxqlMyVmAX9m7lhIbUd4KCQdA5kqY5SDHp1btpjIm619LiNrqlj3bBPpw0uhmvnntwlfhhl7hW7FkBP+w6iddj46pVq8SlX/xWfOOxwXiM+FJqwQxWYIKbxUfoIoriD1iRWqieYFBe75fy7YCzSjQMNeHsV0BxdMavM5iiPOEy5dOtxKIxZ9qvHD9LPjzSxNeGI02yEmr313KsQlZSfaysvLwi0oDGCmPJ2NsmzPB4Rs4Iqioq5QJNfCP620yzVHwkHB4+vOlbBb9bLpft5jhWVnUMIzILrIbJDzhzhAfo7CYvwjPpdh9oFf2H1gcSHWRrXDX2gbxXG8bytS/ISmgZMHRKXif3oQjORyzOj+s2x7fEiSteDDj9sKqqogPv3Ysq7c0719CI+rnqhqQU1OhJfh+sTlZ//5eec7AXTJ7rGVs7b/iXqKa6oaemWjhD/5NSsIPKtOqa6pqeaoHuUWxV96S9jETQ6AbxJX09rZRGhq1uGgmRfC/6ZzalM+sC5vROTO/VEnBb3FhvKSulzIj1pmxMJWFZRHJZS1McKtmlefjxo99ZJ2MXts5pWndnU5ARf+QnDIoMKyi45XhV5al3WkZX5mV56kuWjau06WbmLN9zzzTx97hiVUWisYIp0wXDRvy93BqqrZyQmTX3xJgxNu7VP+zHg8S3MuPzrquvH1/lLHI6C0fU1i558Ei2JS9jcDuflzUkdwMZtva+ESJm94mjiG/wumVVfnFn8lR1tnlQnto8JKuiPj8jIyO7ZvKk1pIySjP39X6tWAg0k4MGo9HEG3/pFnIf2UUYG8klJKDE0ypXVd5eub3yo0pOWYFlMSzf4sVTvVd5idWLD7vxvWp8vw4rjHYjGW6dayVnrLgsB28vfaWUrBiFyzU4V4MDGsxp8GTNPM0/NQzyCB5ynWe95xHPdx42xzPXQ4Z6JnhIzIM5j88T89R6uj1/8cgUvGebZ7eH0XgUmSHJlNzvYHWOYw6idDRlttBZV7GWyayLm3lJmwaLJG1K038HatcXjZaUln2WmiJ8MYiBkAIr6lhVZZFPqMW1tcXDfSXEXyyvCcTLcbleHvg6QOQBW4Co1YHMwB2BBwPPBDhLQOd3+smwcf4mf4u/3c9u9p/19/oZpz/kJ3P8O/0v+t/ys5v8D4CymDoYWwfjwet9+LgP+3h3SFYjGydjZE53i36znuj0IX2Lfp1+h56T69F+sJ/cOvs4O8li7Co3+JN0bnCUyk1TRlFDbci1oxjvL8au4uJiUkxNZGkUVNqcOkGTQxPCKVA2PR/Af6I1TPPuE1I6aZhKsVaa74tAckkGNu0wSRyW5m9JmVs91NI6mM6RosXhtwTWUp6FtAVfXDK7UrGKBKZeqYvxAcUDwecE+vNOJWNAYqBsjN2MxAqUYfTusMRSAkdZi4lKZ6UAR6li4cM3vSk2TsIO3++OLBGfmrb2ruUdry3cWCT+4H18f2bwi1PPXZwgPvzBbH5MvGhBtXiStByctm1MXGxraSic+c9tro6vPt5pWxHMxmNebh6HRwR3Xz/EPmbQlO3PTK6NDXu0ZP3UbLMrHL5bLMQ1dyvnWIQk6DSLf+W8DeIj5UNmlN5H/rbdxol3MJp4AZL6YniE+E3AD6D1UAAF8T/iDwMzWwNlAWLLKc8hAUejY5uD4W1YZbUELI0WZoGZOog6R1Y2JnZidXltXovbYwba9jE+LuCX+Y25QVPQkJevz9epVXJe4A1Gi9XB0bno1+u26FidLy/X73O7sni1mhc4FpwuuVO+Wb5DzhoYuS+eHwzkeLzZvEolEEbG8HITuHoCCbpsg6j1/tmL2kFRv2TYwAkfPet1wSkPPaWAIxs9MktH/KCoyQUrffo2GT17J5xg6FmLFBphzMRHyCbmAeY1hrHzeXwFzzj4fJ7cJNsqewmebw6Yy8zMTeat5pfMjNyMN5keML1mYngTlitsdhuR6S16ovQ6vITLN+cTXpYfNJn9Po+XITa91i44M2wuhd1uz7MzdLQasRcqtXqXTLAIfoERpHBRa8/xTgGIGTZUBafIT4qKSP/BAb+++BFQtzWSomdrWC8d9cBeSh2nFPK/WyRVPbPvGQkg3vSfPgIKOsKA1k790X4OJoK9xghobhXd8pvEnivEw1PFq6eK+8eJf/9Dzd2TJuFQAx48EzdPxYMacP7kyVvjJ8Txbw2rE9tHrK87/GZl/N/p9J/r9T7dTtCtCMlY1oc0YJE997JOxxOi7yAH9mi1iv3kBWRBPDmAlKQdEXIqbqvBx/Cn9FMC62nOKc2X2IyPYxa/Sk4jMzm1V2fDvTZs6yDdcVWWLqsli2St18agQri3WNupPa5lirWbtZ9pmRrtOO167adaVkvvlcO9SIG/U9Bs3uMok/Y5JGm/Q08wcWkfgcoFVZykmTshKedBH/V7pYSWsAVTKwh0JWxAx7Iruoc1iKO6Sfftdycf6sb7JlV13/UrxiQOx63Txl3czPruuXgt6Up+NXU8OXLx27V3U521Er3BtAOP2pAf5aMn4/q5GYucizxzfazN4lVnqWgy2aa4So7pt8MxZi0BeqxA4MLmalWqLDh62anFWq0X9l6ssWALFbduhTFqsbCsG6lUSgAjC6Sfx7Ooi1MqCwIBe5ehA9tvDvVE6FuBiUHTlCiZ0YXa9pFQMAEXEz0VUiIKTZYJUUsllTTTl1wai5ilXrLYpfB22IrTEd9YlJr3tHuYbD5x4uDYsXuv/PXNU2ZMm3RH23Sxwx2aMqIg9NjIgtAxpow9u2HkyA0X371m7YLFL3YsmL1APLci1lA5+NrvyqqTlo0bqW/kAhv+LYCTGd8XH2s26JGeYQVWzp5kv2Z/ZFmtjsUOhuV4vcqgVfriDDEzPM+pBB1BmJMTuTUjOog0kDbCXEO9VgPxEEbBMoTFID6+iz8hmKIT9bhKP1pPGL1RTxQMPIRhkdaV7YqqtBnaKu1oLVv9mhYzcE5LVDKtRqeLewJRnU2rj0oB1+oW3Q5du26/7qyOoyeapMBDr05GD0JwyMp18bMCjgo4R4iC/EMC1soEhONefxS7oJoWvJ9mKbT05YbTbNsQZuQIYwOD46ZUkNohV0fph0CtGtallDener2fl3XKWFkoseRoJ9WpCSkc6eiSjH+atwmHNFrRBGrQkR6hAScBm/TkEimKDcKJegfSboW020olUic4Cp36tEQKh/UVqZukiBR3UHuCyiTae469fNo7AFmD3dgK2pJ7S7xRfPy+u8WTq1bhXDeJ4V8nT2YRlfgQGX+vWEvGY4YsSG6H5VCBmIR3KgTF9Qrg2YqHxbN0ChrX18mI0cAYOEHP6mU6La9VqDVyjTT61ZGVGv0aNliiWp9OQxMLmjQ0qivjGQ0fl8ehhDwOV0H16Ph2fj9/jGd58NcM6dvpNn49FDD4qDFTo28Cc2azHm7XM3GW3s7S21kfDSISxNAcrTgDbp4Km30WopKzvJxhGIT1Wg1jMJgRKgYJZ9KZa8zETDiZgsUuo6BTs8gUN403dZqOmzjeZLLb+lIPkjToJxxMSEI+JepRTU2yU3K+e0AlgGl0CsDdQPdTOHQ0/Ow8IIK9XAuUFNOoE0h/s0/P0QX8bk7vowtNbmBfEcfiSvEwXcSTqS0sY9k72ANHbxDFG165QUzeIL7z1mrMrH5lNSar8ZAfQXZzyCQulD8o24sEBM1EDWgqrqa5vl/Hh1rsUeUQxxDC7PDhDHVQTYb6C4uDTKmmGrhvrHl8vWtU9nj7KPNku7V+rKs46Bfqcb0LDRWGEgU3NOCP+ykqcuSq6POuThdBLsHlcq13sXLkB+PY5Xf5J8YDcb2KY1mq8DNcdGjcZ3GVwR4Fn0spY8vLJVLwBqKoXCh3lTObwQZW6lSbVTtU+1XHVBzNwG+CXVap0kWd0R1RJpuJpns9lLwqiq6c6MzAGR24FFzrLhrRBxhTDqLhj3BXYgm19ZpSfBOxCScAD3r6mWSJGZakjVg40EfgP0wzPVGo63iXcKKL5h5KX1TuOtFVE+nqkvLzgReDWHB7AoyMd5eWGQ3UtsQCT+AUSNRYlIrT0jIDGJcsL/XJWmU8C0WiKdOUSlksBGQgZQkvHaUjWHRX/qD48uKho9U+8fcF2o0j8ZS7EnOTox54WXz7id+1Pfju/LHjYznWYSWVM8SzWwYd/mrTj+GhCzG6ZQ3+/bL1Dm+8xm1Lsherh1ub6idtvv+JmbMu3lUZLyhf0GDhcUTsGik+UlE3ahApxYPGTcLPiy9cFP+0aVPH2IXut67HDffvu8YzuHqacNeEzKE3q596+OKuL78cVTNx0mByJzEaG98ZLl4tvnPPwgPvnA0MLpw7wiWNuxOvYK/nToDvVohHvuwUwNXxUsF8t9Ec5bxmr8/LKJ0OZ76TkZc76MeeX7HjkTbcYcOrzLebt5sZnwn/xfRPE1GY8CrT7abtJmYbwaUYf2n/3k6+KMBMgb0wyBAmaMIOQ4a90GjIMGF7YaEfm0wYg02bYfDDRYYJSpMaK1hz3NwbNdvshZhzWw1MRpANaC0mqxIU8NI9bkZLQ21CXKGTmS1mwliMFtAZkvL1w33A4GYLZxWYIJdnyBCyAnmFvgCmOeEhIUDzLEPWENiEPcLxBIjrD3rSBHIpRJPyZ2p6ag539vUTSIHkWzlbKjxzK2sTglwqXVhH2T0hRZVbU2alFP8HOjVhI/j/UtdbjJJINKDCAR5kcxnjj6WiyxZOoicnLmWvF//0kGb5nCdWNk0dfweWjXqgrUQ8hD3Lbr6Nx7MXvLCveZL4+cQpsmgLe9c2sSJ5vCjn1emjjT8FfgVEqRQvzpqEv5j+If6ro3jT1MSsKXc2NReYX3o55YsYQHgMBbmeidwoF3DsjasKSy2OaHYxrEwU03vtWdH7TLsAg9QB/8mIOaPZSPjFZA0BTYkFOneBIEuLZK0ZRPL6IA5iXpfvzCc2Jt8fz1T6/XFeHfVbVE5fyEd8Jq3O7XQTnnG74i56o4ve6AJVQGTyvLglFM0rVuuieS5g/ix6mEUPs1wKVTQvi/ME7BaETftTwxwJbw8F/W6Gc8nUcq1yR0rr0s6AVikK1wPm+SdUToQ/gQPAZ79FX9Mvr09Lo3NOQZnDQaSPRNIiPBw+3UqLpKKlTQmp/yZIx80Qd9/X6mHRS/0DYHFRjEZ84HmauWjAbXaX8m5zJMwNndOc7H1TPLkRfvhj1HvHy5Gm0RiPFqPT/rCZKJnkTwCJRrHht3sZn/i2aGR8N02+CZdXjNx7k0XnEj6Kx581myYb7quhduns3gj3hqwYeVARKkcH4ksUSmwKmM0xT1mpzaoXEPhsBVodbtRhHSiDVVgHXKQTBLsrFuMrMc4NpAIUpvFmbN5R2l5KSn1NYKbbvGVRDvAWKnQi7HHYwBhzKgoesOIrrQutxG7FVm+hWifotWoGzNDIJweFnjCQdbgmkug7oiYI2KSJo4kwHUgakaxW2NwqpMKWt/a5SPSnp984p3PEcF5jEROLGkpzgObLInw2ljrB3Hr62XN/IPWxc4sVF2GGfv085mYspPqNGdPumBWZ/wbW7h49POeNyPUP5oh/co65ieTGtj31fEPp7OKOxY9cFWmYiOPaTEPBzBmT3OKzVxd2YXnRbc8dW7oTm460KubfU7zv7jLw+DckO6KTqlxqFXuy/sYXF99xppbZTshFrdFdlPGq+EcFhTuS5iOi+ZMylI2j8aW7LXiliQaffi/Dcs7GkZPc1xyZxl7NHmF/YtlchK2OjGzewpv0gkZtVrMYKeScXEYYpYpTNVq2WUieucI8zXy1mWV0ZjA4LXDZxVtMPG8xQxGX2mxSq82cHBQ4J1dZzGq5NMqat2chHqsY3qWix1q1Qat26DGJW1mTTBor7oqkxoobjNaoTMZlIIFRZis0SnhwB379ZRCLcpWcRms6pR7v4zTRrpMaNsANAo072+gxDsGFdF8a7PVIYrAieEnQ2VJ4lVgjIQzA7sA18E5a8CVwwM2DkEt5vrSXpwwsHurxmt2Ue5gnK8R3ynH2mNFMqfi79cm9q8TDGzZ8UC3+Dc/vxhUf4+vErwZ9cjPxb9+Ol7z33sWrcIP4Im74aPtHxJM8DRuprya790suwr2PqrAP9KKgM0VLM6Zk7M1gFOX2cqKomFZBlFyhuZAInB8bo4BLG5Mdz4rF0vE9aesOpLa2TGkbX6czRz+LYRQTYiRWZQMOQXF7TRXWVbVU7ahqrzpWxfFMVZVPEXBpjdGMQDBAAk4f9hXmM6zKpJqr2qpiFao4eLSFggJVCpWuSkaX6cwMZTIWpjKTcweKqqKlRSr1oEAuFzBl20xxh8kU5xVRl6nYREwhKZdF6kQAjBwMC6fDJ8KnU+JMUko03jYzUZNsBf+iP6GhtdNxqpW6HNLoMCQcB7zS3gcpDjEzgVIuhduciSWrxUXNmLTHOIi6kaU+wE9pf76ZW8o3y8RZdEgTlOTdXOTinNnjr8Wy17e2XL35rz882DH+vmYcTX7A7MbTh03/44u7/okjpzc/NeGp+i3uz8hG/AKPCZ5bWrDqxxq7t3nJ5wwnfLRh4ke8bqw/c/67WxqvOgKeNFZ/NLpcUwu2xyyQdTNB1smRDz0XN63IwcuVWG7EBuQTfMU+xsr4pP5lW5Ru4x6VJurzokJNXKVVZNMe5qZsnO3BhVa7hbGg4xqs6SCeeK7d+6kaq9Wc76wi+2xTFkZZQhaRM1kBLmCIG+IKZTSdtXB5d3IPtQZo104PSDqQgV1JcBCoHok4uhpgP9WhnA7y+PS0816wWnyEM3tj/lRHchl45hYpiBnwB/SlRrK3tWH+3LGMY6U4665zj7/+xqM/3PXVfVLv8YTyUW9UfcP8xTxtuXhB/Gb5jANig3ffPks7HSR97bvPOGY16X7d1F63ZGiB7mJ2Eaa07+z9mk1wD4EmHxe3OWwWv0mhVGLi9mcbskwZmZlOl5WYaK+v25EtsygVPLWYlGoVvExPmPYTghfZFQ6HIjgUOR1Own4oIiSPRuCdzF6pIyLV5VqEpa6KtAb06enC1nWqApmBUbbZa8bcUKFS7BG/vPFG7NiDHaz/M3HShmBmxp/yI1fUltyLj118lan77P3HxNvpAjZIZu9L7P8CzzaieagVtaEP40uDgYLRutljW8daaufVzxsLfy12cwWWVeCKWNxuAbyG7LjAXmD3rGvU3eC8gdzQNukKBWoRWkhLSyzgCRYUVJRUzA4sW6hO6PXqFSyrU2SXqNUlpW11bVPamLbWlnmW2RPGjJh0xdj62tHyksIA04G1N9O0oAj9HZVAAb+EnoZe4EyoSw+L0BVOBVsolGgoJhI5Ff4k0ZVyIxIVCQGcikQidaiP0OJ0FRZA1xkGE9qfbbFKyXbWdAbnYByLFpF0nw5cSSUbMH1ZetZsThpRAFSkxWBwxwD60jrGRdN9tVk4XFrWl9mXhS1Wnz+Q7mmyWDPtgbDDEzNa9M4ZwdAY8+BJC3M0vsCY5ZuHnW26tSb+t6ewadMdvHhSkTtkRs36UaGC8pMjb185pz4Qmd42em1gXP7a4Hjf2sTV4MzIjJ64UVU43it+kam1DTEq66eKX2COMxp0GaEgXlGda8rQG22hQGFoxvycyX7P+GDZ+Mp8ffXkVc+1zJ4zb9UNRzQV4yO2mLc84g9F9IFo3az1k8evmzXM3DKF48aMZ1XyBZtzNyTmFJRpPGPzxhVq1ZU32NWjPVOsOlmHTq3SWx15g6wgGwrS8Qiagx+MW4lc6WKRTBrMyrJyTuHjGR8mIBhPJw/WgDly+qCQPHUwNWpLGk9gdusL2DuTfrGBvRMc7AM//nhhMDP3xx8vPijpkSDUPwbqd6Ot8SatS65bqbtNx+h0VoSxjOeIPOBwglFkFbxul8tus2lcgsYphIQagflawDuEdoEIvi0GbJA7bSFbjY3ZAUaWjxMc2EGczpCzxsnscGKnz010chpXSLQePN16UNqACQXmqkRdQHWR1Pj5ZJo1pbAfHb3nBUPJzXu1DChUHItQ28hd5i5igriMHTP3L3oXh41z29Wjr/v1OOISHxaVWzOnTK7TiK65eLU6Pu3aqrvmcq+eMtW4TtUvmxLjkwdI0Sl5RqTgVG6RVXYqlcfXe06CsQs9EJ+rNDvMRKs0amQqpZGO3URqnlMgjUyjVhuURj3RKY0CwyrA2MAKpCeCXm8P2GwepdGFFEjG8wwBN4sOL6LfoGOR0YeyFXa9QBgwj2S8Wq1UEGpZhj7pEk6dpqujIJboEKCjqfcGEzNlT0pZnOkNNSD1XMwXo4vb7DNzdNEPZmJuE5GxYEFiv3gGZ9IF56a24pkxqyYVYH/Lu+JnL3hrZeTDuuN1M2Dp2Tni+IgZsCS/1o1fcf+UJ8Rzr83FqX7vcO/XPAMyqgyNQJPRmLi9uNgcHlHLoeF1lvJItMQorw3DHxpGUz321Aca6MZDhxov3SPTSCK2JvlJuCcsRSbAawQhQoechopLfOF0DIFavHTYHu/2xeheLEoFBu03DlskGQAaigeelgYVFRGvmy+zlmEqKiQbOcKOH3V9bsh7Z8HQzBGNC6rmvfVAU5X4Bl67u3HtxED+tNtmLnhwYRnBX/39m2Erd825Rkxe6/o1fiij0GM0BEeViVY8d6yYLGNNnohH783Ux8u6go7swKFin+C0acvXHP41k/ny96ErFg+uXnRFKNp864TfPnRF2/Rq3c517bpl9/wWv8ZneAJGa6HXvCS4fj0OOqsKMpTmbFNOQSrHbDydj4P9EHmR4wUlVT77MjPsvB4plBTxNV2gf4pL3NEiNgCqRcuZ3dHBLBj8ZpCA3Nv63JrE6nHil+NWJ2py9eJn/oalDx5agR0rDj24tME/6unndt95le3ik0yj7ao7dz/39KgFX/75xDPLjDt2GJc9c+LPXy6g0T/g6QTQcxZwd13cawrkIJSTU5hNMl1KmZqTZ6t9mRzJkisyM9mgT0NYyplU6YOI7wIJDjwZiXQBDikhRkJUpGOze6AjmOqENGlZ8AFp9yOV7VQWBzFTIF4vnpwDP7zrr1cvHBKPzVi79dEJuYbuWGnVmNGGRdOz8V9PiX/HulMrvyGLcwPz5m5cdO/s8gzZSjzbYJg6dPR0FWFScKT9NAK8RwyF4tZcbyjElRTlB4KFdrPBmmkC+9Ynl0vD1kCLh2lzJc8sEikuwSZKTWZ3LAL6I0rdqYg5pYxgJ5sBiINd4tVTRQIbLYN31F1/71jyu/O7tk2aXtny2KK39R49/L+98PHrKsWvGke+7fZ63W/nVOVbya62XXOC+Ny5Kz65+bp3Hl/jva8Fw6/lPu+ax99p3dpRIm7E+xlGHILbbHWJFam8gHJutmwDygGhMAgVxC0ZEZ/PJy/x6dVGDUgDzu/zsvRVwDJ5D94m8l6YYqOnoriEi8kAxN6YVy/1doStkmWVDZasjE+tZTyV8ykUgDJkLqHD72UsNWPrPj169NOHMh2fjq4efmVL0y1bEleMbU0ewYZHgkMnxle9c/bAs/ljGkePKvjD20fw229zr779Nj7yJyGvaHvTgmeCgdfXzX2jokz7R2aEuFKhTowdOiOfjBCf5RSNI4ZPVnBSf9pceMkL7F9p1gwd4WS1cawN/uRZhoAcdFPo1OmuUFfaUNADdsoAM9gKWn4g7/N9/J0Nx6VtzKyLO8hzx4v+vHPu8xvHjL7ppatH3tIy0XpMkVc1MjecGBEM1ifCVyx75BGyuXbHo8PWvrxk5esbhnvrrx1d7qsIGDOGLWlMrKjNmIZ6e8UH2Gn4Ot4k8KqL4jo8RIoHeXvfllFbzA5ckgcU9l3c8Yqwz3ZE+L2NHZc5LmtG5oys5szmLFlmlsMhWd26ihZQat0ZmaaMjMysTOTIyAmgHCfg/hZWmyNZ3b2d+xTqqOZa5Rl9B169lz1jxZEzbtiN6wrPBFRZ32Zm5rTk4/zubHrO11yMi7tRjpATz2nJOZvD5TjKHN9mZJiaoc5uFGyGKru1Hfj9uKqFx3y3yV6azt9p6EkkexLnehJ2YFBbz1jh+0TqVOoY0dxDWJLngokzwjm6VNdU04HmCerJ0tgvStBZG1KmEx2AI2HDL4V8LYwXR7C0J2Xu+MtMqYQcGtwlJ95U1paNnDptTOkI3ZvZT/36sTcP7L750cXHGe0R8cnuJ3d/+NGup/945KqGhqvown7trayct2LjNTUNrptu69q3971l5xfKVBee2tn9p91PnDrRfu2yZddds3Rpql/W1vs184iUT1+Abow37nI97t7r3uv50vWlG7ywDHWGxmardU/Ju8/Fu0gAzwDx4LAcs95i/NahCsyQYaslJ+eYS1GsIApHkUv7QParNWQd2UwYchsa7AKg2gt/u0gCYKLhzLnWvySrU5CjOZsAr3NSN2NST0cYo0TCyJQ5cAoKvBb3D1UyU0jRsUqYzrUYTaXGyoYXbGXGfHjT5tcCsZfewU0TYtfNn7p+7JFFE1xluH5LNFCaW+gqUMjw9RjX45E4+/nOB2aPX/z4RqPy/RuLR/+9In/j3JOZ+PjC+vJBJVW+cAM1y9BOhOT3gvxTIAvyID82xIeqSAb5SfeDhZVnyMAMGplR635C+4r2sPpd7TuGQ+aPVOoP3V+5CQF48SV8nN/Ks3wYExPGhCcyBhNXB3l8j0bjgE1cozM5weuO251Rk8lL48kZfr9MIZfJSJhOlQSSCYxehdLrXQ8mYAfZFVe7lJjmwSo3Z+EsOPGikJNDB+28qFBFhQ5yR1yRG8oFQPNhhXRWHVW8QjahgPB9MBkOJWATBnXSGgm1Juiawrs1AVdQTXUkBFup17enphqExa1ArUCsL8jIsElT6acegbcCUT4OKxQMTpMSalDC6JaSYmgqWZpiJUL2DSBZBqTNTuwhQ7BN/GPybfFb9qNPn3nusyt33/z6h1gYPHhIvKpq2PC/kneTMe7Vi+XM2+frmOcuTmDsr53q2XNd+7K/3dPUtHz57NmrkrtOSbHk3h96P+H+wZ1EBpDoJagSPRkfvt37pJdUevFTHlzq3OUk92XjaDbelYXLHLsdJGa/10522fBTFrzdjCvN+EkT3qvDr2jwqzKMbus0HjcSo68D45c7wzicX05nyPMVKG+jkZNPM5lMVwEuqKjNzy8oqy203qbFqEAoIAXu2ziwt5JHE2D8S/qCmv+JHiHZeTqRPJ2amPpnP2wiNPQhJRoZciJh1mrhoyTH62EpfRton06OgTHxoHSkDAN6maYY0fDuP47u2ft2l3j/nPnv43mHj+J5cxfc+4R4+uHHxT9fMWn3r+9+ZBd27vznLdP2JB7H5NWJN7VPyFmcSHxB/nRU/M3c+cdf2Pv7LnztW+/u2ffOLux7aOfmex99XDw9fsIu7MENv6n0iy8yBa7wQ2MtSjqFJbqy9zS7hq0HGNvRr+K6WuVE5STtlQJbqloAnk9H79cvmq20A+7HeK5KE5UBmdq30gFDBCGFZauOZ7YqVNxWWVxvjMqajdgoMxrSdGqgdKrOsCNER/EVqxn1K+QO5ABJEA5VUwoNh1pDwdTIMinLixpBIBGCQTrMUy/lY1MiQ7EoioSRMZAyI/CQlXvEO+tXfra6R/wE+7/9ABervlr/TPsqYhTvXPV98NkFOP7PH/Bg8Yz41Sict+oG8STlcdT7jhxJOYO5YB1E8Lh4Ee/HFqPfWGpkKgiWcgf9uYHcbp/f5PMLvvW+LT7G53N7s5FOo1fxHczuPTKZnm6ykYNu7HYVHTOkQLGCSDhUGC6kR9qikKkoVBQuCeYX54fz6SlDXrEprzgvvD6AA4GwP6AqCNJRSvUl4IZEikL5eYVFxaFcH7HXOHY4SLajyEEcDm/m4168zY05N/a6FWZZMb+FJ3qQNoTndYqrNHiaBteD4tKxma8xTyAzUjBPvMBSOv2ERvESUsgglEhEpBS5/qOazuOdpzqPd6YSQDqTnTWd2B6K2EIJu3DqVhtVW8LBg/iyA+G4jUoL4ZOecKgn1XtVUQFu460pJYdS43JTGXZl/5phx1/KsFNgL/wHwM3EbhWRo/WLHhR3D/9L9m92JsRv6+cva75325SF/g+zbn7A6u546U5xycUHdjDzksl/jhGfHPF3PA7nha6ah+V3j41jhefWRNQ8uKRuzaba8oLYxtyrRtj09ry8FWzteYH77uJjb73FzBCdIIu+lmzcBNhOy1g/yPhgXMGzfqBajlCf4SWOk8sYOjcDohMI1Ej8Dcb4B3TgVh6OuWPSJAHMsotf44tiAT6BM888/jl+HaywGb3vyDZx70GdGlSKA3Fzo3KB8io105jbWEJG5I4oIStcuKij9zsqoF2Uh0z020yqZhVWdSs1JqVSo1FjTG2UDDlhz3B/kWNtVKfTOz3+Fjd2u/XOIvu7tK9xX2XMYok6z/hp2Yj+TFSjVCk06mKtUoWwLWS3Z7m7PXm6bm3c5YmGtHi/Fp+lky7UaD/VkmYtBuvmvbi2WLKJsnIon3YXpz5hpo0WLypvAQB14w7ycFxZLE2lxbANZcCo3/dQVZKkFpCQpGOzlwRBewPpnOkjA0RzlZP0VLBHimItSQWzDBU153oqhJ60OZSaISgYbKW04tXL+NhgXBYxUgMoRTGUtcss6WyiQLrDknZo8uluTT/+7nczVzZttP2GAZLYIf6pQ5h1TUVR9iDrzCzNxEm6PfaSMTetHDPSnBW6bdLUm9c+SD4keIj7gYz5lT+JMnL+S9PixcFy3d0kT28dOtuxoGD44KqJPndRZsmGOXWj2iSf3J7GJwN2UT2+Lu4J26z2aInNbI8yMdyIFqCrCNOY3RggI7JHBMgKC/3+nYRcC0WuEZBLcMqoZMA3ZOrPhCi+cgZXV1fRaTirbqk4MxgzBLP5HMebbZktNOLDm3N076pTSFar881nMuGmffyZfA3CinqKpSyHK1pPWxGvH19P6kPNZbise+jQcUW4pQjoC18Trw5VdVfnrAu1h0ho+EiG+FmKUlwY0oZ0OqO125bHdbMSbbB4P4vpN3JIDf14TjOLWYk2/C0u7Oo25jQrsKKbZmi8DKThXzTqP+BfCkoK37ee66ED+KuFnoShIhEM/geSoOntwQo6K9O/UAXcyP0fkYPZXSrlSvSVcfeVkPH4H/8diYjlyUfV+ZEtS6zOebOUbzix9pZxI5vt1w6ylP4ixdRUDqAYpujh6YNGtl6Z6Q9ccb3wv/Hq6VfNcUwpNiNOkgtr03LBTb0ebHwF6Xu/i+fo9FHePlJfZ2bkWrqpyxjpnKafYp6SMc1JRccPdrWN9pGbgKZ+UU7Y+uSETXs2B+fMj0SyPsvFufONkhA5W4gL52elZIPDJckGraVZwEK3p4O49+a3WLAFkEvccU1KFsRduBnw3oHffVlykhx9QsGxqOyXhEIpmPQpoQBuEJ1ZRRp5dS6Z6M9rSIsE6iRRIz9R8YuCAEzK4OVygEk7RYDCtDsECsREacHrYQZYmSAGEqum/tqUEgN75ty5YelDzasfuvlXj787Y/r0GbqaUKi6siRSRdl/qOsB6+Jyyv4XHgldPXnJwuam0pINV9+yYf6aw3WjRoprQhWlJaGyMprvlAc4Wyfxvg9VoCGoAd/wCpz8Lh4AnNXnjSgkI8umosaMRve0vCmFUyLTyuRy/4iMEe6ReXWFdRFZdloSFFP0eWHnMknAeoHhTVY7RYCFN2UL72pSDK/R2PkzXoo8q+mMncoGf/HZalw9f/To2GdxHJ8fpNcyz9bi2vkxKhB0IUGwtmTizG5DTjN4CN3SCFwrsLbLhZ934c9c37lIseu4i7RIiH0vbmUt3VbK/yvHMiRcXuwvagaK6a6kFDGUCpDuwRJF1LcMxUO74+W4uRyXSxRRj+u7w2lREF407t9iHQ4lGSAJCElaUBHxL3Tw78TCZbIgQUmjXxKkHb+ycJrJLyMQ/N+SzLlHmPkPn/9Dh25WpKq82FVpvW3ilYo9+d+tuG/Wrc9sWLOTXTL7zhtv3NK0euf6jU+/Ox1+Qk1xqKqyOFoFgiAJgmBQiEqCcSAGPlwxbkZl8bqFd7SJOZSmlk6hNHXNhrZF6976OU0V99NUNgqD/1KHr6FjYU/Gq4E+hFxYeQSdIarRcbZa00hPnb+uYGTxZNM0zxT/lIJpxep6zwg/uYyOdFqWk2aOtedFOU7Lq+fHLeMthJoILw4eHpXSktRZeVGLxXiWx/x8qkriWZtB358RKHEBAeU5z8ZwbP7w4UWfVeCK+Tm0hOnsYDx4fpHGmUcYNljSDLZHd4QShbqlCld1x0twcwkuAZrYG2wBI7a7DK693DwED+kO0ic6gT6Ci+ollWNnBaNJyxp0QHAGg0ShdkpMrE7HrhwhnAtT6Z+gwc5UuhOokQEqplXaSQ2W/hntAPW0pk4AkSRT7uoetRosu2k0BB6MhCIDCEnKqxlIRpR8aGYAfyne8l/TD6gToJ+Tv9PMDQ9aVlf6m+n4PfGQvrhoxUMPb133KHsVUM+GzU2rH1t3iXqKJCFEqedzYcHw6pWlRrz14UbdXdfOe2q5GPyPhMOhUD/dCOCvFKAy9GM8yGkDZKSpzlaXPdIzzTTFNiV7mkdZbxphu5xCGPpxTECpmQc9gTP0ZwFf82Mx12dBHJxvSWkJkPTzXVSYIMyz+gzAeZZXsgl9VCYUttixvTtPkgmRFtAo3XEvbvZiryQTIjjSnSV9fg+QnrWoYi5oFwGsJIFvodpKreZ5dmU5xTMY0iAggv+iLFL4/bmm6KFY7qk4c5meaE1QFHIxt1lGsrC31FCD/xukUZy9RXF2gSfj1u/sYG4f4WKE2XduXHNP0+pHb1r/zLtXzkhj6ZpYGSDpqYduWCQ+tsX6DM6Z7L84qmTBxKUt06dXVq5ZcHPbtcu7Ro0cJa6PAHrmV0nzMkV7v2az2cEGGa5LzaWEHuKfZxYDtgx7tRoe0WlJQl2naCi2uARHtJiXhhp7i3AA9B3+65iq6jGyqp8OXTVz7I2vzmk8wCxe3tQ8b/GRLfcWF/ruT8Xkt4sTmau4KqgTGamOzMZWsxRLh9q237XNVxS6d8uRxfOamlYwD998YMqcV29smLng/GDuwOhBVT9vE8MqBY1cOaBNtDaoyFtKU2agWTJjfx0/HZJVjamuYhbDQwqLpYc0Ny3/eZusMahCH9FLcToe3mz7iqYm6RVCRb5tAn1D7sD5wQtmNsAbTjmQnnMKPQxtuhZlIEdcbTNodRixZjmnlKPQqYPCKWvFqYPQtr6G9QOsLCLj3f4AgIB/fubeDeNr285/1VY7fsPemakjzi4dkczC4N1bn9m06ZmtdwcLC+66l+7eexc8935xMrOA2wfPRbgPkP0ND8Qs1pQhgv8H7tr69B13PL31rgJal7R7N7dv5j54zNrzX64dPm7DvplwNG74Ws6xFh66T4qn3p/cmq7fidQvZjp1CIVCoS6K+//wNBqc/+Unip+QrmTkPz73x4dmSzDFCxGSLWJ7QWrAu9HJRPDCuexD53vZ3gvz5sK7bwZFVMx1Ig8qjzvz7b4skjFDIegNBoSNhm8FfXOOB30LEsS7YDmdjosOQ6UrFKqmo1Fpj1TC7dVHy1JzEYKJTQfGBPyBIkJ7EXiZGSeO8uoR2z9bu+rjx+rVbBencBhn3T9+/I45ARlDGsW6tl075sx89KXby75PPklmvl95VW3kqmH1198xM9JJZyJH97FTOCE9j2BTvEoh51gWqZS8jNUQVY18nJzIy5SK53g60TNhy2Tcc0yNNL9YGUlNqkocGmRX0+nEpAlRUShR3ZBMVMNrpFfSiAf4pzPWufU4vUxm8YXe1MJqMCMmxVppPZyuJbw+hBBbzt6IWLDkUUSvwHqfG9YP4S589OJe8pO4UbyJ3ED45E/JW64gPH5anCzR+WS8kp3ChgEnQ+I6vJFLt5yOg2M7yJQ9HIc6yG/3YCzNsKBQC1EyVpaaDi1YLQAGaKCcNvwMgN8txV0bRZHFSYxXklfFXngG8SSTzHHZEWSBA8BIv1YLpCZHA8SQF+96sXXYiIgvO8MQsuq1SpZPJnnjx6eHFORGdcqRarnRvVCiIS6ZJC+m65JGOKV7KKxShg51sYgnVVeOM9NQlKpLduTHnlRdgrJezZtdUl29/0Ms3JvkEM1wxCBbuDfP53IniaWdPudI8h6ykq+XroHswEfak/coXv5+NH2ftcl7uANwH6VjMx1dwh1ILmonh9ovtHFhWm/yHqYgfV2aEJW0JRczw9qh6vNH6f3w3ANQN5eq220ma9vJvXAyfKGtPdUupiB9nd4fYQouvkG20vvZjX3Ph+t83/1uvVRDchFtI9RxoS31frQdfeWkivS0JVBT8h52I9RFXydVToIDn3qeOd1i7iR9K0t7qro+eKXrS1UnwYy27F6pbZeeK5VTXSrXV6dUNlUtLU6rJr3/g6dybzIbJb5K3dGPDQkjJ9qT3e2I4E54n28lnPS9OSxMNb2aQo6EoDR8oD6F9N7pOYvIWmZ4clEKSNx37V3tF6nuoXVKuOwrK01ViTtZIua1d8G1MDSRXXrhDpR6vtROTnozaeJcKSRuJi3tLL74HF7TTm6WahdvuljFLm3vw0G6Le50gC4NCYkm8FRoynmhH1/fpNti7JtJF+/HYh6LaWMAZ+ePSlAmqbL9bZGwm6I1puric8B+3WI+uRnAwg2B2hkgzTskHJK1AGtKO4p+2jGn6Y8CBy5+d7EKWiTxWmeaTqW2025aCeMHLohQAH+YotcU0gE2FIcSzar6IEm1hj5CWpgJF3pJEH+QXN3O15/f3y49gl2apik8VaLRgfBJ07tELRJ8mEN99Md8c6lsqkXMNxd68QdQKE1SwCEoRVNS2VR7IhRA0vvGmKr2C73MBPGm9uRqaI7Qjtcwhy7c0T6Ar1QDYdPPW338JcEHiCdFDyk+vHRHH03iD8W8NF1KZJ6SHUz/PQy8hS51l1G6Mw2zTgm2yRvILXC/RNTcEHYpPPP8fiAoiWb7+TrNX4EULFJUdS+WwNYHN3homlb622nsB12KtiTg9QuEdDv77xnQTonK7H1UBjSeXI0/SJNZivsAjMwhAKlEbCQlByS+Tre0T7qkePvi630yRmJw+nKXZFFfS80DuIA7mWJKaGo/V6bbmn5Oqq3pJ+m9bgmmqaddEKWm4jUUsqknXrgjDdI+GdQPo7TU6pNDktRKiyLm0MUqKo4GyEPVQHpMyUQJqJRH0jQJTML0P4OTZiFO34P7n0SupQBtZyYmb4Bb+x9HW5l+5ADZahzIL/2k2i9Z0nJWkrVpUuij28vrGEANl8E6/QL9AO97jfY+lkdsfz30ffTISltEOT7FZykMpOQj863E/UmAeh/JkAKQlQzUC+8m8Z+ED9rKtNwk10h1S7pZ36ebr2E/7qeRay6/Bq3804B3g2t04mErvZDW2/Qa6R5wjfz1kk7/oJ8vqfTSkw/6L2aj+aI8XWdq/mhj+ou80gwGKIQi4PVWoRo0DI1Ao8Hcm4ga0XTUhOagBWgRakHXoxXgGUXMXl964Qbs8//Feev/Rfn5bW34f2H5R1tb0kS3a9bQ45/a2kQNLNq2NvY03a5ZQ49/ulT6p188+2/q+OnSWb6+jf7WDFi3raG/tv/iPNBVde83/w/gvRqtQxvRrWgTeBX3oG3oAbQD7US70dOoHb2I9qHX0H70Fvo9ehcdQ++jD9HH6FP0Z/QV+hadTeGq7BcW7v/B+T78/Lvyvl8oT88HfmHh/0091v/D8gvWrPkJ/iU0npf2zz8uHaSPpZ0LO/6l1IWHf1bEI+H0F+qihNFf7GIGEN3s1LXUY6T9tn95ZNt/USZNbgOJ6F/3U4S2ZgC5/d+Xp7qnqLc3eQf3AdDqIDQE1aKRqAFdAX7iNJRAs9A8dDW6BrWiZWgVakM3opvR7ehOdBe6F20Hf+1R9Dh6Ej2LXkAvo1fQG+hNdAgdQV3oD6gbfYROoc/RX9D/oB70dyqRvObIwIWKWSn/b+ASMf/S4jX7fuG8FSoJ/Gzhf6EcB+fLfn4OFjcsfOxS3cYYTc+/fPml+v7bctwHfeA/nzcA+mvaUv9Aep5LR5cTxE/9Fy7e39ZfBsrj5VCIEuKatgEVDTz6+Tnuj+Kv1oi/akut1+BlbVBH//rS76e2Xz64REQ//ZvCUO0vFR94egDNgb9+NyjeoQz9thaiU53dzTx/cTxdaAzg0jUemfexDM3uAk8p1BXqwnRVUkxvoXEF6bYxjE26e+7FrxkbjQXMwPeS1cxL/TpwdfJz5qXk54R+qvPStZQ3qeegKloCvy+uwremyo0RV0nzIuNBfC/ZT+uhlg3f+yMm+8W1kk9RjJDsdW4TzclxK+CQHCaHuU3nl9Frrt7PZe9yt0v5OgS7uKfPT+ZuTxYkC+h9cO11bnHqmuz1ZGWyklt8fhnUdNl9WI9l79Lbzk8lJyhM9qDbWS9zXprXBWE6+7oJSXk6g7HVo8XmdBi2CJOFLSeWi+LefaK4/ERL4rnZH2zb1j37Oeb8khNL4Bwm+65/f8mYmc/P3PbBB9tggwQ0H13JTmfHAkR0oKGcoJ1CoJlqQCuNA43UBNqoBTTROvR2fM5Vi8dPmjRj6so15dXXLc0taJ6bM6ZeLR8eZ5Ec/jJdOdUFOTkF1czUzGixSRBsmWNHLV+yZPb8uqFrbygNX7vQYJkwhcgqB0+BP8/MK7MdV96w8MorF97AzPcotflFRX7PfBQ63VVBx/bTCFIoFBKOd9HxOLAr0AH/ly1SOaAJaSscTZX/WeF/KV9SjE10CoBIOJDeGtNba3rbd53/2fHPtz+//vNj38/q73sec6I4Gi3eSlc/REoiJTl0TyyjSd7PRkpKImQCXScd9ATZ2F82+VxxNByWCuO36TVxBl3/QAtvpXvMfbAqhiPxw0ik5FM4wNtgZwqtbDWs8BvhUCxZD3v3FhdHiStdSORh52t620fR4mgR7KRix5do7mcURxZde4nGLqcsSqvrgX8nMSek7/wi6hTgvlzcWNS/njkhWiYtXzFx0vLlzImLBeSl5ZMmrqCHUj5IPtz7LEt9ID1QYvpuSt80H43SNy+1JBUvG4zz2Y3J/de9vxwevheT5e+3TG+f3b3t/u7ZkqFPm3b9Xtq0vdefAKJvb97W3b2tuX1mKie3Ad9CbmMOgG1Gbf5wf99GqXVAe/GiFbt2L1+xe9fKqTesbmxcvZo5sHvF8ieegFNjpGNYEIfv771ddg97k1SXF/iHOrgCcruQXlozUQq71FvgS9E+CzdgX+o2S2cry+4RN4k/wt+v8HIsh79lM8Q3v/hCfBPXfPEFrklWhTzu4mK3J4T/p28vee/gcdu3j60J3zNr9t1EBvduwsvgTgVeBnX9AHdBDZ/TGvC81B19d4bEO3O2bMlpmjtXygHFHfAuLw54l8vehIv6+1OrfQP2MQ1clpZJ3zmQvfjz1l/89JcaHL579qx7wjVjt28f9/MG3zygeXQrHofmNUEzAW9Cr5uvk01OQzmiz8ZW+KOD8qSZZTGPtZiOfSjCAfiDNbhwg3EZ/NH1AEwwt4yZv2Mq9kTFL0Zm+wkeL75gXIOzKsS/zL570Zjrto8X/xTBWUOHq8Tn8XjF0FrxTDHOmffQDJIjvn/ihHgCF5w4gQtlk8V2vmYEzoyJXzSNak7UvvGweCqMHfUVarEdX6EbPEj8JoKzJz22sHbhjknYWSF+WTdIntwHt4snoJr3cWGKHs+JIzkV92dkBwncH8Wj7qdHGumR+uiGCTGX8QOTid8VY1ViFL+34J93bfrx9tt++pX4ec/yz9di44G3sHHt57hLvLZKHPn/sfYegFFV2cP4u69O732SyUwmU1Imk8wkmfSZ9AaEEAIkIYCAoYXeizSlKAoqCBbsspZVlCIIqIuCBZdgd21hXXUFdXHdta5kXv733jeTBv6+/f2/L0OYAvPeaffcc849BRwtArdff/nmrb/dtO0/W9/m36beW/n5qlP8JaA9terzlfD+8/nfmC3sWNwviwBGLUcBdENczABwRqhRDFA1/6Db0ydTHi7Yzt+9686b/oNuDYKfjJoAZkYvmOyDQGDHqqKdSrIqSjTwt239zzYIwEcgYKUo/pfc6JEhYEC9UwiFkKXfJJLhGxugY+vSg1olO0KBPE8snz8EuQl1kcPSBfT16yeOWpcNGvbdyPVeED33Z9q3aWzbBofvjay6CvrNricub66asv6ajp1PTRO7XH95f/Lkje11RWP+kNe8Ed4PJQ6I4P2g2ksFoTxcYuIZKBowIuRj5584LSoOEAQJQKGj63ufEe3La5oBSp5uX/LQrknFM9LM9y1b9mDVWLU1efrOBxeGN2U7c+jWiaUPJjuTg6/PV9nWLHpo2ZL7g9U1qYvuu29u61QvI7p3yYqHS4KuCfcfK0lNwvo33HeR3gDhSoDwoXpdTwwQeM9+ONCxAzk1afG+lQmZqbvmzmsqcTuKm+d27Z6w9pGGItOyNz9+IL16afH83aMKFy8sGn3HjLZT9725aRa+fqTvIvUBvL4avkGrB10Md2NE2V+kuHXj7on1j20dY/U3rbDce+39y+g39zz1+oxRnx25Nadqxf3Olxa/fx++jqvvE+oTppmwodUYwFmnicCJy3TSgVo3iJLgK/eTocZiX860gvy61oTI3olz1925etQUplmhK0i7q3NGeuVks733hZVbmlZPn7UjU9iHWvrWMwHmn/j6rsHXMxjVzJDrkwYqIbxn8tyNd6/yllRFn+q/Af3Lr5efXLN2zHXTpt+mSCTfO9b7/Moto1dPi92DJLL6Mql3Yn2M341sNNHgQxrM0BzVkM+ZgSkRfJgIDFqNUmFUmBNtMrlJbklIkkqsEkAzIjEhJqwSpRiIxGJOZTIq5HJOp1QBFUclJGop2mI2UH8CAJiMVgoVT0aIKQQaYn8SWlwO1LSYkcqU1NNQUSrEckolAfMlQOLvWGgM9iw0BrqNAdUHHcZA7DXhP+1HY93RwbLQ5wq+UF33u60b0DiajoWLsEJk4C+XG8K/QbUL/ob0nDrEwH+g3nl9HH/3uNfhzzjQiZ75z/m7wQOt/DFgf4DfD9JbH2sF36G/avjPHgAT+T/D17ymdT347gFeg/kE5Yjex+wn9ERNRKU3KtRamdLOUJyYZEjtc6D3ICMTw6eIlFWqGEZC6lxAJKT/nuxBjdWiJ4H/5EnUdRn//SoeG9ZflxcPDuod9L7Lv94Mf4AXtPKPol/yM/Dq8ePHwXG+Gj69CWGBVjLphPzUElURt0qrAGo3x4qlNOqccpL7jKM5qeKiWqQB9EVOo6FkBCUhwmFheIQKQQP8HQOwCB2aB8GC/NEg6VzOX1gBf4AZdWR+hS8Cr5w4cQKc5otPnIAwsJAepzA9iiOJeqNSoZXaSYYWkVKZllaTShFHkmJigAo9gdOqntPB7gAkw3nUEBz+JRCB5Zw5RchbgQZCEO2wagd9qpcsIdcfUACvuFK6ntxv0JAfkEfo8TzZEm0Zf5nkd6N4cBTC8Cukgw7q9NKIwWZL0HsIbxKXYJejghcJ53JIkiBTjibIrS4FKcaFzAj/86jkohu+OKnCTROQ1YyUDe7U2t8xx8AIqxwzRji4pH99atSIzu6X+A/vvBN8AuTNtzbW8W+2jci7fwfg+P88tDFrRqaD+uXyijyVPvoX6tbjYIHBvWrhAyNnKyQrjs8TaytQl7fdfBPzPITbRQSIxZEqkEKk2CmgoyhgotD4MsohNhCAhlR2e+xJWUlkUo5aJc6w241ZRtLoczmoFCAWg3SXiVQptqu1SkDgdimoS8Il3A6gAFcmR0+eRcvr0qsdHTiFX2h0g4je35hWN3jO0P/QpJZ5fqADrUg/3uzLXtD8t6q0321FG+s0+/pia634e9uO8d8wd/1ey1maqOPn0pnMWWjz5BKlRBXxZWS+uwyMLwCUC2QxIOROl1SFtboku9jOFRbkBJMddpFDtFJs14nFdjSFgRzlACUOoEQ57kR6jWm7WfGUGOwQgxQxIMSQVvaKWyvICofC7gDhglCONstsspkyTWSWKctUGNTpUQ2VNDkpkdtctbuKrCpEtb8ShpOKxGgK4Kcnce+JDqEDBfbAOnBxdHcgEIaLCeWfoZRj1XuXVK8GAvi1QGuV0Ewo3lQImFTRQOAkLvBJBXhyFkc5tUJrhbwwCQ3OeHayNkjFmnDr1TpUUw23bS7PmAu/AE2DPBeewWWkM/lvZEoRufaeWfd3tZZMfqR2j7Nc1dhs6fOvnHUi2TTv/sVpli6nPoF/15KWak1rHFs2XyPlP9XJQkm2XCu7SsVfDzbrClu3vtjotHHfFzZkPl5TCsAOvkMiz2mP3Mpx/HNi8fKbyDkJ5c47ZV/mKzT828yoItdokchdEnDjc5lufi71N8g/NMPycGTCczZwtw28bgVnwaeAPAHAEwDcA8B4AFgAXsNpYnKb1WyRWSQA2uFS6UqZRSeTWWwWILYAiyVRJtPrNG6WMeHOJ4mEBSTaKI0Vz4AwGM16VipjACqxOCyXsCJUu44ZA9l0srsAdUAsCGMVdzYQ7T6JW5VifqBhvYPa/gwqrxKD/lUQY0e8c4gWQF1I/S16UlGIe4cUB4/d/5lJKka9Q/72Kv/2CoY5eznHb/04TcUvBT3ustzbwJu4dwj4Q3TVz8Iev5s/yTwE17uSGBMxkXZCYZfmUAAueZJSS1i70PAKtWc1qKSuW5lnmJMMxTCsTEwqXBQrAoQ//NYl3HS/4xJQ/QzXteq9yR0dJ6M9l7DyRuo7/ggyD/38RPR5/kPgJSuBdwV/EkTIDdF1zPHon8iyy8UIntv5i/Rr2B6ojyRxRqORzNMB0m2l3JZErcKdrQKESqWyqyiVVoKoDPdRwgJfHFICtJOcO3kpHL4UhBTGkFzqwRVrGI6h4xnUQpq9Oki/9sUjtDzkLb07aEHzMLe+8Oe2ynn8RWAis9dZJ6VYtlZviv4Dgvj3+9dP+Se/BOeGncR9W5XEnEihTg5I+Ecpp2jKrpDrFAo5LWMYmVTCSKR2GaOTMTKZQi2xc3IJzdBwL5SRrMKFGqCGz13CbUiNBXCdqs4G/FvSVeClLTSe3NzfI8rU0y0MSoVIAA7DDhxiEGRO/XwjP/d7TM1xqAUp+MMDmKLP/MRXQXiXktuir0SXQ3hvhDSdhuG9NzJBLwfXyoFBDrxSoJWjdCC1BIKvkEDBlTBSN4JYxiBs3P3YyGQ2BVApgELNuLM5QHAqzs5RnESOEJLKWDHBotaBBwUWQKTCAlIdHRCtjoUBPzSTYuigpziSUOVg3BbG2vwNx5Ce9sVo/qfr8ZTSOtDG3wHILYgxoOdG/knmeO/PYBm/hi/DcmzgT9IvQBylxIiIr1OyTLJZQuUzQMLQjF0s0YklYjGZJQUOKZDKWZYWMy4RSUtcBAnZ0I32poBQCdXR0R30b4mXNHdg8wMfOwMH/cLPvY0UGW2hs3t7qHJEayCljv76Va9TWEvJPLLr3ZDOoyN2LwOgEMjcNKOjaUYqJVE7cbuSUqpFIlrK4HIsCSujMeEIUoLBQHDEAemOd38TWhOjI1HWiSHJCzqoD76I+smkqUn8jdS86CdLE8AhRJlPyJns169Fb+Owbd3a18esZd6F8CQQUyPFUKV5xcAiBqkssLDAygC5grCTWSir1Wb0RDig5JI4P0eJOLXWJ1Uq5VJKZfWRNAoyhgN+tIUHUTYzhHBSB65h7DiNZycLmioV5LJOFK4IoQKVUBCoB43LY9byH959K/84f8PzL4P2bx/bkM9/uOP29xdee+3Ct1YmO8FG0Awmdb9XUnK5mdrg373503c3bEc0vY1vZs2Qr2YiEnFqNdDWJzmGktgJAtr0jFbv0qiUBCWiaDE06gCNGx6EgxpjAbI44LJC6bbw3blAdpYYCIW98Bk6L3BD84SErs4My/fwX/DnoS98AkgAB553jFjdumKxuyxSYdHTGy+vRb9Q4EzUxf/8PHZja2bKaVWKrRbRmI71cOYICdEayZRQ0IMW03aG1TEsw5AiMQfEwE5wOhT3FpOUSyISiVlOxNAAfjscCCCaFiDaCrWJW+KViINeo7g7egAHZQU0KF9P1q8EhdFX+NfS3niVOY46uf1WTS2Lfgb1N87l67vAvMycwHzPiVg4j9Fok5Nqt4JQa10KuVSssroQV8kBrmLxF5pzXEK30+cFESc51pGMBvypY+2vkQK9F3jvvhXumGuef5nfhxgJvP2MZI4nO/m1/FP8Q4iV9FO96/pZKdjljJ0uJTTEwkjFR9D2kcqkbolYJxHvkgAHNIplHuSLyRRuVqRDe0s7ew9LilkzW8dS7FsyIGMBBZHgoHJlRajzyenwaX8Y2zqQeh09HR2ms4EtQsdEswq+FQo7AeosFhs4RTmhFGixHcPY11elFTqVyT9G+bHAA8ht1Qn162+mTr+dFraOi+6k3VEf2HTKtwzBDrkn2g/XkgHq0PF3cYBTwj9wQYs4nUjE3cECVqPSCGwHBKMS3YPQgaa+VKKTSqQiBeDEQCEWie1yhU6ukIugkaAh9JRKJlUqSDnLiaFcwL309HunY3/FsTL1xBDqMPfE0YF609wzgGp8p+joxxOpTygu2n5cRfvXt6S2+/g+/lX+Uyjtf+IfAv4eIEPp9A846iffdDPT+HbOoV5A115+Dkq6mvpnL0Ee2jFppcA3zgX5ZiK+jtx6XgzOiEGGGLyvBq+qoboGYrVGjdkoERsg/+AfnUYXZ+FtLMhhgZdFg9/ZFA2QaqwaUiORKZQKt1ymk8v8cmDG25Bc+Y4UnJKCFCn4swpIVUqVWyLVSaS0UqckRUoJ5L2OMHIahVytYpUiKDySBEhkwt9xNap1T+qI061DkIW4MJjQGzP6YJC0DKIh+hkkL3DHgJS0oj+YkpwLS4085XX+30cP8//knwHq144C5YHZmTlx6TF2RHeTf4QbhTtaSz4XrQWz721eJsQ7vNAvbIO01BNJxPFIF9yEaYYRGdRqvdaWmKBLoKBuIEn4wi0idSJSJbKLyM9E4CXR2yIyIrpVRGZDoqIPRToA7W83AXQEOEeAYgKkIfPVjHr1sDYzo6V0cI2TCWaRnAOkRA+5iLpWhiGBYl3Z0HkNJBWmRIw2AqHgViy836KID+WDTwC1RkR93IJQ4YuBk+I8oYHSZ72O0wIcoxba7rbxZdEPZ+Zdm6iuHLl1TUXRqS5g4x/y2Eqllkm0+/LHJOO70dfk98+paawqnfpMHf8++a/3knKKDfYRbmyXQjqRWK/aI0pCzEKTlHMBQDEkMpxQwAB6kdDEOxdPG4aeORm3LeNGJbzOVoKggnBP5gh/RI2u485G01JVlJ2iKBbuvUcgVxiWlPRfFFuOgy5LBfl52AS5HbzIl9NufjXi46i+i0wX5GMy4SMaIgm1PlDgAyFDjYEkHM50txEaVA6tgjACo/IEuYRQEB5oo9o4Ywaqvka168jmeAvd7tx5uEmpoueF3grI2Xckxzra5QU5NtbJTo0nGOMWeEz/3LE8pmvzo/y9f5x70zXbtq+4EK5320IlCxTmppqFu74qzOP/mpw+okBGfkb63nuk25m+4IG/8ndt/NXYWtO2btpcF/hgR2Rpbubtm9e0jh81bYpqOd84HctoGcTtVoibj8gjOiNWPeHwQcc+UyrJhI/8PLcjgfCNzpySSWYiw9vtTgsgG8bOpSEvSGGClq9KRUPhJPUm5ABBD7TnXEB1Cfv/lzrOoW05oBHOClWo2h4NX7BRuA2bUejjhaLAdkgCVUhIzdYLQ4fzQtq4DU9raaUhQWVMNimoV8XpNTOqffWFabLc3Yv4bzfNuummd7/bWlUajVBlkanlbUYVVVw8bmJxEXC6sxOltqyww1++sNmvd6Tq8iqeva0HiO7Yfe+o7x5eU1NV0wQSVoUjFeVLcL7cV30Xyd3M+0Qi3EklqIrDpHdz2ME7aiISpAaJQoaQV6rBoE6QqP/c2cBZaHPETAwzGDx5Gg2Mw+1CLXiwoUlsaMFBi+/yrfxlPPEw8afM3eMBNNOvt4TF39sOtrx6+Vc04FDopzam7yJ9N95H3UQA2kUGvS/R44MPrcSRlJSjdRDmtER9FoJLIUU9WA6wHJ7ZGgic747bRDH6o0P9mGgZ4121M4FLZ4x9ZIw3MYV6fODQaUxV1dp1e/9199177/nH7Zs23QjsZSC/sKmpIJcpbaifN6+hAUzKcblyAu7UbDL55uuvr6q6957v/3X/feXl/OO7mhvyCwtyRjTfvncs/OGXuHJyXO5AANsIdbHeBVKiJKIQAze01eVSKc1xtBgJG8dJGIQXJZHgNgZsvKUGbmSgjvdNFjIVcmOPOioj3tAg+j1SPl/u+9tfCLLvc34OKKXmQYpCEY8oCL1cBrQU0MuVMokSdSkN+BG9ICtxc3sUfMOhuAHLUR0EpS++KFKXBEfnjnLY1AVK9kXyxWd6QwvSW912/UNsmrqVfArnNJD/IL+G+owlUiNKmqIYFmU9QwuRoEiheWawG2njYDAoaNluZLA6QdAKyK/5L/7I//W1p5+BOi1AnuON4GtMq3q+Cff+LIb2VGEojfBnZXHOJLeHM3pMJpmK40qTPCrgIQiV35cVUBIA0DKZNc1oMjmtTh3tKkgTW106CvftvKQWGnPGG3SGcTgUtcK4hAtX8Sv4f6D61yCTX+vC5474sEHQVqj9Jo1HfcaMfhofGNPOQWE8Pw4sueuB3XL/lh23lYzIOfbdlC3r/vk40AEjx3+ove66DXX+jHzwzJtLb+4jTnUEC8eHmibsHB/Ji9yTUedOvgP0JNy2dWVTTp1Vk1k0buX+Bac6//2GfOG03OSCHJe/c+4L29Z+OmdF+YSXF6aljO0uLDAkboj5h03MVNyPsSqSotXpOBKQdpZDBzksSKYoADiXXaRVuHRmJUu6IF9wE7h+zxARRbAVIH+gfAVjXqGNCfa3IETndbTTEHcRy1cunr9gUXFyqSnBtN7pc8+rmvHEzuvXX18f9xol5a1Tx+RZ1Vrz9ykJJk9kyvwpEax/iQA5i/oR58q0RPJriQnETIKqpSfQM2mKhnzkCDEDsrgIR3IhOouNsCQbYkg0xIOkQkQWGSFJMgQIqGx7LnWozuMn4D+pOo87GBMdHa7Y3AxyVvRD0ot+f3sdmF9/Hf2F7ZS+ZuoIsR/3COUIY0RMAJYmaOhiEeHzPWeBv/s8Uhxo9hJcFfuXLn19507qCEnzx7fA7z5PXQZrYt8NRqwJFEQYUMRJGnIZkp2N0CQ4SVAMB6/W/VbAgiTN0vNWYCF8tXAhknsP4OB1wRp+ZzOY+9WWLcxMfucYMHfnTgQbz9OTATkAG0cxgIbWIbxaD1qvZ3vOIdhygyg3uWLLlj9Fe0ma8ezk9y3Ffnr/9xlCcwTaAhAS9FWUz4JyVJDKCAIy2gt2LKUnL/0qVqNIRamZ3DJCDO0ROSeixIClxCIWupyE/3R3sDuI7tuNlwYQjo9BEFAz+b/ewv8VjMwEY5ke3g4+c4PF/M1XXA8qAgJiwTIQB+gFwKudRtD0nMXXQ2pAyNKG13syE7p7jluAg1nI3wwWu8FnPJ418Rz1KLjIdUOcxERKREVCehNiN0dRHJcvhvhBjkEViTplBfwClJSTysXDL8HF2vvrQJYUGTnsR3wteO7Hyx8Ds2Cvxq9LCdfloPMKXTIx4SahNOQTUMbwloJHScWxh65qrjaoBT3oilL+rbr7a9nDwHz54x/Bc3xt7LpgF7iIeSgmXBH1kOsS+STuPvvfXJh+cPCFAf8I5G0O7m+WGJGJoNCSNEuhaUmQwyfPn4ROzzkVkl0Qyx9ETb7+ufToUvJWpuqrr74C7ega8EI58BW+hpiDrhpDQY8dHRf1nOyB1ziPOqziA6JYviHIiS6AF/knaIfXwPit6PsK/Ah1s55IJ6wR6LCmGwx6h12shxjHBsvDNZSVrQ3YSNSf1JkrNCb1qId/sGL0ts6i0lk3NbhL001mX0nK8PfMu0XTNtY0XD8l/ziZ6C9OTinJTCCjd1/lQ9RXEYrlMuZlQo06iUakUolTo1EnJqhRMKDbPwCWjcJdU3OFto/qoW+nF0yvT/eNmJaXl5OTN/g18zKZUT8tVDitLg08yuT7MkMMX3zFR0j+V5AfgEuYPvLDUgn0hPHizcoGCgq1azTq430cwSVncYbZmF7srt8yo6Rw+o2jGBlpyyp3p5RlJ5GvFc24efSIbbPC6JrTqRVgE8ZNfphjCTXZf02Up2fUo1kJ0MYEmwqKiwsKZjVm+RpnFTNaJhLIKmP2A9+o2aXF8FNSiIs3MWk47pQQURhdaqikDaRWJPWxSrRfhtE4u0vw0oMiSaVkbn+om0lzj1nX2rwg22dO8xvpuGPCHP+tetW+a9Nt34uTAuEkck08+E0Ise8muhXe00PYDrok6ODnoEqZhAKFAOVhQg8liKanoLvmxStUdXjb6bdHcnBNpIJEMW7wx60vjFw+LleqlJnu2YhhGWsUq1RNJQXjihL5CzimnVo1MVC5I3rw8ZKVCyFUYfMNoO+xDF9uStOGDhT2RnBl8E3s9RiuwBG7JDnZbTRDoJ416JROsRtZwiIWuLDqCkMb81MUxgxewm1TIfEdQsNoPdorsRBBwx5Bq4aynQ5wTFMN/ip0kqY6+NdHrWvNrrrhhRX8J2sv5qz6xlU9PTwNuEZn84tQn+m9r/FHZLUL90xc9fKWujNbu0BO8TWVrn0gk+09hWmYBPm2lLmXyCfKDxAknmeTn6f0eL3uDLFUakh3ypSIoKlu1mRABDZbYy3cUfQLwdyN2kQHw7ifLjMMTp3BONDInRw4ihmMG/n8EKiDJMWkWvH5TLgj4hbh0xlq7xA8J/WjEWL5seUNUj1q+J6QU+9HHd/xic0QtBGexX1f0SLolwQIX8RgdyQDOgka0DKvz+dJptQyn0Yv7scLYlUAzTmhHF4fa9GJWqLCxaAfaJkacuUCJFVwnaDW2FSrZET5oSezWlbUetva21Pbn5q+7bP7xxUvuH86/yj4ZNSK9qpE54SJ7R5LemqGmer4KylZPT+9IZQk1dt0/0p1Fy18qLNt98JaxYdzQJlMn6ju0yWbFWqbzabu6yOK+XG0iK7ScuIPCIJfQHAHiWTopOTiGEnfBeogc5IwoNV32GQgdWbkQ2sJGTT5GTHaGiBiCBm8+NyeXMSVUrIEoLIhoAbUwcLO7WPTJhUYR6akFSQroveRa4CC/5B/GsybuWtyBqvkGbHWGUgS/Uw19h4Fe/npqNeBlx9PHaSzIEwfYpjEhwChhx5Gbq7gd0G46IvMSdzjxEF4n7VbyQSzA7klNGVS44A+ABJEdz/0588iicJQUk6tR381UNVolBmgL97+52sKrwYxSI4egTA7UMZbm/wqkPf2DoKdvohh/xjDLj1MAsKCgc9F/34nROBLepGGVX6I+zrU912iPfQm+P7vRGxGi/hRfEakgTrZHdHQFOfSyPV6VqdWyEho7sRC60Gk+fCZZlZ2KqAcnBHPJMERRy0+YBE/ikeQ+Jvjk0jIIlAA2sFYUJD2xqvRx954FYxc340mkDDHe++lpvXeRNpR7Dr6GTpv77vIHoO+bZhoIbqIVUQ4Ih8XWYjmh8BH0ahr0YoWe502u9QiWV6EaC8TI+82GHO+g7Eu4egMvBuCCDyoml8YGxDTmMIwaT/AuWRCvCE3B2WfoSETOUKxP1Aw3MAiyct1ofecPhalgO/z+v8zy4Fr+ww1c++eufbB7NDdsyfddE2J1skozDr+G0Yhktz2XNfedOfYtonpY65vzx430r2w7vRITXp9vrsgwwHmKPLKa0qzxCEjZHtSRZFPIiW3xT7LYilLaq5d+JTfnFkkfK+2zUp+njlyUUNKqtPtNqUVJpcf45+rndJQlqpITXDcPKrSmefS+ccurmy72a11KFz2BG9BilqRFOR/YRQqjVrFeooTc71GnSvX4Z6WH/vMkZ1iyUzWCR/eLpPFvpZbKchH3wVxCO7XRmjPZEJLUKtyZWZqfDpSI0r0ycUen4GiCGF/6t8bEc1pg0YvdJNP8WAx0eZpY2Ttp7UU0Eum/+feBwF3ovPaY/xvD/6Vf7ElejQmOZuznimZe8eECbu6igtn39HetntOMX/6jVcZfeeEmaf4vx88wF84NePYU0ia+Gcm8YbrXlgfCa//0/q1z68pLb3uRf4CliyEA5QtzgplK58YQUyFnolkJIC4ZBI5pe1oP0swOaS1OUikFNJ+kRokUN1xaYICJIiTsKg9vytFzDBMmWFSFRecEcvbI8byRztXnLl9zJjbzyy7fVNbsXPUtOtGX0ViyA3emsl5eZOrvd5q9Fzj5b+5igwJAqJK8JqDhc273li+/OzulvKMkY6K3OSrScaPjavGpKc3rxo9akVzevqYVdOvIijYroVyIMrC85eTCVtEaXDZ7UaHyEIaRYRPKRZMoxj/XYFSGllEmEiZpB9g/sOdEjKcNRU05dqUNPAG13/8aOW2lZONZQO64vbkcFl19Jk3Xv3SWdo8aUaASu997sEfHmnWZ43M34vVRtLYqQE5mBJjLYSrru8C+zDWG81EbkRawkZcKWb4yEX206E0blQuivXKoB6Tot6XgqYIX4qzNozaogtTs+Ib4jBecjHWJ4IB/iEjazBLc5n7EkdNvDZn0n2+qmNzr8I8ucDvzU93pkpSqotTyvO8Uj0w9xYO5mD2mCIHuD+tMsvcUFUx4mrccmHmZkzeM+fL/KkN6XpXILHw7+Ak9Nr6hvDNUzUpD/GMILg3IM8khBx1owEuuRy6RiRH4XNd4QAS8mtAj4vRktxwwwBDngUzQGH0h+jfkO5GDLh8ii75rZqsjDGAxHq7AtI/l2ggAhFxHpoCkk5kV2J9nWCTqo0SPZs9EIsMB3HM6YqFhRQ00tYhdNwZ09L/hX6OryRB+QIysUD9Btw3q/kdggr+b1WvsGziOjWtzNp1p4+0Xf4YK9b/WqUK+ymmubCfpkTUekC7NAqJhFLJxKSWpeLb6cBuGh9rDWKjrAEXBCEnt5//52f86X/yN38pMON70PkqKPzg+GV3x4vgx6bD5OLoLegXmvN/JFuif0Td6U0/x/Qd5kkOUQ9XRfnB0bk4mUymUSrTAJEGH1kVmD/WRGmDQaJis67OH2QQCxDGuWQDxiACUe+k/hdMYkpBGPrdOsMQbqlV5FNbgGPP2tc+/l9yC+ggm8kuMIhr9kVjwGx+99PRH/53HPsn5DPzTFoZEZvbiXlnJCyE55CBoTWISnK5knCZTMDM0iQKBcT0HNYhyMgTlg5ASgQ7OHlhQHmkABwauoj+nTp58XbBM2yZaxAvmjx0SS16ZGY29MPGtnuA4xe8uuDagv4X4mMtMYkoiIjrAFEKH5Xj0aaV4VZnS5ENejhBqWcrBzEQD2P6Py0xBK0fYOc1lEn5wX9pDv3OcrMlNc1YN6pxtDkSSi/PSpYzCoWUknjGT5zk+79cgIsaVrZkqj+VmzJKUpQej1PqSC10q//7BYn5urTvArMI2jAuIpVIj+i1Go3c63bBleJ2yylfsljuM1Hx8wS0LFFFmz+IW4gN3sU5FyYkQIYN2ixSPC60EexyPbGs8YYpuXnXbG4q6mzMl/Of2BfsOT77rt5np08/+NNt3/FvloN3gI60Prg7tPr0zTc8vyI/OdJeUL3w4ZnZM1/h/3b0Kf4fL824+K8ngIT/GcHb0HeRzoV8d0CIsyMKwuGwpSSr1GpdcrINzSI7KJfaEMMp7mpQawfbKG6PazASLKfNDepbA39/edmLm+tqNz+/5NwP6UCn7xydM74k2VHSEmycphjzNfmPPz7asOPcDRvPbR/x0p/889tTmm6YMn5Fg6N5LN/7978jP1QWy3/RImtAIVVraJVWBCQcLWPRSCI0/CUcNMIFEsS+sgNPVxdWCqe+65ZbgPedd4T0NbKa38DP/Z6e2bN0aQ//Gspe692Ak9nQfcwEQU/G93FE1FIFvI9cpZXIWQmgOYYgwvhGOPFn4FZCExnhVjcuWADMIJN/J5ZJtol/m//penrPiZkzT/BmlEgWnYTzylBsth+n9IhJLWdpMQcXvEYhZrTwIVHKSUqC1DcydOMDiaCUoOmM6Ew8nsEGjCE6eheYzG84sfeOl2YOytRbsJo8ek/0SxC+985ThwZl6z25BscwbuzH1R+xAK2YlIgYTsRqlISKJVhCqmIVBC1Fg3/QmXUBHnNfoEaYAyOndXiGAkEdW/1QN/92x/Wr/zBuUC7dZHLNqgf4+x7ZuHrfPYPS6fYN4qkV2sgJBgshApyYZsWM2crAh0QvU2qMqn4aIMoLWqYAU38IHQbz/Ep6DGb/cJoMloMYXeIyYCVCERuwxuliMRJmTBcza4BCoY7TBovE/0SfwVJyBZ2Gysswag2Wm30YtnshzbqZ/YSY0EekhJhhaREJXDSuMMB3FlrJoLLoS+Rnl39FwkDVRJ/5hfxoMpUTLUTX2AkX/Ss450EXkRAcRdMkSwiZCbFLCBd4hb+A+EhN6n2I/HYylRmtEs4oDLE6EDlhiEjwwiClLgKDgGgxdA069Pdu2QK8H35Ifkbn9dxzT0/vS7/Aa8C1RObgPErN0djaQgBc+f2d27cD89atdPuJRx45cXkfsjdsfRc4LZ5/4yAyiOSIWiOyuPSM00kk+OSU10dg/wAPhRLsCQZF0eAlYxsTvKyC0pIOpGMZh+BrU8/czT+/RHX8hHreoR/v3P3TkQXq48fV856+9HWA39d8Y2eZjLL2/l1e33VDbc31c+rNzQ9euuvX3d8+PG7CI9/u/PW2b/e1UovAdcGp29t+nXLrJH/mpB1CLEfXd5GpgbrVTKQQfiLtoBS40HZqUlitaXakW7XStIHN9NKAlaYdAi2OAzpT4+kLwrwhTrdWfs1txzvnHt8+UbF8uaJ9+/GuJS9sGy9fR93DM+L08pZgoKU8XST2lY3N9jVXZEnIeXOeXFFWufqPnU/O3L+2umLN012htjKnM9L2ZS5UyElFEwogzK3Qx/mJ+QhCnE9UEkkRZZrPLjaVh4ulCkWOT4T2riCat3W+OwzNeS0K6QkDqgZ2AjzgSXDH3aRruCOOT/jRFOFS0GoOjghCp3zbxbbU65qLp9ememunFwOA/fOH+V+PTwfZw91y+onMjJSwwRlUZxeR7039wy3LczsnjKivH5M5ZlFl9drOGqUmRYPd9RkvAcOxYY46KKqozwsEFpebO4UcB2Y55A/qJlxCuI4RKSjD3iLVFxXkiaRSlHlygOGuxHgYutgaQ/kMQzEVCmg59F/HjNjxxtr2B8tdneG8iRUue+GYADPutlOLhbSG4b42NQnaFGnqUQl2F5k85/QdE7J9vmxP1ZTC/OnNpapFp7aPRhkOw5zp7oJSo27KOlODwENJBVwjKTgKkRhRpJX6Ei12cU6tTyUVUYOiDoM4SBuRzA0OpfwOB4cHHOJcfBZYJuWs3b63eSDG8hz/5aQO/sJhzEvmluG8vPzI8E/6ObphZcXk4oSB2Mu6lSvXXY2h64a9j+eucC9DvtqhV1JLJB9wo3qWZ836BGkWMl4PSUUMdwURhjJViLiAqzJ2OAEwd6/rrq/984aB4MqIgvozKxF/6drh/O39cPgnAptbG0e294dRXCUjx1+FzY3D3mObUxurA0uA3jDkNrCaaJvLYEgQJQo5BmgGx6eCco2NwTMYY4dtCoCG5OidejOIzV9DZw7OOzZuBJ9s3Z8WntvoK568JD/vzmtf6ul5aH9xcbkZWseBh5/qobOkUnXd/J1t0/bMCcukkvt7nqJf5qcYjdeUeysCDk4i2MNyvoveE+OF90iCItFitKPznEMGtRS5godJjkMZNiisF8RQhiE/HHpBAepjcR2PUByIoAfDqL8NsOaalmty2x9cWV298qGJGaPq672gnH+Rv7B2LTC4y1uD2c0lzpRwS3ZwfFkK7d7rKc+y1t9yduOmt24doUopyvjhxKxZJ8g72m4Yl+ZqWt82dk2T19u4DMIOUWDX4jq1HGgRqtReVwpIkcCHS+R2aQTKClNk8WBEdWwUutONTzqGk9lMDqYwaS2f1eBVi3vVo7adWnoFsQeRmkxVuSNZ3ipLuG7WPZ1BQN45lPDRv1yN7jq+i/kI0t1NhAj3s253gkLkRWS3WSUok+6wVMWJ+8kO14EfUj02c1A9hPrIxEPnpQbjEAdFn0DT5UsfmjKI+vVr/zCR/wt/IWdCWYqIAdF/DdA97OR7TDnWeTvGeVhq6gAHzmyp5LvAHaTSW19sDRrBN3EGeBqXNQp4EARXzPQQWUQY7kYq4HclBINZomxXIilxqQVXKoxz2xEHMkEJiDkfucJiFkJp/wdefNTzGWfNz7LUW5LqC7tuarTJvA2R/5kn4NSfb0uI5DnV4osicf6k66qXVbaFjP81b9jt9G6461QQ3kPZikQcECayJKXooNPu4qQajY1FRzzdcf5A5DKpXPVQ3IRzhivYNZRP5Mbmu5ZWa+1pBmmmNbnd1b6g1GD0RVKvwjhgHsIy0lK/dQF4cMT4DBnHHZWIA1O2TeCnldRDvUhNHsZDsn0I50iilX+LvR3uQWlEOVEUSQz4EqmySDEgiNL0Yp9WLpOlKaQMybIetVaMC9j8eKwzfFKhQ1L4JOy30JqGtgKXSSGLGnXWxntSbo4mLyW2W2GDw+jK68cYK4iQ2xMysOoN6xKDurmylPRM/SMbbjbk2G99+jH+x+PTph8DokceAuxz07XpVQGFQ8e/uah4zh2tbXd0FRXPvm1cpGBie/NtoHjxzXK96G1KqdFLnl1yj8JpCHe+DCyHDwEzNDBO8RcOtezatKpIYpC+s+mX9S9eV1q69sV1G15aF9YX2x8PIF63Q/3XA9dhApRg7+EEhZFNRkzWazikplGm7kEGl/BdOo/d2EthdPaOcwoHD5o0GHOFwmQwBEtou9bxJ0BV6OEp0x5cVFq9at+k2fcUA2r1av57xMbAhIgrpWRsVtb4Si/fNevEv2vHtOx5a/WGN7bVtbXfe3n2iVnU4aaVo72eMetbJ1w32pU+fgPmXSn3NuRdKTGOKInYvKmpo6t9Kqpl7JjwaB9LlJayJaGcRJCfb4Ee2yDmoRieCieAYgMcxYO0/wPLtLHkk9y4IUXFOC0FV2MmdeFfxpDjqvyTJqjeSq0OJEgcZXnTbp3ky6xssH2BGC+1u1N1v4Wvwlr+YVCgcBmvyk6RRgIUedeMr0+ypCVpqVMZTYtrchbPv9bNn8fSIIMyy5+knFdlOeZ5KWuGPM+CFnRuREYBksxSOFNSDGweLifUcKYIeuFn6P7qTbzQ0XoX5sDmch5wpQCErqCY+kp5WHcPsAyXB9tw6nx6NflY8tC1YO6iISISHe+5KiEu8O4rJQf5h2iG707mDPTOEiJyB0mraTVQ+IwUiM3qhftlNz7VFWZix0NFzgEVxtE7+VejvyyYu7XBkhxuC3XtsPLk6FteXrL4xa319o4ntpGJzxdPnOPPGVfiWLp2zuPLwlVL72yuvG3LIhe8vw0agHPoQiIZ7hYSjVILjSOtWpKITXk2vmOruvuNvtg90Yzu2NRmRExb2fzdLSM2Tcv31HaGoW/+Nf945sKp5ZqUfI+90Gchf2pbMzI5q3VNQ97M9joDPw/cPZdLKRgZSMhO0Yst2R7BVy6DtPgO68CUQwSRisJphxMpMUjFWcY0Ou3uCeCCPLhakO+NFjha+WAAlH5dL0Cppl1nzvAfRitBmSzBopYl+p26QHaaPGlx+ZwtIxKMjhQ5/wk4QF2MfvHru+/+TCbosnLzrVq7Uc5wEvo9kTinsd3jGTuqQs/DvbGvjyjjF9Df0RVaTiKK50gkCjkSAP4rwYyF9o8C+ukyVkRKyf7DHLgfSYFTiypWggCVAJHS6fPe/BjqorLHTr7Jvz1HOMxB4+JIH3ULrwff9l7mX0fRZ4E20r4Q3Ub/C7JHc1QtYlkpMrfC54LwD7w2KkMWrg29EhRDBkcrdrz5Ux8BPJ3Pv8l/lK9UScRiFA5u28ffTi4m1/Dfgs+iyqf8QYfViA5TcD0V38RtE/p+PGtmKatIi87nFEoLR9J4lnlQCGDDG8bqmAaF1kvJMBBDX3RQEdPfQBr/QGL7qj2xpKuGAhcjh0uhJ17MRBO/VS9/pDPT9r1Yl16euYo6c/k5CIeYb2LzaTdhgnAYWMokUeNzQqURwsEOhwNXAUE4wEDQXApAa38J0J+Bnt8afP9eHAHPqi/M0Ow/HK8BIp+7vOieJ9Wfyq1FbWFyW7RFoHUx30Q3M38hIkT4SGaWOitbpcS15DlZ8OFGKdtIIEuBw41rLKxKIpaU7A8K7dYuId2uQvqciaV+IW0zkJGELPQQCk9gvY0zmdLBgOqi/sP/qJo0wjGqwucoasoiqYHMpLrlU0Ym/UkeLKmwTenqz2iqm3fgusqajccWPn+e/sTtyZSljiwLVHhVKEOpfNr6uskPr6jUZ9YGdltTExSds4tbck0oPSsw7fYp0+6enX9dDGeKQf0uQ0d8Gr8/L9mDnEBHgjJLjbWwqoogIlgtqAj/+Usxw2NQUhkYNNj56qi6EaYKahCq0BwjH5Xpk0O+5LKgHSELXvgdZG9dC1HVmTUamWfe/lWR8qUPTJqwblJlIh2W6RScMjnfK2B8UVbSvrRi8r0LShHGtwkYt7c/AOCuAoCvY/uUabdMTDekFbuH+II26AsmRZTpLoslUZTqEotsJIOzlwPwgT1CqAHjgTZ9cJhH6FCDmHJOB2rtRuDt6Tk0zBrmPyRVwRnNuSUdXf736Tt6amt7KqDxG5l2U9u07ZPzkPFL3xG9hk2uKy+rTWb5vYLtq0H+IM6RzyFSDtoVSOSeTbJIOZAVc0sYIQnxU2z7QiAHQqjDnUI1NdwXXLkSmIGL/8RSObota4hHSA13BKENno4CrD8kF3iNg93B6NfUsSt9wWF0tVlNZDr2sVNdAl0Hedkh5GNfQVNBuQ+j63Cq9vQMoeuOHnrUA0Op2tqzYwfpH0TWmI8do6n3MEOKBA8bUhXR9AikqYSgFZCqgjdxHgPJxB1q6N8Nd7aH05X8KuZOm/8Lwi5A7jSbFv1mOGF/uNLHBsTN/Cx6NYRdRKiOcBRDkgQCNIiOO1ET0BDKtbsZeFF5emG0gJ/FNfXaH6Py//MVfwbrtm18F3UU6lYZ/L6MllDswPdxcV1s+3gEeTecSi4hXwaO6CXoHB+PXmfKSk1iwaXLC+F1RvddoDqYk9AnSzngVuEEHYUJlwFlSU1ITST1H9uh+fZDtJ1AKvdgz0zHxfWFZ3RKUW62eeuWxJza9OX1oWqvasaS8EJ37baCeY8uLHg33FnnqbjxrVu6VvwoU4jITfNzmwsSP7QGqtPqJyhl30tExZ03jnxpsaK0fXH5lMfX1ZkInFs3mh9PdaBcPIkhvm8nDeQ2/o3OhHaHm8glPMeIJJRHK52MJo5BtFjgQugd9AA2puY7cFwzOMgccqr7MwkpIefY6RokDl0fudvuXNR2w/i0kWsfbHG17ZqfNqVA6XIksNllLuVHJEivzraoLUkKs8ssp92T7lsUzm5ZGJ61eWQC3zXjidWVjPIHmqZAetnIZLD9b5wlO82UbJAofGNj9atQdw+HX/n/EP5Rv/xP8P9CJv0+/L2fDoOfsg2HH9p9fV/RxVCWSojkY4QZwmy3K7Eo5UvRxnsgbUCUYpI0yF/HSy9vcM4sxIqGWNF4bZ5IKo8UWaZtGp3srRiX6a4NJdtyatOsxbrE5vRxdy2trFl3YPa8fcsbM7VZLUtuvGuUIVw3xvubXC2hm/e8t3HhHxcXJoan19TMrLSL2dMKafXaA13zj15fUzFv+57bi/f+cHRto5NkkS2IbcNxdDGWMUtcxtJitiHhIw+R65n3iBBhiIiNNpucypF7qf78fpTdD/47vDCjbkiuScyrzdAYUvxmvcemVSV6jEqHVJVp9LdVZ3jrZ0bKp1VlWMThznUR09gMarRCnDpyXlXxhIIEmS3gdufYFQy1WMS6KyYXFE+t9qQUjRzdaL/usc50RoRlamxfBRuAeiaRyCYyD+p1RqQZrZZEiZrwIbFSKTgnbi9CY2ccO+LB7mgAZZcPccSMqMlMKIjalHPO0PBoJDWx/On29odWVleteGTywY3A3Dn+/Phb3mw939r7XUpkXDCrJexKCY8LBFoiKXvbW0fseOuGree2Ve8iVZdTjx//4oUXyLTpW8empDavHtNx/Ri3txH1VtnZV0Gth7DLCdNBhkZdPZ6VSqAqwxulAGNwCFQ7gXlW/L7M8diVBdlc21ch6sL5Or6DGjUSx6NBt1FvltgQGY6IWFQbw/YnrwXPBYPR7iAOyaJaTaE6WD/oXg41rt3Es6vUjlhxAIvfrAXUtpNnp2w7tuxBb2I/QPzJRE9TYkG2V2rkLyiV4byymUYDf4F23/b4449P6qjawxcLlJh8r79Yk5LrrNnFk2T1PT5fRnV52d3RXozHbYifOL7pOqDBNdY6TsXak5Cnd9jlVCBvIhA4B2FHvXpQbDBethBrzqPvL28YwIWKaDRNBSkVoTSpHm4YzLZ365e25MpU8+Kwk7YnA8F8vTvPUX6QT6Ldew+7I+OyI9fxjQKJAbEF+p8h+hXUCyqi0OuUGoVMivqGsPiIE7IriA6zg8gDxoG7MAhyBiOXCTzw/grAsWrwALq1Kc3r0Vmftfk842VGmffJFKNbbqTde9z5HhN3+x6F8SeRnDl3Rl2cNZ7/Ac1Mg/Tw0ouIVCKfyD6oUqJg77NpaSGjAbmdz6YmWGyS0HFyCQGop3Ax5jnEV6SCAvjQ1SGkXGFzRW9IAgNEcUK6eTIpZLAEhP6ZqFklNGjuJOlrtl5TkWC16kvmt3XNcF0bJ9OXDwfHWBRWu8eivbW2xeLzBtNVzeV30YuUySGvd1LQN2V8nZFOvTcfU+3XUa0qkZgh+QLyUYrmSr2+EEuSnwt7gaTvIvMi3At8RDGRGxH7JBardTIaqArZnAwyDAC9yDQnsKh094BCinHDWfGoK1kwjItDfr+oYvCmYQaDTZ73+beuVlYBsgbvHYM3Cqr6d+oqhuwfJ2j3FftdMZSZzzGOBURKRJytp9LoEOFDGVcHkyQhhJgcnzZEzwVwigGaYCgUGgnAs3Frw5HrEGwRDxQlLc7AEgyTnso1eZkt5V7fmIVVdfPrXX5HxcR8c+Wap2fzQfChv7HAnh0MLi8vyUqVKRItCXawZd75Bd6m9s6Sws4RvvRRXeUNe8eWLZ0/r/CavXMLzyUVjPSXbyy95swM6tHUUV53Rbo7PRXjoui7wFzAPQm9hDYitvhUYirFxwqlrvj8NC/khFAOOmi88oixtabqL5Rq4Bzxd86Cydfuj07+dfqf+K8PHuC/fXHatBeA+th1x1YXF60+sX7tcysKC1ceRzA1913A9nESESSsxwg/VPdmHevCR4FSgLQo0vfIYLSRmrgVLDSdgIsik7kimXwEcM17fU9r0+1/XrX01VubHtr8hDkjqySDy6pp7ZjIeCrbc3ImVaem1UzKCbRVepnjzWcu8pd3rH9395gxu7pX/7B3I62wmiyNbVMm1PbOG71qTFp607L6+uXNvtRG1PtrLz8Ly4OJsB1QofqiI3pKQcoUWMRR3gncm7BSA+5YHRae6ST4RwYjtSavbMp1dYngMD+C/xi4U+paZlSktWXRz1pqlt/TEn35C2RGv13aWmBRKZAu3QLvF8J5CrZjhBEVLElQx6gjgt6KOw6XBIsa38TIxVS+GnkRgsZKLsovdE5pHV9dmpid5pAZQZDv5mcxL+wJVboVuT9lKpyF6VBXzf8Iywm0t+ld+GytkLAdcie5cJ8HvZRCbDkAYvKC0x610PsTTqAGfHB8UIVb5oa0+N/i/IGq6Vmqq2zttJLqyIjV4/yjbz+7ZvkrOxpTJ+6crVJmZY6smVRouv76ys7KZG9klNuQQL/99VvSpIwib8r4jODsJetqZz6xoqx8xeOdjTetmpNlr7blNbv5QHL9mLbsleuSi0Zn5rSPiFiVOoQD9Al34Vw/hEOSO4YDJeCAkmr6cXBBXwsF9aDqHLRuY7kSqKchhdepYCdBXUX7e3cNRWLZq4OQqJ48FImvfweH0Tf24wDOQRxaAwIOuW0YB+xHLKB34fhf2kA9EhevR0JZoARdzewnGEL+LOWC/hmO4wqJQo5cupr/MGpn9v82hj76CxHLLwJP4ppbySEglOsJ1gm0SVBlIoHleyaLciSzCHNE7id9CpXPIHb5iIHqjlhhB7QP1cIBgFoofEcnYPSgTRy8POvC8hl3XFvikEgTg97ydn9HYfvGCTkJIkrpKJ1cFbimqVhuRYuA/nrZkqKpG27eXsqP8DfkJLj5qFpqL2yaMr8QHLc3jR0d9riKG9wjd1yu4cbgnmCzGANcE+lwDSYgh+OIjbOwJkUqToaUDqxBBrco9rjRwSN9hX0Ry+QPMYa0BvvGe0wyUmrwFKYNNjEW3jzSShv86Qk+TixZuLLk8dPyzJy8jATByujdyryw93D1srvH/ttdkZ0oJgbpBx3SsDLSp6YkpAgv0yFK4QqFcBVlcLl2kCYYrAv0hP4YoRiuBK6qAq6+/K+y9NH12+C6RyWfDsIYkdqAy06qpD61ThwPOaI7COW5OPSJ+Y5Pj+AbuG/Q/4h+ULqwJYi2At+C+VPtba/PwbtDclFT1nn6dvplY8cNf5h0w3OLcuTmFCP/L6+n7QhQH51w5/pZab/i+1+kKdoN94KEAwkAn4izKinaadU66e8AoR8o10AgUHx6aiTDkFE/Nc9SP3ZiRsvDNavO7WoeVX4X9ThVaqptn1XQODtiZWR61UWzpXTtyeuvebrmIrw3xXeRj/XthOb1uEjubAbUMa0MWcgAMWNmUhmKIelvKfJaFlSz41gylwUsa2DdLAVtcuJbQFKAZAh/T89p1E/JBNXKpFjbKfQ61lDKCa1IrYN87PMlXV+8A2i+6447UG8OqKvOADP4HOKN+hlYIjKCcwOGzmeJfMhcVOsI/KejpwcaEoHPUcAEZwDKgbn3B4B6PrWAJeSrdABfIyEiozhODBgyRNAhlvBf+gBdAxqUg65CvhrdQS5Ev1QWIKPlqGEAmuFC1oDtuDdC4kESMM8BUURsp7IoiCKKy3cDf8elgfYBYHvmm7kgQL8c3USu/hV/nyr7//N9fh3Y8Gus7xOuuxajHEaxi6IAJ6LRlhMMCz65tr+f6G6hjSj/Ye8uoYj6t2pyA6Knja+mE+A1sqD15o1obSZA5xh12WpFKKRN8WUotYRw3uXvDpwPBALdeHiHSz30SA/Fp0AIbQBoqIGgKfRCwh8Fbe1YFa0BXLQGLa03tGb4Ri8oT63yAfPYrWGSrLqpVuXITi716TN9qapZW0YnNepdOrqhJCsyzkCOIanUkV3lBVNrUw2JoC36UPII7ymSBRnlluh0rEouMxxN1a19nJpEkp3TstKKQ3i280nmPPY1oZRQMlIu4lxSEU1i6lw6G8QFvlCf44bVaBQfUN8J7OQEoD3x83fRA8zxXh/17uXi6BsgQj3fWyn4avxF+k2cA5R0wIB66hwxcTpWAwjcpwptk2djXppLLXRR/R1PjX7ziyev7qF9wTPA9PveGdZtfZ9B23QS1JvpRPBZg9GY4EBtlSLqFGgCpopTUugEqElTffRABilOdRcOBNDZByuEYAaSSZlYLia0gXA8kA6DpHL+ze82XzgwT7Zpi3LBoX/cNPv4ngV2/hN5/ujOwto1k0vF4C5+pqS0Y2XVsidIa/u/LrY++v2enrv/vW989syHF1YXtEeSfVN2z+yZc8fk9N2CTuagzgpD+nmgB6RCxzViu0yv06kTZTITOro56OLQidIBk3Qo5N39kMfoCR06DGeIEeQwjoqBzua/VUxr9I0scnM//yTyFo30je7UA136D+fmHLi+STKmWT7mhmfmvPx38h+Bsc2Wgvay/ZWTCy3t8/1/eimy+pmF++c+ubT0UdzPn2/CsAaIQESKZmKrAXwoMJhZHDIrn01xS21mJepQEbzUXx0XVAeHHS8hMLkhrQ9K4jVAePXEYA62lDiSS8blYnilyRXTyxvKk/MTk1It0uVHljy/ubZu84vLYoA7GlaMn3JDUwqEO52/cd6tLcnauxSa7JaKrlEjtp/beMO5HQ2PxnokHIRrIIOwHU2T2iRGjTJlWIeE7jDy4Qf1SAjqh0Lq/J02Ca1DIHzxqp0S+Iz3B8GWR2YPaZZA4bw01NfED3VPA9Q+OpU/7MpKyvLCR0O2yyZqcBFkLMQYz0/D8XDs4wtHEv0nE87heWuM2hGIufluJ6UODnL6nWQCWd+6pqPGmVyYZrLljcismFntyr3mprGuAzt4efnsWEbbzaeWAi/Q3J9R3hwuLX7jny+Pn6MfMb6+wbB2FnOcUSeajKUN47KC14yp0OsqJi4IN+2YXyOmWXKdxls2KNPtR36FWNY+unyiXk/W8E9RpHhcbdVYMUkh25t/m82ENAgQVYQ/Ig4QGklSis1ajARMJZfmaYNob88iqFimZyCeYdNvW/ZXrUDnCTXvEEROaA5HxxLhtMlsTC8L3gVVmFhqX/vV/hnVKx9qbz8Q4S+3TrWFJ5c3TXPVWkY0j7FN2r10bK6laOn+xcA83RIwecpbA5ljSpwF0zfTIYou2vzR/RvP3FTb1raX/GvTv++u3zy9SKG4V2lSi32Nc67bWjX3k1cezgPvRA/QNP/a1C0tbk/TmnGdmxvtaG1JoFx+B3FGsSUlYF1is5nR+ZRKxkWS/Ssf57PGxvzqhzWhVTslv1CXokVgDz/LNXp9Oz7GnqDnfqFmkM2/8vt+jR684WAXOr6uN60kS9E9TXCz+wrqTAfhezZJMlkF8NmIFNhRoO2QBZCoTcdBA8qtCEYDKJ0BBeQRCOhsCQ9y6bcVEwE+a9TjcQumvXv3JiTeuWz5EndZxJZhlb8Df/gLe8nXN/SM3lJW3pxyWiVPyvM29GzoQekDkOdtfd8wKuYdIoHIJ9wRXYLISioyfX4/7fWZDVSiD9DiWOwWNQEsQKweHLsNCfmNsVwaFzYvkQLH/eb0MbVDXax/ddM1R25psRePzWlvbbrpaOfCA9ACiN6YM3lsXZI53Di5YMn67ZvHrh7tCY6etqC4vmLFo9cWzZpQZfDtWdK+a1Zhqa/5t+ovDd6QgzzkCmeYW8fPmPSeMdhUkNOYl4BtsTF939CZOCcM6slnEyRWVoak9XBODu1EcbvDZh2XnDgoGh0/lh6OU14/SnBhD8FJQKYI6OMvKX1w37KyTXMqWxoKS8vnbK3xjakLm4A5+kl2c3mORh0sH53pznOqNOk1OYwE4m5MzArPLqjxT1gzavwNyY5ZdQ2LR3k0iW7t6Msfv2xJC9lAlyOSnaRPTtXaMhIUb6nsWXadz2WO8Wkz5JOVyEOdbSTJPlyeoaF8g8oz0CkaM5wz8agQNZQp8eVH7lv/l70TBM407zq7aj+QH5k05Th/ac+WzQJLciYsCc+6a5o/+9o7DcMZM+cU/699T/FfnF1A/2MIU8o3vHjd0mMbquK8uRbHQgqJlANUIZZyix959Af1Uj+OwHCDTwK1Q7gQj0+4nMNAH2DJGMSBypV/mLrozB3jUKrVzP3rasAlTHNb/uhAzcwKu6l4RmN6ZZYZcwMUDTCg7pZzm5af3TUWsuW9OMVLrllZXL5uemmcFYTgZ6G1cpxIQzUyaSKF0Wcy0V4t6UmOL5OA0EOh4CqrBEdMh1Af6kL1sKUBvLfFV0EWXhvAO3Q1LAMr+K7Oyf1kRkuCjuAEIBBbA264x3oOeFD8/ijHJZkyWKMG15kmSS24gr4fStSIZYhAx6EathqgZXqrzFWR1y/DTizfyJcZWABl0K0xOAN2Vb/UIoEm/3z540ES39UEVLF83b4LrA7qQC8RJAojNpCaJqMJuSLBSniVHq8CPnxJPgMV8PlILu7IYrMGbr+q7nMBVbdQGMapY8U8XG7IHcuHxFZkzOgxGKE/JRybhXJZ3XjfzY8917bg9CMbfM/MTug4ClSHt75/z1QD/3HSExum7J1fDA3SZdF0/t7QwUWZU9rGOCidLfpeRlPE7W/bMKb4jKtrw71Ae3Zp8fwHpofmrilZdXRVar0T3MQXrLhmki7ZZ4G2RN9vcE/5O5T3PCJC1BGNxwgWmsQWvzKZdVfXaGmXTu9KcRbkG+gUPXyUof31kN3GlWF7iJApUBXcucCleCG3xliAGn5CfHGUyMgIp5sxyw0hHl8rOJ9Rjw08LsbBYqDVuwRiaBENIC1WgjLa7C1wRVrzzWtPhhdPa7TeOpmkqlY+MumV9YDbtEkFJb7g2K1bX1iW2wtOWZc2ZLeUpnyR1VyWyvKNtmnVHnuaSawJtNff86SzYkpJ9hmHMdO0pfummqfu4C/7z2Xy5sk3Tquy5hUFxq+o5tTkSuneCS3uUSv4mc6qzso7yorRvhurVdQROZEEmpNKaBlFyuQKtUYLGDkJH6xKJxLhYtSBes0YHZC3hGYyCQWALj0Dn6Bde9eOHfFKTT94nD8NnuA38Mf4N6VgUvaZbGqnUKxZt/NcV3QhmTlDxsfq7ySx+kQd9AUSOYmUvgIWkUonEbEsgSM2VwKTOxgYVEapBOob162Ll2yKQPt/gJV/+/NHmZ8yzvioy0LJpnL1ufG8EewsZPgn4718mDdw/SjqoFQUcUhFnF5HswI0JrNaA1iBNEatSmQQY+IIvQiuTh6AoEIC4QCcGYQ8IJe7807oWoIb3wTaRx/l/8I//O9t28hrZ4INOWdyqfnRtbVkIe8uPFfY+x2ZM5a3k09k/41PP+uMnRtBOv0F63E3URwxmEmKpTmT0eBKEdNGEWeEDxptsUdlCk7CAlqodI1JMYYsBl4qwAWRGMaYJ2oDRgioK+6kci433cpf4GfzF7ZsibmkeVKKIW9Yy78f91bVFNhBg3/cxN8HqMwzmWSb4JzKE9WZ59IPCF5r7uIb/bhuENL2edwLzQ8tnbxIojQvF/HZpfcrMv2AlpNkgkeU42PkMhkq8An6u1VwBRYgsqKpPIPJiuCFwBpiRr9R66AGjvOgcVYCGIBP8yA6uzduJOd37V3YaH95kSj7mtumBOurRoUO8fd9UDhSb/Dm1uQUf/J+bl5R9GlwXDOn/QLo4ZTkN+ln0kmUr5Zads6dnt5846wqhS1v5IIJ/OcgPG6OwWDTiKJ7qVEazYRy9jSYT1JPPkBS8VxhHGtMgL6igkygrBaKMdM0YVGhTeCoUiTn2Pi5KTQuz6EeYwXCwFjMF4EnQ4KRHFpgD/AXFi++IiLJMWAyvxvke854yZTBkUlz2upz1+G+bn1fMYVQz4eJUMSqDQQ1gFCrctU59qQgalDhon0lYpfPQsVMGCQo5wIImtgTNAb6K+CRu+QHDFb0MQONGTDMkAjB1YeC/0j52QmhW21dV62zZIRlWUd2tPf82oabX1l901vb6mj+Q7G3bGI42FbpNVWumS7VScnCb0aNra7hT/Lf8B/gdrXJ+XWenDqr2G6UdZ3xr3isY8+cwsiSR6bLC0YHTZqUvJTEzP+PtTeBj6o6G8bvuevs+77vk8kkM8ksmey5WQgJgUDCFpAQQDaRfZNFBFdcCyriXtBat7YiYQcVtNZaFa3b61aRViu0b6m2n1orzM3/nHNnkkmgy/f7f4TMnczc5TzPec6znWeJRiF+yQ1vllc9vXbzkmWLAEC91AbO0u1wDmqIOt7gq67xqlWeeMwNPESNB/7ocNntCIcmZK9UXgA5AhiKtjzkgBM3jzGbL6gDgDaPR2AhXxvOHKTbb4kG69YfWLf455sn6oFNt2Ru6Zi0U2IpDdbMKxEuX1ebXvrk6iW7l7UahH9o+3p65yjSi/rA52SZLTynse3aOVWxyes7ot2TVY4Sp8Zm1EuUVsX435g7FrVc1ZMMtF7RWt7QGC3V2h1uU5/IP13QdjbjuhtOXqkOGo0qg1kiBVoVriTwRiKeKyyUs4ohYaU1ETBYcxFc700FDJqXA2AOiIqewexz9CsyW4mPbwytWgd8eSdhdjOOoSnB+1zvaljyO7FfijCW2ZSLbQrwunCkNBTwUelkqdEikWtkjFgTumEoNzFoUAHR76TNJQAPusSxAoGaoISGlKIMs6n7KSG7t+W2GzYkQxvv+FHVtNvm1Ss6d7T9TPg/R2fPfQ6ofvaXJ67NCB9tv3Pej5dWVy9++PL1v7j6nve28qzGaQbAFLCrDenedq1u7jGgfGovsL96ZV2d8F689fqja5bt29RcjOGAeGS+Zp5BdiGq5OayATpoNvi0qiKoZLpzGeHDvZ/ef+v99BrBv3N5Fk25lSfJ1tvHkKfPPzXo5iRVw7ycT2a7/WMjyMtZ2mQXDvyDPDro2cQ1JqFMOILzzo28jJQG5SQlCaIo/LzTX7SZ03hn64jQCfrPrwL7hHHM0e8vVHz/PfXa92Ls3YyBHzEeXNfuc3xfM8RFI76vhVfIpFDS0HIJSdK5+g35vHqxTERGyzRConlaWEkWZY+CzeDur9G+GJT2a8gaanN2wrfgWMFYOUJ9EJr68F4kcigncln+cIwUJ46POXq+/vvv6ZdEueca+D31Ea4pGibCvN4WcssoC6UwuUMKluMUUnwbFOz86SkkJ7S4qoTWICZZ4VydoUAnCjEskayoh8s9GdMvZT7rTc9MuWNuZeKyzWPvunqBN+p1G+bpPSVWiKQLnY/ND7V67lSX+WbHJq1ubV03tfw66qPzrcESCzfR4DEpIVxx4QpWjnGlOsDSpAztLEFSR94paf4/ADuEB8n67EtgOtgBf6ZnXyLrhQeFq4QrqMeoX2SXk9svTLwwg0SdpHcKV+RqbqMIETevcas08WBpaa0/6JLUDvnBRENHf0kXGGp7CP6N12vnv3Z6vY5qLPzfe7qEK2gTcm7NGH8J5xamse3CYvoe5l0dS96Zt+e44xDOWrx7Q2hKSLai1GX1S/OJzGIGSYHFGfaa8tVjULMDZHkAxDQyBVtbaS39tCEza2xiWkvYUzkuBqwrlzdd9+I1bdcsnh7wT18M37x4XdPylcAaG1fpCbdMS4ydlTFQfxcW196wrD25/MD17Udef3PmEeHa/U8Lfz2x0Jia3tIyPWVceALont4PNh+Z+ebrR9qvP7A82b7shlpwtwhb58BZdg0dgrA9iWk2OvAMa4AKq58oI4p5i8MdY0pZhVQiczmdgVKzVC6ToVLqIuHibHy8pvQ4rgcth4yZ0uYz8VHxdy6cQeXiUTwPVnGAC9wNtW0S2iFF8277WmaL+ryTlt7Ws2hXRaZ4x48eN8mdZBc/szHIcaxgDMKpu/Blw0wfuQwsKlq6QfhBqNzav2FiOFRXbDZbLZ5Hrj4QjW35Rqh0lDUGQxt7nsn+yeODcHgHdjMOuhLyxiKo0ZhdMqkibAqZnTaJzGG3W1gdCyFxY78Oi/06CJwGERzRCsfjz41eWwAeJ7p2KjLARHXi8m+1i0pvX3o/RYegKUuCbcA6bflvBAoXe9NSwjNRXNvN5biu70e0bOoOcrdgGbUwAFaB1saJM567cPoFVM+t/FHhFR/K8oH86zjzjS6k0EPKYrWvEOI8tUPdIMb+RBPWvgJuJ/ZoWQVqHi/vJ4DsCJlGBY5yschwEk8z32hC6EoNp7CDEvw5igV4if0JvO/LBKHl4LeziD3wegBUw6+H9vWEguvDuevvgM+fiK8fLV4PXs1d7x26HsvU95gz7BnI80oJK69wl+p1RmmkVMIxKCAVOQRP4sgjHRQ3UJHDQT5kro04eXHw0ayfntr82m1/2DVlyq4/3PbaHX/48eRLhB699xzQH5mrAlbhS82aF4XvH3tM+P7EarVwFljVq48D+mcXFSYgiW7hM/oBZjRhI2Io0saDcgH1OlwDZB/HSJCn+uQ5NOBcWQY0VpFHiQ3PLy5F0D366idn75n/9PqWlg1Pz9uTmBm7VEEJ0rfk8K09KqARvlb3bju6ePHzd81UC38DGs5pvrjEgIhTjiA4B6uHSB4D16TRQ7ol6rTfaausZKI2CVVfHEHIfQNy1ZO4JlTVSeybRN3ZK4aCW3JRaXDsFE5twg4mfR4CHDpfIQa+0BziSfQJT6V13qrFjy7N2NLj0yg2fuwN+xcKp2ZvLZ0vvINzsTYWda5sz66Mjs14fNUdRe/fsmRlT7uxdlTHaN4caFvE6kPjijyVfVe3VPWOa3SqKictbpr16JrG5qd7hYMoUQu06Fe/deyJsT/82l07tTLdUWb63czJHeNofWTMim528uFnUG9dQgr1RC1TRBQTbUSSV3tYp0yTplifw5rJsFFc1VnWgA7FqHrLG/nSWFW6AkSMKImiggAjTPgRJkKpPC4uyiLAiKMbRl3urL6mYeatPVGjP26f3lu//MEZ+3s2F8/9AeWCvXo1CPJTE39ra6o2BJLubY1ljWFtbcbQOHaCj/LU9jBF0/ZP87hj4y5PuSrLoxrPzRMblk0q4+/sEk7RoWwK+FQ2Vc9Tu3Y0nd/J885E0HhI5woZwgl5sLW67db1c6HMmS104f3SKiLI68NFRZbSUh9lypQCwiLVlUpxkfI3EpAEcOkatH2Ht7E5XPRWzJAQHT9Y7uSq4xZYQbkdU4qj7JmvihdU+eRul42tKrlx313f7p0798CF+ws3TydsnV2RnnXDeLxtKjfKhVtemdyvVn9LsgydiG5sWfAiMPziEHD/auHgRmpm3XM33v7yxkxuH7Uj18ukA86orYOIxWWtRCYOjey4jSltpTylEXWi1CZ6qPN7Z0hD0oqbk8PNt7zt5gvnos8yZvwXZNzDjMBc4xLR+KF2D1py5par5y15OL1wDTLjnr++pIq1udxyX9WC4q8yduAutAb/MmfroC1IywYNurKSYostbc88dxuy5upWRRM0w5LfqtX9k18Bx4fZhNVT1z+TtwhzdZwgLp7He0l2XmUqVaKGJDQJOFFzT+SiNfMdSLzGEbNqGupROXzu8n1HPiqcnAliPaQdUM7MFuu4QQnp4XW7HHscpCPo8RCGoE5SVKit9Y5Q1li/NyiK84zXSnpjFFTTdpDOK+5d2VMcay2zVC66b9asx7PvkkzrzKaYKZSRZe8il0hCdZMqeKgi68L1JeVrtv18wZ1fPL3S7f6HROc0+G9dKeykXhfu7V7fnVCoxDFOgjInP0ZUwU+mJwJaNYl22tBqV3O41isjFngVx4rWfANySIRVw/MEAI4NiFEUGrgXrunZgkCNyA/IZkvG1UUk4A1pcW1HJDKmtlgqVMrg++HZAdlfuOtm1DX11tizfa7ay2qbZ1RZ8TyOGfiSUeP+PJW8S6mKxWt3+fb4SF8QWhreqMqr8koSpVGpXizdlKdqXVVCk+1NvJFAhK1P/ksfhdfoH/JRDJn1oTjwdq8feykHhbFxw7zUtBC4o02rbx39D+ygcIrOjUWjvLXjOrKXU9Nmb7nYPVEeL7Uorcrvw9PTonPiuzwFTzabRZoNwrkpo+shP4IcWaWOlhAuJ3Cq4Y8Ubcz0h+Sim4Ibtvf9aR7MdPKSXggTgtI03HeR91wEuz0jPRDqisW9TRWgs0WTWbGnwHFxAHktMjOLwKFj1WOHuR90Xm/AoFYfK60v8Fis0jisRonCIoc0nxg4y4zCun0XEeGNTaA6WONNSMdRNTGPx1RDRUpNmClhWjNX4URVyI/8uXB9cYnQgxs45oKAWDhTKOAUxa0VVgpwg3qKGXWtVGatmdPOJOdPTKWnrb3u5vqb397WXto0zrvVHTZLHn1wxuomy+Se7yfft7JJcw2jF+4Oty9s5BeNLXY2L5lQ3jw9Y6ZfMqddoa6emeWkhZ+6on38xplNxfrU9A2j6+aMqzE9Yg77PerKOn8io89MiK6LTJx/04zq0u+FI+6wgZPaSuG8J6pD5uKxLVU5+xXypZ10CM7xeCLeP4pA0e+8qtItjVdTlRGXy1DJoliMvQb1f8TIUKCwmS2MEA4OYiRTkPKPSIHeuZLjoqOmlpSOmx5XTtl+bO60n93UZS1tCN3StHpl+eWd5aZQyi3s7pxRrtKtpddlvw3Yk0UWb+3E8vJJdX5HvNpF1Zni9rrlc6d4HWV90ycGF94zs8TZtnFm0YT2ZvtdjXWVY/TFzWWO8mhY/7vyOX1Tgs3JP2Wf8Fgqa+ucgXK3Su5KhJ3JWFQPedFt0AachXNOS4l6Is4rXCp1hGQc1vp6BpsRVnkl5kZcLohd1EGwCoLNo5EKCI1YOORLeQ3Sa3QBfWHVUeNtwNqwfVz3TX0phTMRnt4bbuqZvSA+5rpK4Qz4vmhMlRcpG8Jn5SvLkL6hDVRHpHF+jI85KjT4ffHOBVW2uvpaC1Q2aueMzQS0RX6hmmw2F1d6kYbxXEU5+NhWnLDogi4dbYoVXy/yXARnNd1AOKBeXEcU8bK6cMyhhz+gajAMHeQiUHOrGkffeLVec0HdiNzkM/p6JqdHqYFWn59iljPiLFBW4WqfNLuyY0VH0BxOOSdPrb9ye7fw7f3aREVFsT2TxMF0GzZFpowuVdojjqabq1Cy6HJHecgUbpocKx7XVGG0rB07bvOVUwNrgExi8UaSNb5EjVSl4TLCAbJCV5JpLtYGXPrLe14W+RbqM3kM61EOXsVEtVSVodRLEVVVNuQhQiat6CPCQeDighU9YWLwUJ5n4WXtziWic5QlnHQp3aoSVqWQGPXenqqm7rhW+LDpuhObFjyyYarb4dNzVnmQM+iV4zfuGAVaaZMvai1bVP6AqZ6v0oZGuQOR2JiZZRdC1DPXvnFHR9mUq0brwuGwPjI5uNncMWmCferaNg8QY0DoybgeTBEvD6gSFO12uWpkqNp5Pw3qDg81yUNbEaJtnsype6KvIT9qfzpHbRdD6bfsNpx6d/bOK+pleqdeSnMcVclq1LLWZTc3m+IhCyeTUQ2sQsq4bOb28OjOACeceZAO/e7txKTlDQqTM2SXFpVEZG+Y6ltHu8et7Yq8poBzJi2OR+VfmDKVUARM8jvc9X3LExfaqHbMa6YPfIn1QVQlzs1riNaghgLAzpaWUdWldmleF4H8BYemXaT+DUtFCA8FARQkBdJQJ6BfLZCPg2pf3+Onr7v7vVsa7VXT6/UeZUtzXppeeDwyfvWYsSvaA+50e3dP9NoltLlATMZKsNJ36LalT62qaV1z/8TyOTO6vXKzou7mnpxUzWbKOitcSHZGayJ2OM6KpRjehoEztAbKzxjRDDV6KRH3KCC8JhybV8zhPCOTfCTUg3KykKdWZHwFiQwgHz416PKn/pKTlsqqNQtWPjCzqP3mlzb0PbaxtW0yID1lXm1eqmbfrklH+TFu54T2JBKg/BIqKApNlydotjVPmlvbfs2MdHDs2q7aaxpJY7y6I1G5aGICClehJ9LiD5W7FBJLLKRxWk0SlVNcbwlwktrBvE74oeUq0xvQRpOBoM2HqSf7VYT3KPUkQVO7CnUErN6bh2WmksgdWmCokG//svStR+Y8Di3tjT9f0HbNvA7zK7qFXRUzW8KBxunprpXU2PrHHm659siaTb+8sdU7eum4eGdPqGvz9L7rugLz8+P6iDyF446h9S+hntzHMEB6FA6Fpp7ci1j4uXz8sVasd+DVJsifCw7wiNAHPqZOP/mXJ4TpSF8AV9FWCJ+NKCNKebmMCsdorjgaVbggiPtNBMsFEZAKDOSbCdE8E1mMgb2Ep9dFcpBfenIByPC7DC7PSX3TWO+fUN7eMT8655rl/ZuaGzbsW71836amt+64QTgXaZ9X6/NZK32VVZdFAmHqtbXHmqylupsdTYFY6w3H1qw+fnNH203Pr3xkr/DzyVumRCW6gG6lqcJZKtYJ6oaM/4VcHVopiwpkMxJUR2FEBHZ3fo+FWp+PvQYENGEoDe63a8LxCgfR1Sj1f+TVc8FdwCZ8KSwlHwE3nv8YvCDOg4FcwrxJ3YP6wvVTQdTDUBQmzJs/tDJHySWgCOsiA38j66mnsC1gJly8UqNUG3RykwQwLBpp8lQi8WkicerTN6HqQaEWbV7Ups2IIphRdz4/Ay0n9apXQdOrq1a9Krzw6ipyk/ACM2Y5/Lc+uwRsEbaQdy9evFiUgQnwOv0VfQTSbIZogqtTw7GVACTrIm6HlU4qoLEdR32n8QuKKn8TJykMJjWGwsP3VkTuy4woDhXM8TD6KyFATh51mev5jnNTryspu37CxFvmpGvmbu3o2lpevG7suGumlWfnWkobI5HGmMUSQ8dSCzgNjMGU25sOGCh51+wFnvfTyfJM+eztfZO39iUqE8lMfOFPassnVHs8Vd3lia4qj7u6a3mwvtRiLa0P4Nzjs+x9cN6KCfeBiNrBGvz5lOPCfhlJnBybRr08MWCiJ9RsGuqHYcDJnBX4D/Y+ITuUZAyszuBEMbcYWHFu8QIzfJfPLCafyD7y41itLpDyt+0AQvaomFTcfB9JI7qYB+VcN16fZl5Oo6BKJigRc5hwxFqu0Rj+pYqzD5FzszXUOXLZ9+Cy78W6RiQxB94D1VfWiRkuIOh2E96gdsRdBkNMKyJAC3ycmN5mqgFa6uEXO+67Y+NlqVjXlfVdQA0+Edp/kgjUlVibamufeZSMyLz183de0bN9cZvW9EMr/ZKM8yaai5pmQzh3o1h7gmCt8PkK+HSZhIYKipQhyFy1I1xjCKDYD7Q6pJDmwWPAB5zAD/RCi/BP4TtUJ/z8NfR16PeHVursBQtqzybW6QD7c3ldlArdsEGs0HE7XJ9XcF3f7xHXFkkQ0nm4J4WdVyilLKmWqGQM4MQR4CGgbGwKDJVcggOhGr4Vzghvg2fArIJaSw+JjeRpcH6gsMISah+P1szAGWgP7sc54OVENZHq15Goss+BkLG0NBHGpRR9crtMweI9bCnH4eBQUYnMV1qmxAB41KkgifchcYi82R+jwriZbJjJ2e4oEhia8tYrZaPXPjLvg5ukLsPfqsISBXPjjxizO2z8C6XUaNiNX3y4caYJ/FDcVhnkhE5JqKq9aPxKA3haFqkcBV483PfTja1vBS/LwEE2OQ6XrV63pkxZXJY0vfrMjY+fd9fP5Kt6GwPk/Vctq5pS7cR8oWewV1UXMYOo49UNxAxJeRkfkcCfqaWoSfSBqopargN1athnNWjlI5sKiRFomF/kIla8BlM+9jnfi0H0rMD/uTomBR2tTGbkyxwS8ZmKvBc6w9xlnt5UNrEuCMjjYPT1x1YvebY+cPmyqyon3zSjPNQ8PWVYOzcxyT/psq5ew4C1Y+UjS2c/VVP70Nxnz1ZcqF69SdacNkeq/S6+sliiAjZ3ZWcs2lHpJcn3ukYHWubUS7SSnb+/b2xXp7+m2ByftLK5eV5bmYZ1GGRmuaOzgx9V3rl8jD8VjZXvflD4p9tHmeuKncmQSecv91R0VvXyfk9Db524LscPPE+9S4+G/BXX7zEGA2baEVJxPq/Dj7YlEV9NNIihM0wG19pE3eqSeigKTWYDN9g8HFAZiDUjeC289Mfzy5T2kA30z/uG5kgKVAlRUFTT7LDVt7R4aoWeGW89IDeoJEaPb9LlKxqB11sWcqr+KjzPSWmaVrqFb+ONxUa5rdSfFjaS61Z+KDF5Ym445wyk66Vwzt2oewqUBSqP3kS6rfFZURB1yHFyqQz7OD7txTLo05O45lBhFCprhJOMHBtidmLed4ky+L0mpoWmx1y3b+Gqoze0gWwjSVLSJTWf/eTnf64i7yF9lR3Fsc5K9+9Lmm3CJ3X/fMBZ47nh7TvHjbn3jw+xSk5plj9w020/uh6sqZtZ7/HzvVXCWJe3YTBX355bj0lebbF6wlIJ0AAr/GFLxEQVFkfQFgSSaJMohgR7aADOoskwpBfRpMgTOTEpAZKjJw8EY8/ywFc7Kbm1BFiWCruXHbtlnD/uUEhlz7ijXSvb5BOueWIO+KfwJ9JZMbasrBNqMy/VzBkVui8u/Gr0Nc8sAApr2KGuKQ2tvCw9qcYDrvjZ+mahrHJGYyDQNCMzMJCPedexikrRJyhE6YdxzYw2YhJR25/CPVAOJsq48WO7UYQwrwmEPIyC0tq7x2olUqlWTeT22D+FBHUqcU6rqxKrWQVztS+RBja09nLtvoblt5jT3pHFRfS4L7oYI0HPojUua1mL4WeaiM0+9rJ5ycYVU8rjUzeOddVVJfQK6TUnZu5e05QPlMwa/PXdZcnpqKVpTxLFSLbVt5R1On2jQq1jtgS6ujq9peuaKwNNToPPorKUj0mmxqdtjFyjCPfEVv289YYTG7f+ckvdL+4RvFPWtLnDHUtGTVzV5nE2L71wt8HkMGlVWpH/Q9WJQrFrScLPa8IhVzxOKxVGmrYlJbacenfyFOo9jrumooq9+dhXLke/1QBFhgy50DM5U6sYhLVggcom8UQs0mSqauGVvqZZdZKADliVlhEf+rTkL0lSabSrnCnVGsvqLqiNuAF5WfZHJBj5aXYi2mushXP+NXNUE1LUbyA0YcUrRLtwg5ZDx2w1lKUqMgaMvN6YMvJSdcpIxKPRdDzfsxFe+y6OufAQYchdVBbgCqjkzmBQaZUoCRHqJAqFERsc5HrEIihz23t6CKexHgQhGtIq8Ldoe4XbXdEeBdbiMejdmOK002JxCpvQKxmUlzV3x1BNfzm4X1gA/5pYGuuGf2U/ofyupPZX2qTbjQ9wTUKdi+ugUS+fdiLOq+rKZdoGn0pVNNosz6Bcg4MsTUoKK77gzi4ncUjGUM0XVy53o8DkrQGDXqOLCr+AfPPPisESMPPvnll6223FPTf38XOafeExi5qqjcV8ibO+qnR4HRgmMq6RUVoN0YBYEaZ+6Y6px541V6+cngk2Ta+ou3x0aFVmVlvkUpVhQG1xUm7WKcaLPP9OyEe/gLDHoXYQPkiVGQii0oYrH4aKuADrl1WiiLaTDWLcZ1zs5XgxmKF/kY44BCU9bQRopOaSWYrCmTxs4C/DQZq4vfSSmYtPDgEE4YF8aCeeyzFEem8apaLz5gyXZBOyUU1tIgNqaxrOgHJBPrnc8H/LftL/MvESFDKeaf+B8Vw6QTM747/nN2DfpfM4L9yXZzUkMXXgf2ieno5r3sEVl/ICwu3hfGGTUasTa+oiGhYDzwAKfM15B6Eqgxz7qBiDFi46wGjz9bdQ4Ajanl0dY8OVTR6b1dU4vz2xOLHM9M5+g0lOMiz5trDcP21UjFV6XYbi4nDAFVPSaresbvLcstDoSFH3zOWjyhaUUc7uSCOU7xWlYEFqqh8Q32R3QWTKS9p7yxuW11eVFTUZMd+YOvAshGEt6rxEVKI9SZCKJeNMZcIfDPr8XEhjtRg1er1OrREhQmmSSc3JBvGdORd1WQhZCFURKgTPnKFywFEuQGn1CEJat83ZHhiCz7q27fHLXY3+PJCksR8B6HZ/N3Htn49LEZBrvyxdUlEIoje6ZjdUz4aByfou1CEYK2YnhTVeL7lPmAfSCgwsSSwYuJt+gL6OCKBK7ociDCWn5JIS7Nx3B/x+H+GWm4zGIlaC1FizQZtP28N9ksWy4FhdwMU0IBBeM8CKqldUVDPmwfhTFEADEOyiCAHF9b02kJaA2kq+faNf+NA655anZrdszLRvGDd1DmrWULEo2b6evNeoF942FJtQ4ERH8dpOBal0j++ctm1uhd22vu2ajg+vR30ZdLr1PNmU6Q0KSgkbnbghr6NzNdiv1kSMI2KHYsQ4iaStHuvmIW+US7XlgBqum8f/pVI+3BElQjhSGch3ociwhpFK+J76CUeWrP7V9q62W1+7Pjarb0bEM2n2ogqodf8wDhkZyWnNoVDztGTFjOYQxf0rtXtCZ/fYiXe/vm7Fa/dP03hTQW8yoNv94ACRXDy9KtJ99aSxqydEiiZtfrRQz6aJaQN3c9VwnpPQYhlDTCa6eJnRwCsUNeNHZbrwdMeTiUQ5QxFxeWeltgazY28oGAwH3DYvJ1qJ+Srww/7IIywoOq/QYk17cf5erlkaKVYnKyAFSAmoCFIOxblclEwQEQd2J1AfKCzyWz9c8GRlTyd5jAlWd8aaep3CXy1TrtoxJTlvVk/o4Q+b11eM2dA5aebEu369aumsMet3OW0gaa32ISRm6+lA1djSyOiKAEtJ9Hrho6JihNRumVG+oyXVJRziZzd6WrtKOq6aWKILVIZ2OGwb2rZ0fHD9dW9uHxfayJOZ5ivCIKvRQoQ+2TirwW2vnT16SXhSWLCpIG4xPs9CfNYTEcjnGqD+Wc5LW9LxiNcb4nFXE4vJJi/G5T4VMmZ4Q9n4m1ii6YeQM9jbZCT+chvVeSOHQWaCi5pfiAdETwgHp+65CGHU4yXjGkpk4A+ScO2kC4YhnJDKy641CR5ZScM4MjuIA0RUCP4dhSi6wVUzvbZkSnOxMDuPhz8uW1s5udpF5HImxZ4ueogDz14vKqd4oLYqLTejEnb9rVGOKIiZHrlWgiHf8Hy8wmS9oUYvOcWbfmBkAFX2H5ySQ2/yX4z90eubL9HrBTWCKSkm9SMiqr4DhZ1bVr62c+rINi+HUf8XVuxdczeE8zqoj44muommfWN5ZSdeNsHiSKSsNFoUlHc0UmJLTbPDbq922sy5VXOpRYPKwVwC9osYZmYkEgBaN3gTjRlcLuSdl0DDqGsqOzaMn9yHOem8RNv6UeW+YegAbwU9kPmOwpFonEErvBcoRhdTPRehxWm/uu26jv+5FqFGq72KX+UOF6An+8nY1cWk0g+vGpeeFhS0CsyAAdLd6TW4vrZtrxbnEhoMCh1LKGT5kh7I5ZQnBifwog0MbGM4ATXDVjunrWNuvU04884LwPb8O9c3LGgPF3Vc2XLVslPfG8EbQtL8w6lFiAbvE7qYIL0SWuVVRGQvgVTJfdGovRKV1XNSv+i3y1Bxi71qtdgbEzn70AS4KCfA/kvsqUX+TLH+r7ew6F5weG09al3lmFK91DTZWlq+ovurjD2UqTUdFU6T9OxbZjfBeYeCVthVUFsP/I1Nt3W637rB2iD92oUigEzxardcqBosutc8ryP10xH19XC9QnIHXFcmQnsIWpicgpXhhJuTg5WEONaaL/oDTTNyh9OeK/CTL/rDKBiqSpqr8SMcpkM4uQYM3p++DfsEXLzKZtS7dRpVYT1ErKiJfd4HG5kgVpXP6MlV2BhWZUhXWlZm6urEqT22iN+nD2WiPrU4qtzTZTqbpjX9bUxm9Frsfj03WIFIrI97lo7DMRUTadSloNhkjSbdcsVgJ6KTDZ+KphoYnl2koriLrAPjoBEANl+UcsRwLA1GmAZD1k1hDpI2nkqbh5sEzw6zZeCYmetxX/FmVG+mMhCuaiyVW/Rap0Y1NPIcNkeM/9IYNf43sPwbVGtv/LeAXWoGps//FyACFENMPUoXQRvatk8uI3GRU73KygK8MfC7bCLxJqYRMUTa6Ncmc7IqST0qnFGVZBo86T7n4ccNsXSNLzyusUz6Z2qGwWWQu9xPgVucPi2jNLt1RK723P8y/6BRbGc9EeYV1Ra73VwWlEslBBIr+7QKM6pmgJ+ZM4dRPOdFD9YWlpGAOBzZF4y85ZLDCoyPznxkbVPTmkf6+navbQJ6c3FNIFBbbLEU1wYCNcXmS4xbuEoqK7/shkmTbrisLH7ZDZPJVHvMaIy1p/CxdAyOox54WZhIqZHfCqzBaw/HT+NaV9aDbpnLpWaNBcHnDVXxwaBzsSZmfmcF+Xjr4JrPhZqnZ09s0IfQfsrEhnw3cRxebok1RcXY8tPJZLXYIXxtNoBxjPLKXofPNhJeIsTLZcBs0Gu0WjVrR5nDNCsnxfxu1LvpJCJaFL6j9aJtn1AdEMuSo9DDJOM15fd+6NfXCec3fb732ZUrgRXsANZ1wmJhOaXwb/I2ZqJyJXhbiO869MqHHcfAA8L8CROOXRNeiuJVAqIfJLf3FCP8hxyxiLqkcP8JFO4/ffrmv9uBqkPRkAU7UIiRX3oXKqzI7UI1LYDC1Hph3vCdKFzeNuUffc/cnz9YGouK+1DCBQB/RTq9hiDgmOsLxywbGvOwMr14zCNq9BZU5sUyr9BBA78cVp1XOOMMdYtDFp0xaMjCGerBwsK82Wn5mry+wkFn8ZABLe6twnm/n+4h4oRrrw1XkXTLrTITdv/mmgiLrgj9YH+uQZpLi+n8g/SYi9sxBNqCkzdOCBfSn3C+gDSV9hKXPqynOzg2MPGmOceGqBH1qx8k1Z67wbJIhVtJUgMDhFZYTN+Bc1AeF3P8hW4mDsddSjQS7v4Aa8CGiZ1TqMKRZB1Ky/v0FKoeg5y4TG7FxwHwAkpUocXC77QbfaSvEPfUh2++MvFwy4zUhIXtKftG4R/CW2Dnab3PH4I6gR4CWNldWxIOWpYCAoSEG56sbExd1lK0U2MPGg1BuwYeDUZ4PFbe0xzOTF2U+JPAkV+An0Ly0ZDUbzlWH8yMmlz+OfjfbLHwujvcPC1hDNjVanvAaPCjox/PjVBN/wbD6DhChOEy9HBWFlWO2idT4wp/58TSjl7AqRixfLo4M2ijLiOaocacuUrR24SPB4illmC4pLa7MtgW0PtZMyQ3/WlhESgH0vXBVMvcyQWf/1FYDP738/LJozJBPcv9liI1/lQA/JT8QuD+1r6mKzr4mTAOzodi4Pf0XrheUd8sCy+3W1mjDNC+ElThV5wJHLMxnAXHAYV2Ne3AS41APvnBDHubB+EUTULr3DHVjrqPhUNgs3AnmPrcK2BMYCSqyfjNaj1CJEJ5cvzMaK9wiPSTlPA7ELjwzEXYRfXFKoWF9FNwzHJCfVCuksoYFJKQRBullDgq+EqBV8mH8g8V7gO3CE98KEiFhdQx8daCNPs2aM+6UfwBut8Pw3Gg+i9wAP4FDijPxTiAjz40NJ7/AglZd36kl0ICGAhDGkM4sEJ90mxk1RI1Zq0nG/CuPpUTo2mRfYrjBPRTCAkfxfrmLq4VCSY2JQ5eKMBSuzCu5ZpZ1ZhE2prJm/K4EnVMldBFvQefaSZsB8wkRQEUBrxPqUYdArAajlOzxbY6FFfYWUcFosIG4Bde1vn8YVPJpi7cVad8dMKnpENZFVhz4ZX4qFRQ4/Zpf6d0V3SUYF5ho0zkrcy7hBpKVhMv1Rh0NlZFKFD10lOfivEgIJljY0n4ID0k/3yHKzMJbmHLJyxtbl7SVc7eonrkERX6hZ91LWluXjqhnGXebV7cESnqWNyyPfvu9u0tizuKIh2Lm3H8kJREOYAh9FS32esiGLncTsRR37A4Vthz9pxYhAx7AMX4LS1UW8RaZUbyuLWyt9kcMRh8Go1FIwWAqynvHvPCC5dtqbms3kMyJdPaYyxzh4SzpUpBTSzJpVOLNgr3UaeFuxc7R6+fkYuhAR+TV+Ox+Hi1w26UcKRK5TMatUFCS8TxNg/e49GgbR6E7QoogPBWDhKrcDwhMdFX3PZBYkubBI9ZzBF3m6+jdvpkvekFoznoCvp8jaOnTtEaXqCbJEFLlbZVO7a6bQojUGSQ9RmDAVmLooOHH4CJQ+NqguMqJ2K8UUnFYtqQ02j0W4uLy6VaLecluPzokkjxiKOdR9yRDHVcQltMfq3YjwzvfKcL3yOFL5MUTzPCt2QT2TUKGkwvMMVF5Hyyq12qkxS8fcHvIxeJZ8B3NHNZLxBuB6+6kzOnk+QG8fCx8A7pK4ffbICH3PiPUUX0UaKIMPNSj8Xnc9EKhQPPMfqFk6xDq1rcoMfiUyxtDoUn6pyNNxDrwINSOLUan0FmdzrkzVPKdYOzPGMzmmXq/ZSNk9xB0RSItU+P7s7NMliYrR+PJ3k/8kXcA/WPLbhmqBbyIM8RwoES1Ti8vA6QWhmDW3Dkym2JUVcgZ9SajJoICHrzyU334Fqif4Zam23S1b2trjqhJ/sE/IuZP8PWcMX4g3To/Md0SBgts5cXdS8UXu/n24Iptwqutbuh3haBOpAf6kClcK0FACF1OLwRXBWbU7IKmRdXkcxX5EXq+pui8TNY5BAHgyXzCBNLNerzm8kksFScfXbVwevGSpGFaX1UOXHLYzPR1niWB4G6ieVN08ODm+KgO/7g7qaNe5YK9Wi4S39xVQPaF7fVz2kJjAZL8lvicNwrcn47GdFKVPGqdIookZdAs11OWcpxFcSG6kY5gzrL7Av6vcMcd+aquBi1MZhzxIHCZho5p7eo57kA583XdBQ5jlhph40OueGyaffMxrzTt225R3jfMv26pxfmPHlTJ4DsKCZQg115QGedshb7/KYFH/6w5+FrZzvJ5aJDbk6r8Gppdd7zO6q965a5VTt2jEp2CYcaZw33cpb1XI1kOLQ/uGsgDkoInvDvL7KxHtx6Vq+SyWtxzClcjA2JcznQIbTDfHJUgepdoCHClTeyPREzbcgX11Pp6bny6uYb94dGWCyV1x8e6daj6wf9cCWjEqOKdb1TRpoz4ETQ6cm+PzJFkhTzhCBsOkiZcGVYcCUZuUwmZXFkPscMRRvlWw2acegYnh4xgkabG/8klAnz+rWAEc5c13/F46vqgdtTO7Xyf+FLRXIKHyDV607unLT/ofMfX71j3PY3rmxfM7EE9LSvn1oWmHQzqkdAEAyB6hFoFubiFbqkBObNGaKWqN/rQF72QzbWSpil8giuZMYlxer3tXi0EhnOqSCx4wplfuHI2Fy5ARa7BcO5kQ81QfEaQQZZQsixBTSFiga8xKuVEshvpVCSF2Zd+/rcn6zh61c9fgXKeKLuyX7yOPgx9m39sOF/K6bWeVFnlIqptR4qM6FcmCMsc/WHbup6aP/ke06uu+aN7eN2kBph8a+zd3K/Qt4t8lnQUzJxTTvqk1I2dT3YxGZ/LNpLbqGLdTMPQw3+cqJ7X21dM8qOOFBfzbpiY3H9UXkAu1IjakZBTBuvpewsS0xC39jluLY+MVjZTWeu0lWhtnznqlDkRiKeI0/zJQKiQ2EHGGovEc7H1hZ0magHjB/3oMALdajhTziAcgPpYGF+UT5iGpVFaVpZDvl2POcDVKhAY1tBJ4qnivuE6w9AfUdrcaiqV9VL+WkLE/n6KcIzvXDpDeUg2Z1es612/PxmlIOkhWo2WVyGHIWh9ZPVw7pVyJXf4z4Wcq2KG10fqYsYBourjGmY/EAR1PHeHzhLdUC5ECBiewHa5eJ1frnOIXMYOIUD/midMq0YjIvDz3DvQExLuTqUGagNVeQqgCQySZMBZRdyaG2gJMPo1Nb6jREN0yrbQj4j0cqAtZncApKxecL5dGndxFnOb2M7q+6Yeh4A0CLMn8HI2DW1FaRgundKMCXqAAT4mI7TT4oxkHIJRZEKTkaTSIgmxThorT5pB0m9Xw7g/zMHr95w+IsjWzceWncL1B7eFBLgzWwCfCBE0C+8325wGmSpEkgdin0ExdJE/M1P30D+ClziMgmyC777bgE4vWrBSvH5vwCnSVnufJaBhBk/iUK09Dg62Oj/BTqdKlm5YNXAwMDPB0KQl7ypY+mHiFy9TZxzGyFKDoT8siIvJlmpC6hZW58c4ErlRhYg5tKbyFc2xeU2U4OVNkVzv/BPseamV6y7WXX/mnWrQs31dWnQN/QeFd8UHhHOPESHJtx0A6q+WdXVMfTu0wuHqHb0C/kLHCN7Ao4R1QEvJ2p5aYyOyvR9PoBaGx9QOUFZBO/sys1wVYakjJkVWxWh4l/xXJfFXjHQF9dFQb//9fiZJ8S65P/s+Y+AHER+ifNjROXi3wOF+ccQXKVon62YCMvUfS7gQlDJrKAkiJvq+Bh9Hp5hoHj/r8H4zyCgyjD/aeiQZgbOMg447hIi3W8m9Rj1JbYitjga7QsAXLrYDYwy5FPdqxAVJbE5Ti4IFsBhGYb64wBR6nox9xoBTlDLMCfkYQfuijN2Q5VcKjwKx1kIx0xgo0OfCl3XRVEnnGTXKMha3kEj/XRo9IjRiGulDOp3r8KxLyCm8urKqqqW2pZ5Xd3dk2fOHItrDRLzuMnHyNXEWCRiDzidY+VB5LE4pCpiIzGlBBSUS4qf04h1CLUo3Cp3wBvs+U0vyHHQFBR2AwqL4CJQ83E+mLljPs+xSL6hHzH/OZ8emkHGTEjk3qhLjIn8OyutnL9tyuQfVdSnTpygSDaHonG1dRBH116r12uL9KWjYmaFziTDnH553OMI/OH303o2bPhqKIt0SSZoMI9GzHvJkj/yy2i/oT44fm1nyKzSGoSHTw91GLLaMGLfOv0tTVOMKtRSEe+bPsEDmb3b7HMZ7ankmI6b7rriily6aZEj7oY6OeLgt86cqRZxf/vAWWk91BOixDzeHQj4Ql5ziKBpEDJt8wIP1OUJk4nwUqWKkNyB9O2wPCDzsqhpwiETIWeDNI2dR6ycwsnQ0JJqEJVwEEcZbVCL7e3VnENLHr2KbQGwFiFWGMVK3ci3+ROYtcIp4fzt72x4tB1YAxOqx29wU5PEI/L+4S/oD85HHto/56Gfkzuyf/jZvKqZ2++j1lzoFN+B35//GH8prm0E60Jc96uc2MCHwmFfeSDkK7OFyFKGoULmbT7ggQys1Gwu9VFJVUjp94dQaeMDZWyMCCMWcCgiD8mULIvW136JnJFRWGUgxPWUaBBfkAEyEvxXsi9rsqg1AkKB8ZJICA6+rRuOJS9VQzqFCyNQwZZmw/Dd2KuCg8gAVvIj5ujnF2FEEH4F3/RsfTySvRt/RRcJi3M4ERbj+TdDfreA95SGbGF/iAwgfBDbbMBjA7YAQQRsVBziA+OAV0S4IBFQWWWqf4cIdLgUEs79awRAqFN4+QEceoadFcB4aeAp4Yx9UkPTsgySAzf+at1P2y4FePYY6bp3eVPL+icuXMF1Zs8+dPnDT4+EO06s5f1aLQQPggzioRhv22KPbVMCjxIoiViMUFKQTPwAy2AyRvhZrcOBNWgX7grab1dJ8E6VXANJA3dgwRo0WgnvDVsG79lO2jTZVwaXgj99SbLH6LnEEmHWfgkGRpC/cArQ2c9vejmPGogQYKU/+PyiFZB9/nPS8tAQciBKqHtFPMhvwXhoJLbxFSWhqD+U9oQqeWsIWDAVeKLAU1lWCUVjmYWMVkIBaamM0s2qkEdZpiSVjao4Cj05lJDHZFHWhs0MJ2ch/uMqQS+oS4eIHoifAhp5/9x/oBPsjjFyBg7ndOfQh+Pc05lUBmf+IiK6JO2QNcDadO+0u47RoG0sPzcOkZltfWT24N+oDv/FpEStyX7T1tb/6z9ajDtntmzZRdLnP75z8qShDy4sRDHEW4nPwJN0UBeCuieh5ei7B14S/ka4eAUgVBwJeDCLBvThgRP7pPIUVCKjvWkQTRNAOE2vBl6mj1ASVl4ORhHcKAkhkY+Cp2RPvQyJ6BTEhz4pRvInsbPnF6sNd23YeJdhtWpia9dEpm/l+qtWN7S1ojEAN/UBHsPzaAyqK9EOPFECqZeQyljAk1I0ALsjhY86vXiUqlNSFNIcxSPCuYoEQWvoIKEidvMpqQqklaOU61U3q15VfahiO7kxyluo+yn6MHWI/VDyZ+4HjglTIXY0NYp9knqCZVmGOUx+yEtpygDFk4yhnyf3ECxBkccJQO49QLEMRcuOkocJOfkub9IAgB7mobfQX9OMmz4NDxR9hPwtodZ817sCEsZ357TmKqIhW9tQW7uViUVVmzSozUxv7wqid0UEpJOUF/XE03spGQB3CD/97hHguOOKLkoBzFrFP/9OJS+cDN1+G/hOqBOOCl8g+Kqgnr0Nwmcm3uSrTKaQqcJEtal6VAtVVJGqUkXep3xSSYaVGSVplUVkVTJqAQnuBU8A0qxSEkpSrgCQQSgRkBoFMCgUQE6qzDRQEAAyhL39eqXiMLmHlyvx56yCIOCCOMLLthn2GEjCADjDYfLdfVaFgsMfL5dsR4lmQCI5Sr5JWIDsRs13M3tXnEvG80cdgv/ECfhfC99uZTTRrZte3qp6+WUNekG4WIF6AK3ojQAAzSg18GZ0qHlyRaaiAXg5kmG2CduyX9TFU1KN8LXBc154GywlHXXlaakGaAyeAYKsKelbuObd34OFO0Bb9pcls66AfwgP3Evk6YGZBfHFETWNUjiRaEkzcDpZOLEUefgAT5JwgiEtHZQooBkmZePaZDwKoA5midvGnYNzd6IBsT1xW5eZ9VPhzIXtTAzNDJX8u8iXr4O3vJ8uJ9SEnljN+6vpMTRpo4vpW+kHaJpVgjWqG1UkXOk3qXaqSJ2OBdqjcBwS8kS/VMq+QJ6A1PQspK/D8F7vHzBKJFKp5jB5eD+hBRItoiYDQiYquhbXCHBE8N25hhOiWIaYW4EoCW+ZerhwhddjNmlxUuj9wtk9d3wqfPQzw0/AatD22l8vqJDcAd8cnN5m/b1z7a3CX7Kfk2FUX2jga/o3dJrQEit4FwcWgA/AGUC3S34jIdtlv5GRnHaB9gPtGS3NwdVxop+muefgoEmyHxLUiX6VSo5g0EAYpCTqW/jOIb1SqWJUDFwKbxA6zZeJRHzY2NELHDvuAwU0Xg8yrz1ajdcHx5/00L/J6oTzt4XvPQZOCb69j4SPfED+ldRlT3l+5wftYIz/Ey/qVYxrExwljMQUXgpxfFb+vZyUNkohYrVweg1wenXkM3BEh/dJJFrNUYzdd/eb3WZgKEDu64QJI7cXjg4FXOHNREyVwICoUbSFGgCOK4A/9DFOFS9tE84usicv7AIWag5luDY9t6VxYe+zL9x6Z7B10Y3kVuFKkS4gB2PugnQhgZQxldd/JAfz2bXsTSzFslPY+SzFqY+KjKWfJBWNMohEGiMREwKcDTUaJwASgIhAg8eZR2KDiEC0bLS5OccI1DJ3/fDtKdAArtz7jnBWGPfGZbTGO2+d8CfhAKgBdnn2gJjrQn8Cx6UkWnnlk4rDCrJC0arYqaDAv6TL9/apIV0eIX9DqOB8FswlpsEc/fkw/WnpT4Sz168Vnjhr/C3QkW+TsmfGtOg/9QoK3H954HtWAp/tIp7kjWFnxrnVecZJV0iBhLbQN0OeC3WWvQeUSrlKBSftAziEvf1G1ozozmJhEd3Z4KA48jAvIwzLDaTaYFACcXbf57Ue3my2wCGqSAulsqiUSriwD+kMKUIJJMoj5GuEW/PlzF64vJNJS7xvZi8kS5tmnICUX4hcESRtFZTycfhJwxCKIXResUDYYEsSCGwAI56VCGf+slrYm6l/esvqaF1Zo0HZus0ESLABPPXSH0nZH5s92XP7R3UGDxqK7GPABe1H3jmrhT+gnkPEG/QUagLkTRW8ip7DTiBnkSSZAdwc9jD5KK8h5xDUBGoLtZ2iOYqSSpBhCIeZPQcFbO+JL8vLgrl8cXrK+QGwBRDg2jcABzYJ14v1CacPfM4sZJxQph7Gcv0+sA1+4eK1IF4K+NIJpSRRGuIkPCg+TO4nGqAMXbEyfYnr7ge3w+sMvBROX0irKzg/Pfw5sh9yz7lDfA4ZrwN83YQ6kqirgM8hq//Fc3LXDT4HnQ+fM3S++JxpA7Po7VhH2IXP/xG4DZ5vgXrKFhMgTBYODg1SyiF8SW/uGuHEsGu2ge35a6yAsNrQNdaR18D1UXjNbeAw4IlZvA9s8W73/tZLLfeCZ70nvOR4crx3IbnFSxPeOlBHjkda0m94jdfKkjzQmGaZtph2m2gT0lSU6hQ+Gs3isag4ZcKaywr0XMjGV4rPRnxtKV0On70bPpul71Z/QNTxJYBweBzbHRThMCpYHrh1e3SkW/eVjuzTndaROt7pTul4rz+l0wEpgegkGkW3FEHK1ZWn5sN1ZyKCxJd8qpKdr/6zmpJILdIiaUaeUbVLR8tHq26RbFXJIKmp9VQ8XCltCM9XrVXdrNipkkGhBJWGgyxnYFkOmlS/3G82a1BQz7GDajuw21kosl7iFQ3SbVJSKiU5iQQqEnv3Q0OcMBzF0uLZQ1IJ+lOJhNtBArUJVEKd4zCvIjgNR3I8XKccF1Ycg4tZSb5KhJD2BGVxL2LMvVm0QQZXJV6jiXhDraYWfrziXBVIQH0cg3xuqyoWZXIaFlSwUDiLyQn03rCoVgRxjjBnTuDIVYA19FTF053rfnN8qXC2dVFls3CmbguwXLa62jLGFLSaQhZL0FxGu3UnPrkgzP9Ot2DTjcBoOTn3CvZRQ8hmCUH1y+IvF/GL9M4U1jMMxOQjkHX/cr9EQjE6iKADhBzI5dTxkbrHQZJkIX/FyocUKR8mUfnoFQURVBpBEkIowjakg4AESrgAHDQbUhV0Ciok2edoMntVJIqHU5ZTTYT2tMcSMoJyf7CMoJCOQi+B86/CGf57eGUV3Q6F/vtKmlMCO5xPXqOHal9qux4QeqDXAwaupGO8Xu2Ou8njbvCWe8BNunl/MOWG4+UN8FQ335R28y1ptxtodDpG1Go4yKglEgZJD1mBVuPnIEVo0NRqoSzzwanF6sx3eTGCJhOIdAspd2UO6pW9UQS4yIJF+YJ67RiDWtQzaNg00kuEsy++dCdUdk79DUhWZKuhrvPF0CSCb355D1R6bnv7sCz7ERkOXjR/6EUF54+C+FkENUWa/CWhgFS7F87UHjidxw7yEh7OkuQY+WvCCr84zPvVIA4l7TJAfwYGAFz9X0Gmz1udKcC7/fAlU5WCkvt9pL5F8XLMdnT1PLvFNk2I2pCigScV9acZhATlDANSJZx+QBy5O20K0cHzn9BBYYU44mgEQkOItW+psXRQE6J/6sU2mzAw8AGR4L1Enw7owHEXaHCB8S7g4gOhlIt3+eCL2ZpyAR0RT4O4OKB0fEUawr5p4Azkd3WEkygh3uXDow2AYYxMhXKaYbLpCsM8073KnYbvDDKJbLR0lPJGJf2e9AspyRwe+H6f3piCIvb0PoM5FUI0pI67BlykC+WbulxyqhiRkPZrH/D5rDpoLPGQCxKEA2ppxyFan4U64x7CiPWMfl5OEJsRGgHQWRFXUGCuQHCA42I6RDhq8i2iVOQJvSsQO+hNWuOEBdnn2UQ8mhTpJ8cLINcoLyMQkEiVC4temTy1iG2CUDlITFTDCYncOGnh88t2NE789rl952cD621XLt3cUj4uNkRL5F/vObrx10cO/63/me9OgpPZb/bee8umhU/O/utwooI0Bd4foqkjiKT2KxQUSR3NUxSHKIr7f0ZR8RyjwDRlGoIpR1PutDlogWCYg3Qw+yw5QfgMUlPIpA+jUSOaKhIWUnuw7HlKlD06uFyR1LdoJVCgqRDlYDMbngttBuphOg3PfVo89+s3iLkHAeHz+Egf5BD9Sn3q8MCXfK3PjgWWJW5ZZqHUFreF7LPssrxl+cxCW/jRY1MWvrYFvljc8MUbhi8mM3zh0xYLJSU0WpEj5KUZFGeijKS2MUfhs38mPvuT80TZXmBDctVgTKEjb5TKUzZg5m32lJnXmeCLQpUy53wFKAkazk8G8sQ7IE80EyHiKO+iCCA1Aqnaqi5Sj1GPNizQb6Su0j9IHdL/Wi/3IPKW9UEgSItFKQkgylZ+5RhwkH2OZY5dDsqBnqqAj3Pwo9IOh1QLZdvxfo7TvQB5iBISPJSAhIncg8wRKEoPH1CzbpZkj5HvoZgZ8qN+k0mLyFwHDekw5o/nNN+tQJoptklqNedy/LF3pUjiiMKRnFsBIHXrrKjgqVgEQw6FXUWGSoLhhA1W//j3z53Kfg7o1qkz1iV44YPykkC/ADYNUTbV9JXwvtAvtP39/bef+LXwV+GBMydnkVqhtJCySaIDErdo77qIH/ParUrAKI3Kb5XUVhX4TgUsCFWurzRgswbENX2aZZoBDa3hA0UpDQ+nR6MhOQfSG3i1IW4goTX2Sj9lJfOmkEzGIeGhgNiiRNPjgEcqlckg4Z+E6vt3iQK50XAO5BaARui1nRtSfHKowT4W75DoMBmZEYv9/uyLILx0drXF2Ln+teeF2iFc/B3csW4y+5Hu5Q8Sw9a1WPebvo+ug/T3rOgvA66BN4iJPE8SfodSz5NuKDT73Mvce9yfudk+9y73W/AN7Ubk7kbk7kaU7uZ9fvhitcEXkyfldmtMhfS+MrfWIL7nCgvpZohvKxEBFO/h1GCh5oz6H2pK6jFZU6wWcJoP5H/UnjF9p/2HiSWPDnxNuOAUWNWh8aFtIWpPCIRQ8n+I1xlToZBFYkPEKyV8QO2Li6v1kMOV8vkMLHWY/GC/RgIkcFb29SsUlqPki4SKfJaXn2a/Zsnl7BZIsjlPIJtbbvhoLReP1TXisXkUPh4Ym2ZZbHDvc0Ot4gVI7FE4y0cgx3+TKIbTmCPxPMzirELSFmm9d8XQnKIprexdEYWTCmcwXz4qrUUeAzFoHAXr4m2/3BTHSLC4T6kpbRp/830vPgcYIJksnL1zT8Md5oDZGLDoQpATGqnO43eSz7gffwvMDW479eGFq6ndL9wlrILfwO+NASswiXkBcwe+pufQGdQ3BCT4oiqqhqtRjaHGceNUT3FHqGPcb6jXuQ/oM7RSStPsWjP1EH0nC3EL58HdV7Ss6K2igSJ6WxEo2qJJF22Bqm4RXxRNFRXpnVG0Fn4bBOogCCIeYjE5UkHErYJ8czoY1Njtzt02YLPBZfXBoeVO4HTqlTL4vl8uVyILWUL29xOEHr2FLIZX22yz7MvtJGHX2H9rp+xoNhTqFD5aS/HxYHNrym43Qfv6KNRH3zkQl8tlMtNh8si+LV7gxSc6U94jUN7GoKBZkVfVxHnqXZmMi9MEpe45zIjgm15tVV59y/MnZNtgKYxkMNTFPYRRQ3hFA1osns6hXcrc3m2aQRILT2mqYvPzLwMz6BDuEz499Fzmvlv2vPP0A5XVnqKkJc333tpAetyptNOZitN0UvjkT8LfhP9pfr76QP9Pjso3dnuLpPuNE+/c9nSoJBSNhqJFQ/bPfiiL9YSP+IpvhmvoCe4J9SHukPoMd0bNjlaMVl+l3Kq8VbWTfYLmOCag9KszTIbLKNLKlFpCSxZItqqprRrAqVUqiUKiUiFzSKkwKOEvlg1lDt5BOhxKtMFyjNd5eL0t9VsP8PB2X8rj0auUyJcsgYztONSM98IJVqg5Wskj56keLZBtoimwD5kCh8k3eWlAzis1KTjLR6A15EecL6r5Bk/HCuxVPVfVUFsLTYToimheIiAf89ZNL3MqTW1tDvPQtARqFD+sR91XgBfUQw1jhGig9ss4ylbVU/fRhYPgo+yfoRYiK3dLpNkPCsyg4GO9pTMu6/QKP9/0dyopzFW1P/ykUD5c54F2BuRVJRDPBsJChIkf7SuGphdCj9bKV6d3WYGV9xalrFZC4URY0owP9gXJzyDlBw0Wk0lhhKrhPogiaClhcbAHMorD+yAfMiAXD0W+y8si6kg8Mj5CAQuSlkZoTRRB2qztFQn0HN6v0eaMiUFSFO2IXj3avILGoAqIyZTYr4fUJf1wfFxHPW0rLi0zC2eiDfZkdhmw3FUgJKFt9dXO22sbR48rf/aF7pVTg6OvuPF8mjp+oZGODUcH0qkgUkSd6pCoq2iPXFqnwnU9P2cWQtz5oDV5lk9M8kzyzvfM966n18nWyZ+WHZW9JvtI9oH6c/l3clWb7Gb6ZtnN8vtkjJS20ZWyNkD7EaIVmuiW6PYoFY06KDOyydUEsusIpJOj3gjaF7D1+SLUSfqJMNJitsePx0lNfEt8e5yKIwqUa1P4CC0HfCwux0deMao1FY8730p9liJTjSryHch7DkOL7xPCCY8OeNRhA+8kkYSz8c25b7JfrkAGLeIEK/HM1NYivoC5BmboyAGMN4ZQ2D/J0n4PoaW8ehS4kEB06qVU1HBDrx6Axw0/nfezfmjZG/ymq4Q/fSScEQ4pgIkEHNWy0MPJgEbF2ifvBWPhbMH5wDMHrupe9hawgxuFRYLw3X6wGCrZC4QzlYti+ubltz8v/LBgxaqunaJ+jBRiaGSRyFdJ/w7KXQcUWof2SZVAlbN5gsj/4XRqjV5ExOoIXxJLqSPgswiIRExa5MB0OGxwRhFPtkGdhjVKDmOvqvG5nFfVBLV96SzmtwzJMA4tIm4N+T6vKpVIpNBs+BqyAinhwDtdhpQDOS5LICdOQD67YpAX5/yV0BJCnBj5KwEi+TwzQOiNEitEbit6KxODglKL8RkewQZ66spqQ6Lv0vS/QHebcOambGTL2i2ryZND5P+uoaYbOzG7P341+0tS9to12XNb13QESdNFtL8VgiIwDkj7j6H+KPR28HSBj+sPoo8Lfr4TfFNgU/xBtCnw5y/hz0XZiz7fJ35OhvDeDrrPS8wxwgrk/AQjEySCzGjVTcRN7E7uce4g+x0ru4l9UntY+2vmVc2Hmg+1Z7U/WKWs1mIuUk3VIFc8a2TNHCnVhtiotpWlVSzDqLVWQqNRi/uAGkJjgE+0alkVrWHUGiNyaZEyqZR4DrInBi4kYuAor5FDjg0YfBpLq9VQuz9yYJlsm4yUHSPfJeyEAf493giMRhpNNICzqjEhQ+51wgZnFc5hL9aD8GaZtioKp7VWUxuHi0XcMsux9NpazNb3smTzpJ4jBDtw+pBUmdJ64As0dKchdr8S7QdhP1ES4O0zFeAgx8fur3qQAan/AywbQbJTqwK0wrjycsALB4U7WnVoZ82wehqVJG+G66Oz6vVnrv398UahjlSM+ubd3//x1YyYp3kcBMFpzqMLyR9FvEz5R6j+hnjNMtlm2TY5RQLCb5KpeTnS+6TaFAnsRCydjkL2lu7F81glPMokqD/rQkwM6c3yTjTvhIlXk6AszId3h6kJ4QBH8MhrCe28gaPCo2QJ9TV83kz0PHknPFt5CD5HpTWgs9KiLfrfngefv3ro+RpO3g5ezF2/euh6DStvZ4h/9zm8T/cwODrAG7knJkKlXO6J+PpusrdgXB35cWnMjuHj/6/OI6pAkEmw3gL8bWdaiQgvJ8GEwJbA9sDuAH144GteGQjDUZBAXbSriCwiYhCbGKX4WSBIlrC7cs+C9xj4kHmZ8PNmuOa1WokEXaaD/926XbrjOloHr8aXD471/9/1ORiaC3C3nVlINPaTIIREjFqmSmlCE0KzQtSW0Nch8vDA3w9hnEISQd/LoV6sLuPLdpVRZfDWUQzZiugQbL3si4Njg3hkviSSvIYEvGaChhTxSWJHAa9Fd7K5bbxti22X7TMbaxu8XyGs/w/vl4N9Xx52+n3yAPzCA2H3Y1vKkkJHXqrSpgioHaOpj2LEDeJ9X34s9PvAkacShYIooLn/7jwiDmhWw/4TjmUWhm00dYJ1EbG90OYeeIN3lJXBcylSXc6XTyhfVr65/Hj5W+VcOW93psqJWDQ3pbnnLWev1oWUn+O4jXkEwT5GJA7QFLklCg4P/A9viUaVSh7+vax4VzFZzOvMqWLk9yqG90E3QttB6cF73cdB+lZ+IY4J3quVGL8fXuqDt9rEK3wueCuK9EJdEtkpfCBenvKiQWm8gPAu86L9mT3e415W7fV4J3hPe7/2Ml44DytWYkwWzAWGn9MOwt9B3cBWEBUY/rd5fyYjwl9ZVslXUupKDzxMqNxc+VblZ5VcJXpiJULDihF4+LOIh/+Pti8BbKs4E555856epKfj6b5vWZIly5KlJ8lXrJf4TExs53QOlDjk4E7iAAkBmqS7BEqhJG25SxtKOXpstyFugglXtlBou6SkXQp0y5GltKVdXLJtSmnB8j8zT3YSjha2+8fRO+bNO+b7vvmu+eYbMW5YB3LcDzA81k39WHUNGD3AsUSFehCb4Yg5nsGt+Vd5TiZkMskc2yhH41KjbLVLxsadjYyxMdAoNyK5ETYiJiZ3dmLDPRLHG6tb2h+D5dimGANim2PHYyh2qmnKQa2Jp9HC6fDsB24Mz2baxhflaH0dBWZCdvukfYm3EsymxM7E4wlkTAQTQ9hgfTXBJZQXTHdgDLdsdR27i23G9LVf6f/gr7AIlj6IshilmAESQo41SGR/MBCWduVwUx+QY7kcy+Ke0kxccYHmTPOu5r3NrLEZGpsDFLKbMGxVzYRZjCqNIG1JKbydzbIMft8DNZ7HTtOz0+M/ndd+rHof+P5ucALcBa4ZCxqIdvfimMlCPdqyER+gotkvMTLewCKhtrq2wkhxf5HZW4SgKBaDxU3FncUjxWPFE0W1qZjTMXKIPuW4rMd3w2cL0FgIFJgCudfQ2ycVZDc2XGWzUyoQ2ifkkxol/AtDmCrJpB1TK89oRzdth3AIat12pRk13vRx6mF7rNZe0ARawCz43YdA89SJMYyEEhEUFnyQF/FGIhsUxOamgXysSyNK19u/7nwXocWuDS6moD1kf0r7lMC6xqfekA1OtySpHQGpTQ6GpLZxNFsWZ82SmvMFcl6Q65NSARc+WJKxmlMqtRCSwBfoHl9rITcIO/Mwm/9O/kQe5Snf1whSPh9UZ9WMOmmMNR1GG/HX82PlGIwdRueAOrR9LOj3ux9G60AQmNHyAyaT8TBaC6wIyUI7eXE7eXH7YeQArYQd4wa1tuaK5EqRXCmOI/sBiRIm+Zpc7WtyuFjW72vGpInPmptZHXgYbQFlkEZNssiyugZ3u3uuG8XcfrO5bhxtG3P4/bpHUBE40FbQAW27qa9WpCp4S4WYoOLrtRGIVCqfwRviN8E7QB0mGbwRT05UysQIaqlQJ9dkKpWjVXAJrpKaGblQ3GLKwFCpWCI5EKxsKFdycDw2lCRziUyqM4dIhHieD/Mqmu3Y3gY5nqRGcpQseMtefuf+XWqkf/2GvXAYdq5+wFy9eqT6i+oTj99sr2y/Ig3LdccW3PaF9rZkcxpxq3Z+uVpctqPvjsr2rp1Lv7IE1m34XLnV2l/4p2u+9YMXzcGTDKyHlp/A9UORMrzUoRL+wOs0lqy+tzh+b/mzw9/uurZ697cX7p/Rn07RKNG3wK//VvmZfZPwUNgAbiA8FPwAzgO3yjYjCqAMQiwytoqtDANb5ZZCK0FkVpLIXrZjliO2BluzrUOt7P5WGGjd2Xq8FY1PvSbPam3FLEjUB/VH9AjoRf0u/bWGvfpbDXfp9+vVLAqUM2UGlMXys+UTZbbMwEApU2LE0rOlEyVUInyQMlmsy9a6LOFQFara1nS4M/pjP3TW+I/LHYqdoRN+nHrg/KmVzGPs89jmeavGp25Q+rfR4+BO8QGwAfP4x1T/flq9Ie4EiI/BrAdz3hcPKbWphqLBGkoAayeMopnUYgPIu8gzeA+WE9+uyd11Khm0Yb2EeAsPCgZpF3nY92SvxwOIwgP8on+Xf6+fNfoDftk/5D/h5/wKiAjrnpaxg/S5oennYl1kNdgIWuUUA0ecm50McDp6yOPIcI/RmXEOOlc7WXLwrPMtJ/sdvGOcpwQQtQmAduoi9EXVp3F7/4fSTi/cxt1XK99K9B5STnWrLvwR+VobDmgM0vjUK7Kz1gCjlwZUDHk3e/d693tV3umPV74d25b1sI5Xc0+BHmiW57Q5HS7JLcLepuEmptWJJZ3TlrAVzcVoMfZg148cT/t+FPl55IXob6K6PvtayyWWrfHdsd3x2+z3q8ftGocZyuNokawpl8E1ARhwaahA8AUkbEhqg9hM1AIXYXJOZJQ1IA/zmhRoAI9gFlhCPNAQ1NHKWq1BNY5yssmI6+RdATkYlgLEUxyYLaI24ELXAQP6LJBBA+ZgfaCMophXyigJOlHhYLuscUrt4zC8O5OaPOl2TTjFP7knJyjXwQaoi8ZXpMh4KjY+TS0VOp1wFBeZMVfLZ1yvY640WqmkIJbQkEyGIz7cOB9T5pLU/mw84VEzs0/oygB0VmwsbuVV9ZBkEZOKZMVBsrAVsl9UWtpY7KqPzLc0G6yzS5X+C0fWXHjlwEXQ5l0++7K1TfPm7P1M/9n9g8mujVurk9V/f3H1kpbu9rjjxh8wBU7t8BQ8Q/bIXFt57vr61nQsGa6P1v0+FPcnTUaVwxnskTatDkvVE7MLw43L7l+0fN6c6ytjVyXn9ydHeknOB6IfvcZ9E9SB3bL9VhY2m2HBfH9w3I40mj1aqNWiGlr0B+rqUE0kyX6NbHNRbCCDi0Df5YqfhorHMCYMGBMINePqWx6Iw4z4p4lJIgcwMF10cg+FMxYEFMaVfKbmqiUhhjEKrPeDNUzhqkCVee29F5nr4nX+fEtzcLkphwHXOkdamvg0N3hO6+LeNXMu7sJ2upiJeBMNDdFllpZ5BDiJkDsi5n7vDjrDJk33qoFP71Jyf2AYsEsxnbeAF+U2txn25ofzjNORcBStxVix/keupwM/qvt53Qux38SEPuda2yW2rfW7E7vrb3Perx13ahxWeE0Yhj3CNEkLAtAFdYxOBz0Edm5K0gVYENKwET6igBAINZIWBJ1OVCskjesUPGECxzCBY3i2FgPSgwEpYpJuxATdhj9XtxsD82MSrUKvmFzJqtj/K3oN9XzzkxEogfsnJ0vq+6X8hkegByyEZ8vz/mGO8/TQC0PMvvlw/sPobGABZ6HrDw71jvQyvQ+jEcwh+tCCA07X32dLjyhsCd+fkHV9fa7/K+60+B/kTlBsF18HH+BRtdFgp1h1T1RO1s4mRmn/+r/lXdCGa/MFeus/wsfQYy98ee+S8JK1m677R1ka++NXB+d1tdwRbu1sn0fy8FD+pvoNzdN89H0c7unMCxlmXwNsUOgjRegjNhJjYgp9xNECWXC6PowPTnfiFCaJUDzu+iA7zP8NdpiHRP19PzsU250EnaexxJlx/Q8g8uNzSnQajj4G1xyewcTH4p/st84AtwJvdinuwy2gGwbljv8VN32684VOZp8MZQUvZYKX1pFWplXBSxta8KDb9b9guWWUGGtrU276xKy39yNZbw1xH8J+PxqB/yhXPr3rfVIOzTx7BpI/eYfjXjkN61jvrK/eTfg21ucz0z5Zqs8jJrFkWXv+dP8E6Yu4XlbxUZ+t1AJSqfV9vmxCQ7he02m+bMSo+voHCqf5ghV5EZp+r2Ed0qkeBX84gJglxCDq6JLo3uWle9loMEuDS44sObYEgSXZJcz41E9lacmSoSG5Ty2apTvn3j7vvsFDg09Zn3L8m/OJwacX/Mz2i74X+/9ke7v3L31GtEzWGaXvLIPMMvLQxVMS2T84MCgtk+cWyPGBDroba2unl2RLriCBZXBwGQTLhpaNLEPLYN/41K6xFVNSH6nXs1zZS2Vl74qT/RuyAX+M2Ae/1/fTvpN9qA+r5VuoDVzzb9HD0VQBs/JURTHBan6u1ygssgosAMCw+COGBbXyOzqptS+HdGYpmNuV2587kmNBDoLcXfgYgdxQbiR3PHcixxEbJ5XLNTXJl8evjn0mfm32S/H7Gg81PuF8ovHp7C/izzf+Ja5HJQqMEmRKNWCUasAoYWCUFGCUasAozQCjBAdLEJSGSiPYnITxGjDiNWDEa8CI14ARnwFGHH4v/tP4yTiKfyQwiD2qeP9m/NaYhkI1GiLwGMLw+C2GB4V1RzeFuSwSmug70nesD4E+iP+PT/1Azvf1dXbKl7d9pu3ari/abnXe1nbfnENznrY/6XrC/cScp7t+0fb8nL+0vTvLhPopGPoh018DQ38NDP0YDP0KGPprYOifAUM/HOyHoH+of6Qf9cO2GhjaamBoq4GhrQaGthkwtMHvtf207WQb5kx/CwwKFHD/6JjawS5G3zSruO1g5ly11hwj59Q+XDa1H7Rg+zBIXZb1EtnLHhICHYQjwV3B40FkDAbUfmLvBoIBJjA9kDI6/Q4E69BC7o/YvjUSW5SzAlD9GS7H/YTZSHI0cjcpcqE6QcaRgA74wXmy0QGcIrZsLXrZi81QzINjsiZo5AN8hkf8YdSAZWX+uzIIQn4cLZaFoFGdUTNqp+igJgiEzbtBZuKVZ/KZCtaToDMjHnNPvk2OlUlrzxz9cSWnTFonHLNEBtNRLbIGs0wHlY92pmHyRsYg+EyFocUey0PNiWJXm7fdkTbVfZEwxjlNvlm/H7l06O7JYKIw0r+hP5KKJW3ZumiQtudsZi9K0HVvr5YdcZDYnNiVQImIr8FmtqT4Np7hkWYc5WXf+Y7tjuscyAGQiBhks+lAVnckCIMancVsGEcbZb0uYYwH4kzc4eV03oeJtAI62sRjE+JLphbcFnHyxyQrfAVrDkfw/plKS2UCC5vnj4rPTbc1ErZZiYQoqcjcnhxtJhYfWEC0wQ9p+97ckfoF9Tb90J4VKy7vKzf09Vi5RUMXJr50JhhuPud76y+9B4qzm68w/9fmi+ftWLrovavfD44ZOrjRrCJ0ANDU4akcupO9AtSDHLZa3nkINE29OOaOSU3EwWx1kP07st7pki4QrxBvL36jyLrJFcFAwixOyLZATFLr4s3FZqQWbzd9w4QyrZC6uTwBqXUcrTtoLJVY4BtHG2TTUPpEmkmn78rCbLbOWm+pr5mpB1mzui6UPYzywEX6UlRykcgvowXrZ8lS7WGlcSSNmc2W5DhqPhAK5fFuTK22UA/oLGCBZizzf0XzkJMwg8xEioZ1YSGPKU0R+iQkgYxfm/L5DL5eoXGXqRSoKH5LFV/LQUGzFzKFiIIcM0k+UbvQAdtgnbJ4Wwe0kPQUJCAE3fmMI5uJRsOCypHsa77+h6+vKDaXXZuW9JfzdcHG3Lq5l+efqZ4Xs7q7my4ZTsrzPy/etsyPKZe1Wd318QaX/KnlsO7HUNQaOJi+5rJ1SxdfunBFUsc/5D5rdHuiZXJ3c67dv+yfqK+nuzqs2skUgBt0yE6bU2+S1FrYot+uv06Pmq1QY3PZGCNRpESsSLnQxoMMEL0OVeaoeOwIIPMZm7IkkGU0xaEQVVOoFgNCeVMkyLOE5PIh1c7Jdzdd6vJCxpJydVXgV5jxN/9Q/edXqr976bJV3NK7q38xiMGekRdi586DZ1VPZGfdu6zkw7RFvw1VMS+XCd/irGjhe8dB9CFsujfJNo/HYJCxrontw82YZe0LngiywZp3TxmvWY8ugU+zz4q80InJ4iRt7/qpnfBp8AuAwLkHEWIgBOPILWsZhmMZBuEa46jrAJIRoZJQTKJ7Z0DZG0x0Lwu8VgqiLK6FEMhQNgzcTnH+RIsrUwu/cmZqJ03ZOj5egk9f/rvtq49f8Rr9Lju6l/FydSLxWAJ2Hv0u+9RKxou/iwc/IPENJ2SN2S0xIt6QyQa4kSaJcRpNJLL0hNyID3i4E+wBjIgNSTLHRcWhzewulgmwGbbMIhYwUEAMi5UnyI2jTtmIv1aOJCUk4ych0szOA7zM15rJ15rJ15rJzzSTz+JaGPWnNXOy5anpBptaWkwtkMwmPFqptLT8jG5xPerFr6t54hnveTctPrTxxqHLvjfv7g3PDH1FgcEohsGLIh3pZCepH8BevZTCAAEBPHZQJRrdkpY2HkNBEHGb8dmJMbzXECCY8AFHSlX0kkoj4DYdBBzUI+4wugzwuIUaDW3o38GnTn0Kn8w4co3hL8KiyXlApWLxbkyr1etMCitQ4uxOxzlm0W/j9pPkayTqiF6gbS/BWvvhinWPbIBXYQAcxoC48ti6Z6pjGAobMDQUfdaEYeGgsJg7AwsThoWD0oMAvkcpgjScoyNX+ACSNjN0o8bQ0ZCmCwJGNiJHxhkgwL+PZgNuPZlvEuRRCvFa3P4DallNGSZmBmpAQHCAYQCBhEp1BiRSkIIAEAI4BZFpcOQydB4KhUndaaMyjKNGD7dsOLxumiaq658ZOYb1t5+ihUyF+4WoRBzQ2MCpn5IYEQoLIzz2ENDUeoee9A7aH2b6inq6r+idNTKpQe19PehBQjE6jUBNwtY53dImYafAHBdOCAwQRCEoIB0SZI3eoDbqjTK+PmLcbGTeMk4ZGaMxYMwY8XWjXiZTbGWtA38Kw0MVICGsMqm9CewEzHFwgsyDIR0U1wayiuEQy7D0aexmlnmLnWIZI0s6LL6OuY9JZFQc4AnBQhmS0Qf8yZDlTlGwbDfbJBEFEUNGgxgXQmq9Ri1oSQ2drKvdojOqSY8PGmSD3NgkGeRAGG+whDUaAgambBg0rDbsMbAGkKHKZI11PTV9gDEnPoVRuGW64MnTrtDQ0qPkaoUmCmhxij9zn3n+JKWKv1VH0VspjzhFGYgsb0KWgXqxRh3Llf5yaIZCvqH0mQ20f3xuqhHeB56m+cxsD6pYBBmexdw4/0wOktUKm7IlU8REjOc3Vx9evfrp6rlk3T2lv3Wi6+Eb3JMiGcEH7G/p8zqrd8M3KO/hwXm4v6HOQ4CFbsR+UgbCkQ7E8zU+okxcnngf05h8nnQRRTRYcKvhWswhdh9e9whlDn8eObaOfmcP+C1cwASwdm0G4N1LaNl89ARzsWpIJCNKlakv07Il1XuZy2COlq3/685pGxnr/Mexzo+U2BTYwKvBgjEsEeaST05qjNLeuXfNPTIXqebOtUskSAUM7B84MoAGB3YN7Bt4duDVgRMDqgFAWnjIG5SwqoeoeKXDRbXBrplYi9dIHIyQrsXBJFT3gLYxpAQuHdTopSNZTNDfkp3ZpMEp4/IMCYbIyBpB2pTZl2Ey5MGp054K/j8+FzPTjehOVQuGjZrqFUa4d0oENhkLTFBst5LglzQJ35sej6T1uSXT9fW/gaumbiMZRJmp12RTos7qkRk5Dsvx1SSOL07H06Z1EOVd1828K8uQwQc3ufd5WZesw29jQDyIjQBiYuG7Zu75zPQ9Qi88j/s26MM2bD1ttkES63Gz33iwvp5G6iQV6w0XJyFIZpLl5Ooka0wGkjuTR5LHklzy1EDi6HQsC30HOo7ttKvBh7XxjTPaWK+0kUTgrI7dVQu+qQVvI6CtDrCbmDlY50+DJnijbARaUbtXizQqQ0xjkuqJIet2uCS+zlEXr0OOZANIi+lgGoVQOiWnqFtu3XopJS9bI9Ez5/z5+MwdkVKpxixoEpuCTbhuk5wZR9fKHi4AAkTrC5ApAsYAmXC0M/BqgDMjMj33kNkqBQLAM47Wyl7MFEml1bpNurd0Uzr2Wd2rOsaow6qRzjaOFh0IWuuJ2SXTwa3Gpky2sVGOlqRGOZtNpxqSSXKSlBsaGkSEVJGIrNVLxkggwogogk2QwgGVrKL9X2OTNql2qhgVyFsfp859G0oBByoAEbp2ZyaIV1884nyqokjMySdXr6rUEq1gMZpxH1UYY845cwicZTfmE2Q0gEjX0S0zGlcmBai4JZHOuBJhrETWTjMX5bwpS6pAfEztQ8XcUIXC8WljkCaBDRakSDhCXfvYWISED5OoiU1LFp4jmnxzJ79z18CKnobNzffIs9YwC+88m+v9p+ENizdPHguvim7FP1jnYNJ1Lf0L2m4pdty07wsr70j+9tN9DcklBnXdzjub57x3pMfZsx3/PlGs6serVxvDJL4FAXQ+BNQf4UrQQ/5xtBhjRI20uGgjVoloxtj3+Q9Ocxr4oW3aQ2AsDfWXiE+gK+OWf7/k8INUVrjxe9/hfgn8YDYYkeuLgUC+PRGNptrdLhewteO/TkHktFqumG1ORAJy1K0VBJfbenjaH42N+lwmL77ycu5o/pWjeUji2o/mplOv4itHc5mc+AzekM9Slp+quTOUZalO827QxEHE5qJh7DSzoc2qIskfMcZppl/mnerZl0mtHkPjRa0Oj9eRgbLWLxaH+j3eHo1R63zRbDJFvC6jfo5scWgMTRazWafNZm16WDdywbvQt6boyv11cPDsG77/06HZnVlP+fdLz175EPPpoFGrnhM2GvXmgFEfMi11WUWHw6VRafUk0gDzlBqczCphNeUTCMuktdyNIA+GwfngEtl3liTNXTirpUVeuDDT2AiSyQtDtpHzl0UD6pBaTzwklvPX4bNlyzJn9QzMapaWtjRm6k9B8ZXcNATJ2sRHxVdyJIVdPn80n3/pqElJZ58nmeLPACZJHhk3QJLQJANpJknF+07mXNCuQKZg/A0IK6nMzgQxR618ZfCFZr1m11Yvivp9TdaiGC5YmqNW7xXxrMbc3et3ly1FkvM9PWKPOZMwO42K9tNQYTBEysEzcTF5NFcM66xqa6QuKNjdITusMxqKsQvGk+2mvMqpFlje7Nnz+ZAnpQ9bA15v7JIlk3u/UAh/NL6SDacj7EdOr1trUTu0BrVapbebar4dgi+MvzUUf1hGcOdw80ADGAIrwQ453p1Oz+kv5nIt/f2JeBxEIhUYNi9YptW4lnWXe4tN6cFcPJHAnHLjgUULwgShOmC2WoEG9w2DAVsUJJd4hqCP/ImTuZdI1uZT3eLlZ3IiWRXrw1FJMw/XsERdK7Vk14qDxQc/GQqVhdPI8CZ3TlVyXvqFGxeuW3M0eVF3a++a1aPbkt7cYIu/u39kQakZnvNhSDMaIh3vQ1q1xbfE6DJrB+bAuuuu+XpB+nJrn9NanP05Vai8rPnmG269eOPtpY/EkJhMn46hydu/qrd7jdHMtLwmuMC4WXva+YuYZ66l/lgj3Fr9zkz5C2eU/+tp99fKsU7z6alr/l656sqZ52RJePpHlQOW6gQXYVppAWeDEbAOfEmWKqtXr1nLJrSRBa2tA8Od5XLP8HBBkkB2bSKSzUYSa1nbBrfH47Ods27dqpERU4wHIUIzomlB/6LOjtaVZamQ8bjdmYcVDgBtuwFJV5QXX5phBBnqkqCEchSSbd5Uy1covo+CxKPkDxdQFypd1oJMCKLduCYnO+BpgjIFFUZBfHafhPvOSNWLRnsXDZRDHlHtNMyb3E9Eq31+y7RsXdM7e/Zww1As9KGk9QHWXJ03I4L1Wkav5SKWtrn1Pb5birNu/urexu0DWBDPTVFBvGNwoNlX9zH59l+XT0tsElem4BDT2IUz43Ot3MVijEhkUSVsBrX5pVPWGVzvkmMfhmIFw8i2iiK47kMwm8WYzX4Asy+fidkzUPphGP3/jMz/WyT+H+OO8oEaLjDONs6My2OcAQdoBRfIGTXP61HG6WwohHy+aAF/isOACgZDAaF2CNsy9U0hr7PFZ+HVarMF6U/J2tyZKosJ0hlbmQ8oLPT0jBEYP3R8InWFbX13F2OoQdCgh/Cb09C8RahBs+7DoQnFGqTSVy87BbN7fDWYaT8SZtU7if2CYfar6fjyM+Y+dQPwt8pBE7cVHlNbse1kojxQN/Xf0EPsd24jfID/qTlOyqFbjHMiUKk24Bp4z/1WsfHxvQ/wwzP3GoAKmrGslWn5v2O9dR5YCrseApGpE2NWt+QkPq10Rmonfi8hGJaMrB0s9gUGHkOLsB1jR7eAXSBA4rsbpMA46pO1AFfjDZIgqA+jmzE2b5UNfY2SjIskqaGc6OybrUHz8U2dqB8/oA59HpTx7fhy+VFa3orLG5AgG1kjsCxe4Ot3WcjNlnEUObhAFq3SAuIKwZ+04HH0RdCPIvgpLnQTENAXDmJbNxOSxlFw7Fge5g+jvSCDbhzrSCQ6HkVBUEY3ghDoRcEDfX2hcejdnSGJP04Sz7lTPDk5SufKut88iVX0VGoihc9ognAy/OKeSJ104y0djsmk+hcu2y+TgIvXc65MCltBEyn3e24qC6hfFmBbKEWimOJUaYjFCQXSwAuFAPmZwRpyUalDGEQZWgkzIdpFGdbUjAI2EOLS9FJIHRA+EImrIy2O9maDx3hWINvqEEy9aV9Gi6xBldbtI6siWi3BSDKp5gw21mxOuXVmm4bVeWN2s43lF/jtvMoaQbzqxxpG24RNZnXY6AjZjQ5Hakm9z+bgI0bB9NX+bFGvC1uCzTm3zxxVq6M6e6TZ1c/nhECuPq2yNv3BljBobLjrmhW62obpZ4tCe+Bwjeb+QPl1D3cJpS0t1sS3yB2C0JRNxF0ub9AX1zCARxxnjmebmhJeny/BaxATTzSozfAdMzQbjQMRGIhkIuUIIjsmYgeZo6NbtuBOXxl9GSvkuZePYvFLFHJi1hAGfTSnKHEZkax/RhJ3Wvk4ScZexBzhfRD/SIDDsMfHhi3e+B4MULPfYjMTgBr0M/BUc9Pw5HPFfrbO1NUda9p6EkNNp4+agy05dy6oUYDm7lc1YaAlUipLZtrPBL+iasR9ENC46q1TE9UXZsoTM+XbcHllpjw7U345Ln8Mw5yhc0TfUuaIYogLU49ACy7PgePwM/wPxRj7m1r5m2CC+vj9TEVlAo24xjI5XhcNhyK5QNygF7Q6tcNubwRZUR2PxdSapkwgGBSNGdBod4xD5266LAaWfJQl0x0BtsKin8nhfy/ncnSPoU1kIBGEWAshf3E/WfiELOEVJ8nzifOV/DmIMMSdApbiPFOJFwzNXq2eu8uwenj4bMNtaqPJu7LYmD/LvaHV6td8WbeqUlmtvdOc9g1K0rnViW3btnGvL9wavem24mjHMt0Lw8ueExfO+UzXJa9cmmxbm7jjX9q3y8O6/1hVeU5YdtN1S+6eP7D93U9t27oV1OY++JlPqUxir7CT+RwARxhZKW8Eh1XX8CkxZuLInAj2NyTKwMQL25nM1AjokUMsAtu3p5tk5sDChQDILNoq19VJW2WrE2/MZmkrHd8wmfCZTsQbjVbaCmoJV6h7j7gSIMhNrebv5V4AF4LPy/GBhcuxrbt8OZh1QdeFF1480pVNJeOBiCte0BgN2eWDA2jh2WePJMfRjgOp1AjeydquORfOmnXhhZFI/GG0A7iBEe140OAuaDQQuimmsG3z0oSIFRqawOclbKZmSCqvow6s0DyTa2nBWs5R8ce4mxwly9i0tJB+Qw+oxUpWMYa8HzlQI4rj/yFq5RRLJK10CGPQgi/h/x2IYJAsPsWTQ1SK41M/Z1OSPvBKpTw/v/pC67VXb0uuW2+wtfecFe2LrVg25PUkQy5tdbtUDgtaQ0jbHoJrVeeeK/dWWtwsr7dH/Rqp8tk1+ctaG9ZuWNfYsdbekEraG9ZfcHHhkkjZF1++fGFHLJpcu+X3F7RefslFja5iU1K3E9YhVs0KRsHg9zrV1f/kwpmSy1nqXlq01bdGk4ub62J3PuyD9XWf/ZfHVnRU5rW6G5f1NalZBE0Bh8E8e21fTgx1tufNvauvi6kjjUWpUWzf3KIRCmmN1DWAmaFTZIAZ9557uF+oSnAAXgBvh1+HD8Kn4M/gHxiRiTIJJse0MzLTyyxkljHnYDmMMMhILKvVHsDMho9bHLWkLMTz48AXp68HCKNy5HNKz1AUFQLKSAjXy59aoYIqLyQyFguDEmZkIcf0ynkY3jlyQJeuUNbSI4YpWaOWSCPyqDD1RUQKCvYIxvCzMYrjM4EbZEscEvFSnryVfF7tObUzZXFE3kYKyepGNN6AEIiyPvwp7trBkBdMK8N0UQy6eHzttFYSk2ZKFA0aP4Cy5GIpHMvUVuYoQStfW6qNJoUllAcV09s20z7y3lC8EFLW3ijRYEYFHvZT4LARKJNV1OMYBOY6AmL6oQi/4rTj05dSg0o2WhVppSIw8rkyWa+wDP3QcsZF5dtqogTvLLj/KIui0mUNeTIeqbyHaASnjjhcztkdBIKIMlDafmglq6KS3mTPkXPUFuR0nBYzbKFBpTb4DLyoVSHWJVgsnE7F6Vh8yd5gMNj4UIMjX9TlGpu6GcYRbo9V/6gxqVvUvC1eDCW77LpishjQGeXizvb4ni9UM45PxYIaL6ezuK2eIu8ReL/VnIhqDZymriEcy7sDKWvcV90YmR3wdsQ/7Z0zq0lw1DtMQUMgwh6wVw9IXm8sOzubaUXxeoMRdsGATvsC5FhkNyVEGycsV5s0WqtaEzBZzLqVzhabW++qczZcOfebep2GFxt9waAgmp32bLPWZNMJBT/SckaNn7XZfDY3A7UaPVfH6NR82MAyfkbL63mtxoVYkyHqEwa7u3fPYVTcJQYPrxFY5t/zvjkRTSiVc/O99u5mfdCUb7C6o13VLRa3zRYUrS5BLdirf+6DCywaA9IIaoNdjLICq/Ua7SKnYlTVL6eMDBNnBYNelWbedEbHEcezMJZtUL/nPP0M3Xu7Mxm0uKJxg6Ml+N4vBcFq0FucIUHNGJ1GjcroYzQM8+9ardkk6r0hVgcdaoHlGA2LVEYLr2VGodZoUkMGaxF6HatWIWY8MNsPj9mjQxo1Cr6HagfMQ/7Zvup6f4vWY3B/3hpVG1S6gODSsHKv0e9+9/vuer3aKhjsAnspbGdUTLAjoBFMnDmYs7DVN0W1XdC4TT4pzTdvaiGXywG1U2OeXcf9xGmKRnlXPqs2qYeswqJ7FpijNk9jyJJr1BkFTsMF69V+07mF5zU6fTBoDHut0Ovw1ReDYa1FmiW6dZ7cRo/HZRBcvvqyzaivS6YssXaLwYiy8zzPX1dvMybTKb/Ih9L/1atfvMbk0qrdlsXWiCE017DknkVIEEStWedlOJ5XB3WRSEiw2K/2tfh4nS0Y8tn1JptJ6/H5BMFr0AlWk9Ym/Kto9l3B6zmzRTSrx3UuDa9n9qr1rNliMGuaUiszFp3Q6Ie6kDVZb7Mw0MviRzhtBmZyVm9XrF5rchpEMSuE7WymIRfO3Fj9vSga1YgNapFKNBoNQYPDhXf2RoPB71brOJMHPZifr7b51KveUjs9bqE69bg5aeznRJMBCw6rGb13z5nnzALcHI7XaTiTAeZ8Vps2nDT4ETJy9g5UV0Q683t7/Ba7JpzgHVzYrBbVyMSoU4yW2acNRaMGVq/XWAVLyaKx6Se7WsOt8JsWnzEoeDikrx4x+41BrRcfzmsNtd7hVYfirIX5iQp3VS2r1U5u8DGNsKJ16hi1ALDGXYBaDnHfAEfBS6AKnTAAIzAOc7AVdgIGGyo0GIyu+uqwO/I2LAjIooqU5dLZF6dWUcTs1WGjHJjms5lm5NSFnScrK9SWRiISgFwkTlEs3jJQmpZtAagwQSxDHFR1oKKvlK8JRiy+yFKgbJyqGg6Lom68//ti8Qjmh0R2hCz4Lo64V7lS3Ko6xYaLp/gw4fgKn4YxcjFeUD6ZSlIsbjCfNuMnKvN4S6dzZ1yPU/GKiCLWFwlxZO0VSfBbkot97aWcJeMITT7uMeukrvnRI6xW1PsNBl8q7zB3d+U5tcAHEsJXbQGHyIsRRylotRbdbWFktbBNkTZX1BrS4MfznDZq9wVstoH6NKZpl9vozhqNAVNdnON0IZvdFLCrzWZRxZoYvwEZWni1FemMorqD5TUY37yXV5vVCc5qhKHk+z6t6k2nGWQOG32czQB3VFyJ6uOCBkaKcntGewHH6212sxhKMIyR8QgCxyMtQozGZNfqIJzknL5iWK81NIYcGoNF0NuMBhXznoq5wiBugGtjA9EV+McIzsQyrYaxmN47p+xWOwwex2K9VuViGUMaMaO+ZMaU5C+wRpt8+ltsiVTGow8V3P6YXa2xBOyapr6KZNP0nOfL9yTcVp7TG9J5Z71o0ZiCjuq7glX7Z7OD1/BWkyNXl2zy1KWXxoX5szRuwdoX546Zk4sSgtHgLvo+p7YYyp++/IIEo2b6OkIql7vVp3IMX7StOHupkG6dLTdbHXL2Yrn6ZH06cNp3nX9uttvybH0D8wtryPTPQkAFjXaPy8JuNAUEt5DMsmYDn7RrLbhXCYxWQpy2ugeq0xxSOUwOo8YmCma9wcVrVNVf+E0d1u767upBvGGOWoOmKH4co+Zfs/sZxnZMY9aa9RpsX0SmVmquVmXFGMcS+0K4G71B96u4y+m+m5ybePZ/VAZskKyXTSzYvHnzrs3HN7PBzfLmvZvROHQf2ry5p0dGwyToe06B7OSGtkJwODu8eXjv8P5hDgzL+HDX8HFyOFwoyAzo7W1qkuGjZBxTplZIigZvk6QIAKiqE9UHhFe4KDgHbADXgZvAPvAN8Dt5gz6f3b5998YdO7rL3Jz2AWZBb3/vHXesX3vzzWvXLlw2PHzOQrgw2967cGFve5ZNfWvPZz+busvlCtzntNy15/M3fFa8485bb7553QYxfk/DOQsWLmzo7u1tuHrHuZ/efnl22bKBgXI5+/X7mhuIRSOIbqdTL3CIgSI2YJR/GTJAk8v9mFgx2Jh/BVvz+fy0rY8NHLJsdI6smoj3Lx+FmZdy1OgnLvZpHzxZVLJ2AxnwpOe5HPnlcK1nSG0a0Ry3EaXVQF02KkVHRnyIsApFTaYDPI7QTKwz0SuJjlmuMTS7QyK+Hcx2fJDDbK1EjR8bIuwEc658TU1GZEXmksLS8JGy6gVlotypQ6is7oC5lvDKJX/+9YbWkr2c/Nq2lrVfm7zykl9e4u9duKpQve+23ywKFRoTVn9342Cz1F/WMTvO7R7m55AhqSu3F8pSjGHU6p6NLpdvSQ6qNNF0zjlkCXvtKsHtMG64/I3LqzpTqSWj8foSCSwwm1tsnLnUMcsZXtNodIsmzl3X8Jdvu10rfpjgGmLaudNHf34plY3EPXeIdli3aJFRSho41a23drZL552zLBqcs3d1bG7//GT5/GTfHVdf0n7Wl7Ur5uUjoUhyYzTht2Y8vr501Bhryjn99Zds/ZR9cX7Xled5f29rbmuxxTZc8ZneauL4jtfZIVbFIq+hfU6zRm0WdYxV44pKUY63GnSWbNL37vWNDnt0Qc7LWsXnTh2itL3UtqIdwKlF7H7mIlUa8GCuHC6qelTMNejX6G2E7kOH0PP4kC2gbsTsxKY4182CcWZA1sr8LiMX4Biy7EoBlFdV3C+7J2Bm8skKCTgerUDiL46YQ8xF/733msu+doKp5+5olnbAT53xvk7Z18LP5Zl65hvMQ8zPmd8yXCszj2FgN30Zp7xKtcuI5TDDw+lXvURe9VylFtsciWEKKASZi7522TV7/5upZ/fvkJq/SN9zkLmQexNL9U7ZPh9W4KfgtyH7AvoNYq7jaVu04xAeAECNdw/SWD+GZx9iClCzm7zn+Ym8SNvUlCXzwqJ0xXks4Djmwup/Xnpb59cir153LVSx787be80DshLzcMY75/AL+S383Tz7ouYNDXMNVsy7SaMgHFOptOSlh2icII9OvXPyKfrO5yaUdxLVoa7AYqHKXEjeVv0rjOE3c2/iFz4wb6/ih+lhz4N3cj8mnisAqn+Y8ZnhsmkfmHKFjPmzq+BD3H9RL/hz1TdobHMrrGMWoAMk/yhJdW7TCoKBE7Tmh9AOfD0zSUP2cpQv0PGbmfEavta5mQVL/210T1Id8flTvqs2fgs/sHPx2NnnmDqbLGf3lbbJrUrMW/UtuBMsFlWc/pfKd2/B3zibetVB9b3Tvnv2zHfTK7huHzsPfpubJCOkuOS5mbr3cJMzdY1Tf64+R94ztbv2HvGXyrjAbngLU6jVo6U1uF0FH+Aew3ea8LnqlK+Re2zmmaapiSkVrrsR193OHaCxfonT6t7CHZipq1yBYAdYhUZYKwiD22R9zFQyMStNF5j+KYDs42hEtgYdsjojORxuXVCjk4I6NeLhYbQGP/KIrKUrPfHPuqF7HK09YOEd46g4Zsd8chw1yfYMWYk3qlYHNDr4Td1hHaMDPuh7CLUBY2ZiNF8ZxXya5KB/3dyScb0OnJnM5ChN8YIZPJ0g4Xa9qawgRMKN8F9cqg31mOniwXwjnPGbo5GhL609e35uTXvYPWdV+x2b+nsvlK/JLKwLNC1au2MH8/Vfx7Lp7vQm+5xOacmqpclmaN/QPvBKoSniCHbn2yPKmMyzmLZ41b1iTLg7DkwqzvLDPyo5RqN2wShD12k5Rqf+Sv2zDLCBIsw+BKSpd8biaSlLkhYF8QESNQaJCdp9UoOcacObYExqaLA3yvVpqfEw6gMxdJUseAp+0RWTCn6f/RHUC9zoSuBDvbJB9sguSfKQudwej3YcLZENwc3CcYGRBRJXjEio8ZjJKgmPoKuBrZbip+C35w6jMAgRP2W8XgrJglMKhTz19fbD6ArgIbNXgkr+YrNNms5I4qFTWUkyTmEcxWW9VtYbJK32GHecYziCT1EsgcNoC2iGrbvFkxhBk5VcJuV6PZV3Eu/nZC4zPZmFjKWUsd6B8UavuSdOklGTVEacnKTJe1I0qB3QGS0fiENqg8p4Xs3784HhPDL8ffwGEnukz1zY5vB47dkb/kNrFBwvWgN1Xpeon03H8HJmMoY3clrAkbvpL4MDKz/3/Z8smM02+o0CPyfqMihBEcOnhu+KM3GLc5W4RToPbX81RWK0pvrhce6XBNfgj7JwCrdZkse0nqL9HdkdT5yB7MZTyH3sFHKBB111UCGDcdT3XTkWA9rH0RIQBMLHw+U4umLM4+H+t1gzYdS8H2cYYaTYPZGanEYZRReoYewfRRcNFcPokjQUXf6/g66/DtXQNXl7kKLL8yHoovMapprZr7A50ADmwzUPYYZ2QvaQoHan1SF9qf4b9QyuKNq1bjEh7taq/CR0VItRN6yD78yDveNTx8Ya0tLc8ampsWSK7N+R7RjWnQSHnQSHnZ3pboKpbtJhZ5EOmzurILoC0lkFKU06bBPGqYR6x3I5mwo/fcwdIDMC3pANpTmSChjDgTATDiv5ZzWC5H0ErQUG9BlgR4sO2GwN07m5+gvpuQTZzSTdFv6AZoLs5uZcQIaynMb4lnW5nB0hdSAKo9HAOCqMyWo1nVw2iCkmOha0212HUTMwYWST6RQ07cPreE8SimNMYy6Lj0ZPwzk+db3uLE+Qbolr0CQCH+itQAmsH1XyPdBpaDY/Q3CsYmdmAipZHHJRmoh8Jg4C/j3aYL9ybjruy4sL4nXVL179yBv5jvvbz1/wwEMjcPE/DWzxWKx1P9ly8WTj3yQYVjDpbY7e7zsDC+7cccWma44md941/8Jze9w6a87RVl+/aANc9TcISMnr0MDNAwKmoN8+BGIYg8m0FJsmhDAhhDAhhHBYFyWEECWE4CWEYEpZCSGkrBYdIQQRE4IFc26NjOWFSTKZ3hcnStCctOoSBM0OjGY9fryDoNnhCARMhD3ryFSAsETmXRwi8y50dELrQZ6En+OH0QhUkvgBNAJI0CyenDyJ+7OJclqM8zP78wQp/iD/VTr0abGpf7cPnxG86v+b6DgV2EpCSz4S7NO5NWlcyV1Up3MTWUr565rTuat2tvb9jJFkvPmbXM8OHsIwcpzB8ujaNooy8VG87AOs6sPYkZJ7dOqyM3LfdsJfTb1N9bbLzojn6ARv1+I8PqRciV9FC1XvYbsiDdphHZmV9Y5sMbulC9wXBJgf6n6uY7wko4Bq/LTZWvYzZmuFMo3GcDieSIwjs6w1hq1GY1jFcGTSz5gMISRztjjUKVsQoUmEEulwPNSYMba6XJbDaB1N72fwB6VsK9zcuquVaW3NjKOzZW05BEMh9d44jD+GdCCNIY+1PsDOzNySLSpVPGx0JeIkIXo8rm4pwdKjqB24cMUtoAOadou/ykxUXIThtNAYOied5UVoszK90MFoatKFWVMLjbowkXD11MRJOteLLD92rYGsbtr+ZPv0PLgKwGxoehJcLYmFajruFquEJbrQqULGFjo6BOOK2lgbcGIuVCbNDcM7/jnqb00Uxa5Yqc7iu2Igen3AJcd6CghF0iOOOmfyn6tXWoPmUsgpWnvC9qxq3+Ghr2zYP+/2v9YbffMvGF8cyaucosHsgYGwJ+WuDxh8ehoi+0UpDOsuN2p8LqvJLhhE13SuWk6eoZdueJBdP9MHxmt0oczefPmjy8/MWUzztY1xPe/PI6zMgOSe/Ojy9+UGJLNZfwkOUTq98Ixcgp3gT1NvflQ57rOn8mE+cXA64eWLssOgJLxkPiTdpd7plj5hYsrHlcSUlO/lP14mydyHZ5L80KSRJJZHSQ/5yVNDfuJ0kB8/A+RMPjEMd8wTKweXs7/jGP04WjPGa7X8o+hyXFqTKgd/jn5uYSxk7TDMFi1KWlGXhIJ4Y0FaLZmSvOUBB8yIv8KAoNPlKmRJvLcxIOiaIjVpoEwbJ2YVDbJjs+9+lnl6+7krh92p+tK1S+dccVb7xv7BQcLlP1Vq4jQ7Lpd7m7ctzpmm82QQGlERGpmmMe7Pp2gMQs47XY/70Wm09AL71keXK/kU2efNKpKTcfpc9YSSo5HWO4t7YzpnIdqP6/1PLW4Rn3PXz+Q27IRXsftxuTy1g8+RXBbsH2dg/Ar6AmgBTz0ELJj/+jH5/rkAgRZqVXa7zVZEsh5zTp8q1RiL+Uju2u9ivlvEmvvGMQBMPhJiagQqxB8g676grKwHJD29EaH6WCwVOoxy2L4/QgzDepo8xuqRAFnboKlYBE1NjY8iiZI2tohJwJr4J6KWUX3NmcFEOdFCGWTGaaIsky7S1j7ZjhkpSQyUoYwzVVvOkdAyZpA0AoDuMCHXUjgUHDWSpW5NwiXpYDzGshSbOWdf2XxTX+vKlV/rHAiUuloX7Nlzfs/KOQzbk77yCqls1HhjDCPWnZ3P8Yx1iccB64KRenfPgsXRABTb5n9ZG1yYy3eF6zc7LYLdb5mtLa00u/nwRRa3gXNfUj53/kw+FQxvTCcPUzxRfKjImh5/VHgU+yS3dLoeKSf1SDkz8LfKyXPUu1g1xuufpuNUVQ2sGkSwbL1LdnicWkEa9tyWZC73fsZ7swqFRIdbCpG+YtMaJCRjqcuSxQqMDeXE4wkGy9N1h3YFYEDraCAY1tAZXZqUM2oVWZE1EkTr9lmhlUwcs1o10UdRieIxAzQUjyfpzKrKRD7vyjgzSpQhRlx7pjJRMSv4UsQaFWqhWlQFbyrlTuXWoCECxVp+B15SemgoqGp49+XeJX65tTC8Z8+l7T3WLgTZ9qamRcvhhnJwbtfmzoEbetvmzrn3y1AF58K63qHlQR+EImztuk8btc9JtHQkyhCkLQ2DZz+kSXsdS0Zn5kcSmGHc/Ns0btS7uP/AuPmT0ofYMfad6XqknNQj5cwlf6+czap2Ydz8eYYGPs55jJzTvnv0jOd8rHIsn3qqF7BBVsYU8M2DLs4VY6iB5nBJJrK3u6ToOFop23fye3iG57Wy3Ys1SYNeH5hyQRfx4ghWm+QKiibJZfY/iqkggHUgM0bz8gPpdPIw2gEgQof4qAvZbJg1Nx4yGDIsAIFHKR3Ecc9m4RW7iejJZ2qz3B0tNSlUnjRhRkxJIY81pExtjUVY0cNglMgcRf+OS6XTI0qnk3eR3owlVLHEBqt7qw9Xf3HDLbqkqNEJ2Y6eHZu/4A+15PqaUjfcsGfpyPzNV8AWuEC6NHvo+J8gdwjGrp6nMeq016/ccNU5bYVWb6vHXD3R3LFv3uNrH/gW1u4oT0SvsF8AYXC/bFIZBLPTfLn5pjBnhPsgA8fRelkEBsOtYRgmC6wA4NU4x9FCWXMEg8212gu942jkuxncOTTKZEisOh40mMIg6MJAksWg02kCZAVLrJECEA2Oo9IhxWRSZ7ACSHLZKfBS0vCY6dzFCcz+sC5fwSYrXY3I3FLBnNEpTtA0KRCx/Clup1gydEyHOghJZ+LQK5urf9x/+/nzB1Zc5DP4fbnwn+/dtL6SSg5Wuq5aeQm0I6b6+qJ03CjgnsIy/ZXWm1+d27Um6jdbXZnufTM5Tlkt5ik3yH7khH90wrnOpZ5tHsRqAgaz7PRKZrONLLpooxP5MWuw2VwRLdASTUeDGYhhl+uI67gLuVg2YPDaCDiMwA5P2KGdRD7bvV4qq+s0GUIzdNE2zDlwQwGWBrXMcBmSCjtFEmWQ5VxJstPIabyehiHTAShp2pLzY2Ocee2mwcvrZp/XveD88xd1tvjtHp9g0TV86trr9yVbDVn7TbBO7h0K2aFo8re5A0ab6uCXLl6drwxZ7DXfM+lLKhvu28/U5O4RrlXpe+gV1QZcfrRWvou7fmautQ6X/7hW7uaaZtZKaFfWCiDl6F1uzUzO/2dqOf9JfSf3P9N590l9kneflm8i9UG8+jb7a67LHDN9UdGRmbvZ82eec2TmOd1Tb3O/mnlOx8xzsE7NrZ2Z154zq8i89unv5rB+QOaIf/AcRKYOoTtVWVyfndYf4HFVDmtjnz7AIkTMMKPNarXhH8uJoobjLI+jT2Hkm04pbLJHQxLXazSilbWgDAc5S5AXJAtnEUUbcek4cPeIEiGSyxD5kcLIJ8kSqDFFst22lycUtQArt9dyjc6UQVmpGetxiHrIHVYy9wELfT5ugccn/xP+63bZ7Cg1ssm6BZqIPXoxUeKY+5Nt7Wed71S5QwFvWL4ia5i8eWac4DiBifASbXOoOsC8hrbgNnPTshUtRE/hz4yAS2XB5jRZJZFsLFg/lU1eOZaRvLI3JHm9YVarIRP1DoCZTnCAZY0klZKfpISxuaUR/2Y/4/c7D6NWmtWSEP9JYh2mavoOTQ5ibqGrX00oBnwt8n66v0/LyHhtbJXEhKCF59/4qdWtS+p7n3pqRaHL3bJ8sJTvH3yYjm9KngVaO4zVR5uGPXoo2r3dOxfOveNr1y22F9tXWLX+GXlI2onh8OqpvGfsr5S8Z1TOdLHaGo3kuNdm7KxOcCHHf3T5aXPl1dT3UZsvgu2oA7JgCmr10lOh50MMXQ0YW9dhIq00BqmRaCsaLL72qqAKxGpz02Mx4H8Y20gicKJFBxyOaauKmEl8PZlhvrN+Tz1TXx85jAqAJ/P9bRLPEz5zIC87lNnlTpQCHnzZQmeXT2LG63aKv8IAp3gwk3VTFXehkqZFyQhMlBeYqg3AUJcgf2qmw4xXsERiMWNKNH6JzgtnNy2pS58T8tnXX3Tdlz93932xxhubV/VsPW/nF65+dHPDBR1xz5wV64c2wzqdoIolSl/qyHbMacjdsvcrl97wWvKux84++4J4ZG1Qy4q+4uXBoeZyLb/NAPsV5kbQACSY+3h+YFHxA2fyjU1NuWw6LY2j8oHGxtwjqAyy6FqMpv+lN1c2Njams9lMkySl87lcvmkc2Q5kMmm8k+17SUZfE0LqKMVNdE+UiUYDD2PgY0FJsCNINcdu8X2O3cAZjt2Uexo3dP2yfGaSpBElstGklClpsc908dK+5Jqu0qIYDJ/YsVtzwXws/211zTkXDOxYtXHg4/hq3/vS5jmLey7vWaHIHBHcxEqqz4sxYWIzHYvTvgosJIPEjkMLF0YiMtNbG42jdY+wT9K6vz+z7qpDPT2iKOPuNVM3DG5CT/IQ98sJOr5qffWXyvxy/IzFtPz3Z5SHp/ToSe53tfo8Z4NJpf6UHsuO4Ex9W239c/p87negHXSCE7Jg6ITX1j/tfDKNOokDLxBOSk+7YUcwmZU61PZG1jdLmP2q7y0f4/MZYzA2jnSyJkfESzPLNo+jq2WtxTJ79qAZms0CyZxmRByYjZmnI9kgzZ7VYVc3qnSiJWhhLBadLgK4cSR9N5djCy1EvfA2N4sFWGAL7GaiqnUf8UFfzBcrRwYjTGQcanZnRhUThSR9nj5UGK6yIZTjoAup5bEUwoZLOa8YqC0tzjLJV0dYM64wTUsk6oWP06AZ4lklUd0mEpMXj9XiCplp3Yz8kaS1isPOgQUWIrHrHRA9aVDZ+5o7ShqnuGXsgfXDPVuk5BzRyDvntMkhvS2+bcNQOd94Ttqkjbrd/qTfuSPbkGk7azZ3Vk+vf9C79Xdb1poa6wKusWIQJqTe4b1t2XLIVl/Xuu/KYnLzyEh396ybl1w9tMkU8rZf1WWQbab3Ns9rqk+qLUo+BkIHqiCwgxL4tmzu8S1hz7VjHR+SNs2zIhvxx4oW4o89Lov4ACGzRmPOajSbMJIOIx0IoxVjwaC3RBiCAzMEu0olBgn8U6IY8nqlVDaba2xMYc33QC4nkWFYzMklyUGG61qI9+pXVAme9gXgnxNDXtF7KS/GGCLAJ8M6NClcbZETqERfWpWJ7EqUJv5mxeHN8KoQjY8sTucKlkp2xU/KPGN2tt24xmr2Dy2NeTyxtt+d+wb8zNxyc/uyr9xe/f6lfZ+LPNO3q6XTZ7xUMqg1Ysdc5Pbn63d/M5+Kt8xqjt+U6bt+zfOTw+duvLH6l3NWM7KryXxuZtHKC79U2T/cdexb1TefeOI+EnRAOogacP8GOGxS64EL+LAO0Qgk0Ay6QB84CywEy8EIOA9W5an7jQ8amW3Ga423GtEVMbiobm0dE6nL13XWoeWzzp/F1M9qmTV3Flo++/zZTP3sltlzZ6OlbRvamFhbsa2nDS3t3NDJxDqLnT2d6KkN8PvnwR+dA3+4Di4d2TDCLF95/krm3uTBJLM2CQ8mv5/8WfJPSfay5O7kzUmUT3YmFyXR2jnOOYn08KYKLFcGK6srqFKJLx1KwEyinBhMoERGN9gLe2Euz3tQRu1l8xbbuWL7qqE4NMYH46vjaF8cBuNkNT4UXyj0hAfnl/qDC4vzAvPXbG7Z1bK3BcktQy0jLSjQAlviw9lVcFUg/nicCeB7N8X3yRvir8bfiqvi0SXp9WmmLl1Id6dRetG+FEytNm8yM+YVQ1EYdew1wE2GnQbGEOKLmkIEgQAMRKAQAtrIBdn1cP2m8s4yYywHyuXyYJktu+d65g1kjPPh/IGm7gW5noHMkSMvHzkivlw5Ij6HjzKV0aNbxGNK4XO1QvH50crR5ypHn6o8N3o0X6ngC6Mvb8HFlUrlKMgcaW9/Gf9w1edpGal85OVjT81cePnI8xVyZZRMSBodPdoiPnmETK4mVSuj+EfSWM/8I4FEkUKkEOLIKrsRUx6ShKRkXkgBH9OVdwv5Ai4NkRyYJMoXRmwRU4heml73GBM+vTVEHmPK2/JQSkEbZjzKDoqRsEnM59Rg3auwc/Lfqo/CTqa8bl317f9YKs11JVZf+t4NpIzdUX301XWTe6q/P/Hff1m+7d3vvrpOKcQ33XzP7bd/9au3337PpGHdOuSnZfhB615Fh7+2fP2t/m9tuuork0//8KmnfsjueHXdunXv7YCd1f/6n/Sg+7PwdehZ99cyfrfuJ8yTh1cWG5mb8HfgEubKbx858u3vHDlSfQB2vrdjHX7dq8i19nvPXvwSmIL66h+rf8I8CrMS3IU4QPOLzfkuA6sqfpwpyxbAsVUEtDxbhcClVnFVBj0CY0AD90MncKbEt9sn2wfEk+3zJ9upQ0p8D2+asthyMNXhDQQseC+Ijrwnc+BdEGSPEH44jpXUN7jDtM9eeZjJA4HJySktJ7sCEg2q41aom1WIARqVdo8ABZfDjTQxlTrGszGIYozqMHMT4JmbZB0ThFm4ByLo0grjUD0W+vW3nKnUwMlK+/zXXxcnlL8BsXt9168r+PPK7fPFyV9XyIBlT1dPF0T4KwWyxjCEc2G27yXoglcwb8Bl1a9POqvXQFf1N5R/b0YPoPX0ewVwoSxdy10rvM29LbAqTiWs59YLW7mtggpwCKoErZrncJuRcFKtRkAdFLUZbVmLtOPwSlmLggFIPhjBceaWMd29nQR+lYnJyiT+NnECSz2aWkmZEgy3jFpQIWRDebq9twBzjSfJBj0ATe+8U31L2ZLvM0/9hl3JkdVMA3CNfK2a5c192j7DMu0yg8qpc0CrTW+HVrPezlj8OgdjcWnc0OrTuBkLUHugFak9jCWgc3CiSW/nRIPerjIKOofK6NW4OZFVezhRq3GrjLzaozJq3LjDq60ej1pvt8916KwOh85oMJBVynleNRc/wxQIeL0sy40zd8qrGWy5Op0AzmUsZrPf7/MhhlHbHQ6326PV63QaNbBasJVq7NDr7nf8t/1+vex0S3o5GpPKerhHv0/P6AdC2E5kYIdHc7/7v9X3Zz2yZ8SDPAPBu6+i8Ht98nVMf+1iOz7ekkqdpKf4jNAj3pbpMWYTtAr5m6wdvT1dQIqmD8mSrtj4vRYbwXhnfN8/ulB1pJDHv5Alj/LkZ4vgXwhFLBEUgbjojs98t/0E9A0eH3x5/htDn32w/Y/V44Ovzn9l8DV4W9srrfDil2D8ZXhN9Qrye7n685eUI3Rd9ecwTsdxe6byrFOVxXZUHDQyZvk61szZHeZl3Ll2bol5pX0Dd25wG3eZeWvwsvS13G7ztcHdaZ0qZo/FYMlcSPfA3vQSTr3VfKllaxppRVOjw8mH4tDtgkxjOh4zmdUisHsSbpUQ0oaNBjEYqEd+4LAn6hvTJrNo1Ao6vdPtAUHIxGOhMK/SsS7ftiE/9B+GS0mYHlmkjiSTPOT2S+A+d4KYL/gwQRUPu5S4z3kYkjRUcx90aPTbjGThPRiSEyJJfifKuGZGLIuDIhLf1IZIWYiWhcqhwRAKvakeZ1Y8qOU5zbNO6BxnwnJa7Xrc9ayLWe3a5GKMroCr7EI7XXtcjCvlN5Dx4n2GZw2vGlDAkMFia5zZK+v12wKpTIpJkaspXHJoyAqt7myU5nLDZWI0iO0kWnUnu6eW7JLd5p+57g/6GT+5Lu707fExGazmyjq95HNlxuH8B77nTA2Q9d4r8ydGUycro3g7IL49On8iNXpyYnSUpAIY3bJlS6Z9skLI8M2JSiolTuLNycrr5dffnCBn9ASS0HPyA8pBy2k/RwvixHZDO/5HFhdup8vG0wUa6kyKjlvIk0mVfCxuUuLKbRGs/Mbr/NBCLS2HhdrKcfjbJx989l8+v+8R96RjzYl//cUTn//2i37IicuwXiPP/nz/qsEVP4dfa/7l3fe8alq71jJ2S2hrsrp99rN3H3zH+/Ah24vf9w5dygLrSGthpXcyZ9jU37nGTcTF8qnvqx7FfEcgnAekQBs4IA8EvJu80Pszn9/q8/l9Oq/K6g8G/h9hbwIYRZH9j1dVV9/dMz33lUlmcicDSUgmJIFAGsFwBEiQM2gkotwqhJXDA4iKHF7gxe0SdxW8VpAz4IWut9/9yq6KoOvC7qKoa1Z2FxGF6fyrqieIu9/9/SHTVzo9Xa/e9Xn16lWyV0ZZNOdk9XdlJ6OJIvmk8V3wZFYmB8EAYwAaQNQByIenCVa5KrkD9IKne8FeVzljWTEUI4jCjAIBnhagcJV3B9DgaQ1qVzWCKUTvhWpHDWYd0TIq1dJ2ln5a0geje1R+7aiuM12lJ2naipupVzbE5a5ZWZJoYUEuT09ck5j5Km96Rr8d9xFgDiRm/r//vvk3D2/8Df18Gg/16h2KxUK9e4XisPYwp79rvfKbdet/+mUwTn5JtrjpjZdfepN83l7TJze3z5o1ZXm5fX48JajnF77x8stvvPnyy2+xS2vYr+11Iid3f8JvI3TOJp5tNUTmYtWllIZdodKqrKqyR3O3OZ4KPRF7KndbiSZjISeEAzl5XHE0P15d9nBOF/dFWM3ICEejeigUzMmJlZaWVVfrenlpTojrVZ0R5nB+LAo5Ak44obo0JxbNCId0ubLoGg+sHCoQ6wvC/fI3G/5SP/J3wuWmrvTa7DSyjLVGh4GNTphpOss3O5UspYyYuVDNqNt6eiTV0kVYnljfL0Bd3aiuOmrf7AqtZB+oYWcrDalWJB+6txfP3n0yh664e4IGqMKddB1th534ysJDbCVtwv8iA38xe9WfdHSehYw8LMogZkLIEAmLJQW4dNyhbxW/7eklv2h++27r73fPeXJ7w8iP3nj5yOzH/ic3bOVXx0ofSeWPHDfm8sEjzaJrWhddd9ktw3YfGzCnaeSmRZvv+/PY5seG3XXgtXubO6ZZ/zJn9Fu5pLjXLE7rN8jsO3Jwr+QIa1mfu4dd+Ytkrb1G3VXETN/PfIaBpn8F/z2PBH46v5DnqJ8A+TMIcMRhMVXqDyD4Z+EnTgaEWLYjcIkT8MCllp8+f441Bs0kPGGAetNR6NzOIUmGQDaAW3oJZhPHCpItID6SIv9L2xyjY+mYeh2uJ+akvY4zxDUiPUONHhvyyMlHlQahX4VCqOUO+NG0Vzd2XDth+aHVMwZU5lhjTsF/fgXjEJ14yfq9NfHvj1tPbp5ut3UweReTvctwM1iACpQZaIayHm1HTzpEmdga8uM26FsB4jeyt9oj/YvfrNH3cc9mXlBX6uTPX8czkKtMIq7C7yb+OOIuHzukX8b01a+s335Zw7PWmF0vnzu+4O/wKVj6sZV57vffWmes8/a7ZHBB9A/yLpngPTNvtQeOj07IRJdH6zNRVFP5IO90qJoS5KOcH0RWZCTACtgJ802v7P/cJ39u+hI7FaiscjqAb6Cf2oIClyfpHxiZH8swwxnJxowpGShjoPNz08FOHVOIvRkI5sdoNWSC+j1JOFAZ6JRhnbxGRnIo61dpaWgLjToZPJMIh1JnWhLhYCpEd6kgzbajA/DEEIS/MbpCxtkzwTOhk8wUpCWFrarU4ukpCEMTzPIrK7xiX3tYlw5JFQjfrR82OksKLRwf6X/njOCuiPeyySMr5z64ONe3ceUALrhgzIhMCUd9ys5K89czhv9WyiqK7g0FVxaFpx2/ntBsPPgAT8AfEj0+zAxJnIz4qbRWMOKq0NQ60Eg0rTRVUDrRr0yDh1Mb0RrUgTgU0i7y7Bni858EpS1nUi0n7Q7Mc8Uv/ocfWe2wHQJ4u7XsA7gEinCJdaf1g3Un7a8F1gH4BAyR767bK0uqoIhUpUSELbCauJTzYb6Y6yTGhRaRxyCkzViY/sqTqS4qKGdS0EVsJ5UVT9znpQMUA2FVzr0wVLxgctX4YWgVDL1zy33zYjdlTB1Pv+8XcCXajDqIVi0342XQJMJHB9pp0eoyDnND+J6C9SH8xPX0u062jDKIJSmlA4Me0ppfoEK4Mg0NyPMeIptnyftzINf0oWqgoPxL3hdffF8m1n3KaLGdhwjM6Pn77lT3KdSf8CsHqomhIzgEcV5EqAtp3Vr4NxTmub+R5zzE3uXMKKJOz47qYlAm7an2KROJkeLgnA+sB0L8Nz967ZjhBIIJHPwh4CCv8pDZsFhZpWyHT4tPy9sd++W3ZWmCq9nfHJ6QNcM10z8zPCNLqkE1Ql+5rz4cDRcul+v17fJ76B3hdfl1/Rj6VPhQ/lB3GcFYEAXZasvEaQtuk3Raahw5qQvn3Ab46NFGDHE423tUDcU/eO2nN26jr0x8I/qhwk1YGpYH/C6DhveBy6jqG8gWRMFl0OmzhLNdRglE5R8tXrN20UdHrB/JtqLJH002Vtg7/tCGPdYUq3XfOgLbtsFf7lv31aBxN1jk36vmoHHXky5Frw4iffMr0rH5hAYymGDKc9Ct6B5CWNwJi3ZP4SHBJ1fvl2SC1jQZvAAnEZpB1GLqPMBZOIZ3YoxDykG4HXYAuwtrR1Gsy0h/pqWLCWYRdAmiq29uVQWXb53a9PsbISo7iXPWXg66c99ZwfijAgCskXeIwjpzyt7gvvCByLv4reDh4OHQ4bA0ODI4Y3B0QmgzfiT4NN6WIQnhGCgUqsLD8ODg4NDgsJQbzA3lhjl/PpHQVcEtkS0ZW6JPZzwdldwgakRj0T7RhdHl0bXRI1Epyiqwe33JKDI0Z5QyMqJ8aBJW6uxx2tFjuxHUnJ1wgpmTpZVqSKO9p23z8PJRvx820tTZLOdRYxEKZfZ04RnWh8SVoho6lWg7SYB+oqWtlnlUFYmWwVdNOgCi3Yd2uWroO+xysp3pMGqwZNTwkovsXemq6s22mTdVORKKoIgHYg+glYLJD7XukK5N9hKIdJ8AGeQT7T5RXV3dDGlEh+D0vu50pJEOSOf1zU0bfQELItYuFBgd37yc6DetedJMyfoyBKU3j50bOqrCOjvUD3nr/MNQ/vT5uonjr542+9aML9/9+rlrd08ddKYp35bjUUReIqSfisAxs3yl7x0fujXjngy0jXuK3+7dxx3k93k/CX4WkvxeeJ//vgCKKzrAMODxx7N0QyP4PtfUGnVo6msIZNUhcZWQ6czylHqQhxLYsy3CE0szYa9BeIvwICFPObmMtxXoO7VDdIE4v3F0WdaarK1ZO7JeyeKzTohHG3NhbjjhPxpYBI+CUPFFgTqTFqkzdKmd0pZ0l9ANPW3rgiz5NU1UFxtbowQELZ48Jl+MfmKV/yIh6eR2Vl2MogiQk507Chr6/DETF82/om9D1vzFk4YPm65aqcgNv735/SUzPli63vriD29ZP8K74jNvXD5v9m2+z7lZE0dMuq61111br1x+/apXfxF58a5XrdOfE5ki5MVDCF0VoIPjZo0W02tkLaQltLHaHO0vmtClQwH7cR4u1IfpV+rb9f36m7oMkQQ0QRd5RdVFoGm63gmfM4mv6qUrTCMN65yOsAJEUz+kHyYnL8BCIAEE9+wDGJM/AJ1w0h6eLpBIO8JtiFvFV0RODDvr0DKEUMhxEI6Ew5hkn2wj7tAoIt9UuOuMMxSz2UCB0dBNR8QT2A4G9DBvb22ANkr7nfaZxgObbWnaFTF2lbDCVeHLcUEXREtTT6Lbvtm3zzpt7YAFZ7lfX7j6e+sYyoTfWSrjuSsJz1Xy24huMMwiyRHTqtyXu4eHNuq/dKx3f+KQ3S6PO+7Kcd/lJkoJ6gqhg9vl6kQdpt+hex0O3a14qf9oQq4JrqWpNJcy2H7GXxGduFmTTT1LKVWQQllR2eZlq6d4/cmYt8xrejlvJ3zG9LpcWUapgXqgOcPq9Ls8TqcDOw3CkIcD0AzAQDiLwXm3vgi+eBhAE2wFO6jBzPzgAByaVpaUPU8SNmUHVGkaTGOQC4mL3NrS5rKJS7MN4EWOZdz6M1Yt8BDK0qIOwK6Al3slDGoLR0265eZrbm49uRadSv2919VTX4B41hrrvW4Ab45Ombtm7cqVc+LovPXDD6XW6WN773/tE2YXJxKaFxN+pLkGL5n9Z6sLpJXS+tB2frv0lONpzwHHPtdLnkOu9z26j+/rGmLc4t+L/mAc9oovgPfJn2MoBt1GJEZUFyViJiFSZJtTz4qXxpEdythWJ0NTPix3y5zcCRt374AQUnJl04U0EDZZr/h4ItKLMo82EjAbzgsedYdy/81enrFV7ZkWQsK05aRMCdLyTNgN8heLXbiZ2BJDCmiU2uvvoZyAndZpZdzg5luNWVt2nrfOvf8n6y+w+O/bP009tnTM6Jnzxo2Zh8dmjmvqSN1mnfnwz9Zp2AxXw4fgdS9c+Gr1I7fcs+YuOg95IpHhIOFTFaw4AHD3CbMPXZ5EDav9cLUyjJ+gPq2+rP5OPaYqcYIXORFkqaUqKlXr1EaVU2mL1YPU5YLP7kcIYlHSJCKeu0tFKHaiVtOBGjnIhXVI/Ls0FWqpvSEymWLm1uhizAN72p4gfphPUGAgHoZVE7lXF529HVr/ELvexI9B/n8WWCMsz2uwDC3+gXDl2O4vcID0dxDkgjKo7y2Toln2dJzrycFbrrc8H/Mfi3iBsdC73ODyQbHWF/TX6sFI7UZ8rUS8I9+igpUF6/UNwcf1p4JPhbdlbi/Y1uupsgPh/ZmBRZ4VnhXelQV4PenH9RR9lGwgRwmZHudxJbTpdSWNJajkILqfGLRDpuEPJudltGegjgyYkSG4C1nAidxWVmjSLFF0v6m79brsxmyUTf86m14JC3zWUXlR4mijEzrD5aGj3KK8o/5Qn/+0CMzNaqlLtSQMZgsSXXYZfzqo2sJ4J20N6AysBLwUOVPdj+25zX09l7AQd8kxHHbDtZ9/8PtTs1tvWWalPn77rkcXHpjS2NQ6ZfSY1vCi5onzb2qeMY0LlDzW+viRI49P31rc58Vb37Nm3XZ00VtwzLirp4xrnNKaGnDTHUsWzlhyv+2nDiL9403L42FzUn9Xg2uaeou0WnqKf0ra5tjm2QsOcHsdna49njfAu65DHlfSM0Ft1qe4rvC0eoQQv8i/MfCZcdzLz/RAWzyzIqVEPE1bNHkjHiOiydZUZOJZJsNG+bh8Oi2eHbZ4XmKXI7aE6sGjdIg8nGdLqnaJhJ656NP+FwntIXFai9HC36gySYSTimhOdj7sKc9JftkCDWXc5RNvcc3e+pvzUP7dcZhpHfn22Q/R1UuuGD2DSOhcODZzbFPHhVuheuQ4dFnbrQXWjdaW/VzGqnW33nv/Xe2Mju8Qg/IXnM/Gb0rMCFcNBaEaK/IODiEhH8b4Mh7xO6TfPcPQPx2oqT1L58502aiGDoK8Q1EJDHE63V/4Vw9GQeBpgtE+Yc92ggZT0TXFodIvUClUy1C28NVOxbWDc8zn+Hyg5trBhh0G/S4bq5Gv6zLOMrxGvpFRiSE2+sWXoLZX7RfoQW72i1haGr9dN5bazClgOx5JnHYBXG0aAg9FPsBP4TkYc7iSiOXYkoMqYaiAcBXXCe82ZaGKloYXMEejV6rJ3xFDMCSmsWttODSqiwDyWjZe0JVi8xdo2mxbHqyELhnikRc8XFdqMHppO9z7T7jb+qt1xvrapst4eBPxyssZzSeYGZgHgigjsQ43kvZXCfxznI2eq5AdH8guSKbNNRRQWAYhyX6LkzRE1pKoHUU8j7M97keN+yKJyGc8hue7MeTKICIwZwjkrJTtt04B2/Ao3E3oMd00nAjKKISaECdQerB8Ap3SA9bDjwWOq8KUIgqsIpAA3RHjBUoSB8Acxxz/i1RpoeQYZaQIdbpYsuwldKkiRHFB3xT0cuoy7u/bYAR6yXnIGnWa0WQ2sRUr+HdYRPhOs1gwHJ4kbxjuZL9gv5DJj/dNDz8jCrLfA9hoH7kLgcmZ1RnOTvTQLmMTcVZuMrM9MEPJgFkAEu/RkOOGP+ZH/nDcGTcMaIRiT/TEHagcki1NLbEHfOpSZ06yET53OhkpAenyIQPhz1EDpgrPwYb/0Lfd8Iqzwbw7585ZG7EsFUa++CfMnPVscyJFRwOrtNs63s7q0/+KBbcsie3+MfVky7Y1IyZb7otjgwOsMeKb/IdgABgNfmkOkiNinlATyPPX+EcJoWDVABQcMjAnd1heIXCVBQeBnNwG/pr+a0DFNTpsuD0u5gpASVzlG3R7OOxTyobBYQfhTlAI55jBsmtcA+3gYLhp4O3RqVXXyKHG2ddfqoKI10oOWtjgodFVV0fF2WCB7p9i3Wk+YlHTCrrESiwXESWUGy/HLLLGZgqkE7QICqiKcz31bd1EY8WJUvR53biiPBfaV3vS7xxQ+MdH173fZT1j7bNiX0MF/i8sugBXvf/oG9b/jB3nWLhp26fLO37cNZ7gsPWOgFE2cvpSa4v1qvUPa+UrH8Hbz30LJ10omzGypjw/r3LUrKYJD47wvPeL5cfhbggI4T//1+vW+iPd/2td6Fc9//OX//baN6vmpiqGeEOhfiMhWH0WNnxmzT32gbVt610otmxxhjcx4OtpbTffdZb2CR3LfoU/SKRSgYMOALH7qClX1SSFQrJhS8rJhZVJwSQbkU4wa4oXkN+RTREoJr5hoVKqVYMqvk6bDWajadx0fqY0Q/mSc44QIA2ycoosY1GGMAZELwCEmTEmouTleUFSzHB0oMLc63A0qeQhjhMwsTMvmg5BRDzGEEgaHe7oRNeYahZkw8HtbEA415SzZFgmt8tIPohyASZ3yDEe8iH16mt7gkghYmuIcx1MsfGNngHOUSyximDyBAsKrVzChi/JTjRqa1e+/rqNWvbISVlPggSFKw071bENOzPHTCbAneu2dklYOdhtEUpdeF7A1dVpzG0j9iLIxbk4jHtUyL9ivdye2nez9SbqD2uK330TjrJ28wcv3I1iqRP2WMU6QvuphPYeEAO9wFGzblExnOlYXPwFPouxHPfJQmGveJ7fneVr9KEy3w4f8tHlYfPcHinmzYMARQrmCe0CEhoKC3YQXyqdGUn0wr1mvKzELGkqaS2ZV9Jesrako0SKlZQR58qbHQMxTxmds4bu2d27z9iegE2KKLGWtrMJGyyz/AT6Ya4RC1r4utt3RWtodv2uMN21P++hcYpmctMlttymlpNQ63klRihDoXS83M5upG4TLcDJx1nusD3glp9DVIt9Qnz0dWjEc8+snDx3yoq1LY8tHGF9bumw8LXfFI+c2DCi1++fhu6OxGVjzZvf5Q9Gr9o4ZcaziYIXl133UpsuIfym9Rtenjh0yHiZTx2wFstay+jLriqmev+a7lP81fwHIAyOmKNXyKu9q/1bwQbhLflD7kP1O07Okwu1Qr3IW+RfwC+QV/CS6BEDAU8gUISKuTxeLOQ38uvld7g3VL4ONhItc4UBoL0kICsEEmQDvLsVwjGdcLIZCPbGksN0uJOOhilOSB1R0xdMOjthoZnt7q1wzm8dE8C3gD0qXEacW19BhwjpckdlBHeT3tsdWTr2IjYcbbRQxc1Azhni259M0D09aLF1VQuBNwLOiVGHKR4L+AM22HEZ1GXCdTDrMut331h/tFbBW2AS6k9eV259Gn5i4a/fe7tj4dMocuXpr+AaOBneCB/ZevXO+vnLv7Z+tL7+Zp1ttx8mPHoN4VGDWJ9lZkUhEfmhgWl4msYXB2oCw/zN/pl+vibQN7IyspFfp/JZLsqYHnee05BCBTsobLG5krbL9LTHYSxeRpxMl5vwoVFmIIPyYez/5MOLTEjb2QYpIwUyodte/4rWo7XZiFZQhISPHkbR/a23d7b2rpo+6s6pj6c+gIWf3VY1bEpt7fVjB+7lD2bkv2ad+t+9d3Zc21CchV+7UOlwT3jj6af3TXc7bP/gEWKPT5O2qmCtOUDiCfjKE9xZPCzjdxCHkJc5nIcgUuQ8FUii0MChYQogIC4c08t0U+d0LMcgDSIStiBt0i5tE+tEgtJqz9T+H6LFE5mK1hAXpJ2IFv8z0aLD2rUsFu6Lpz+P4LoLX6ETqRhXwR88Z73wvdX2PXv/9eT9l5P3l8F8s468v8DniXTG7yvScQmXSmslJEnAboRMWlAnNBLdcQUHyHk4ppapSP15C5T/qwUtdlg3RdNECND8P95wPfEB+6PrUlvo2z1xLvUAfbepRAbp+HeM6Ln66syGzAniQmmhdpe0XLsrsDwiCwEh4g64I4WuwmBhuDBTGqZeicfJk9XZ+FZ8S/Cm8D7HPuMt/U3jY+OU4eAyhBhboTMrXJNF8SOC0J/RW5DdVOzcDY0e6KEy56EyV+zv7eQAsR+hKeRygXsCyorFONLk7DKCHEMFHQrsGZOlshdfuvVnskcbTzyFNmY3bBkkIkjDibWptkQtU3tMDGFl3EUTuHMRmw9fEcNpSfQZbopsKrk6tLTF2rr3C+vpZw8duO8PxBes6GV9kvVM+2uff/liywuDUeT7VOfk1a/CGR98Dq+bMvzzd6uuX3L2n9Z56/zw5EHWx9RmFDMe/bWZJ2Ne4ZCs5GH3Dg5ydOVgnnSmKEmEQ3kpJrzPwgb3mNmm3qS36tw8vV1HlF079EM61pFqd/chGvVmLLvg52I4/2xLOluNGU87OciOYXOMZznbHNDdv/FsD1Nc/L8OFqIhsNA6mnqRP5h6BQ36sR7dnqIxk3tJw/aQNnFgLpOF3eVJ6o8f2p2Tx/ZmnTeQBLzJN/Ht/Amez+Jb+Xn8aR6383T8ggMS4o5BAHaCE4A7RPUybdRhcobBjbhPT3fOTzeljg2a0iqNCfp+98JC/uCP9eQ9crpPcb8j7+EGk83cWdJ2HY2Tp8uz9FnGLNctxmpDVIaptzt7E3+GJpLFIKKkdc/zwjIv9KrfZilQCXlSC3oc7lFGW9vZnu8kzrbNJjDusstt5xfk+e1y5WgbLIgl/nLg2NcQBvhY2dRrryCOQuu+qe2b//W32NJkY9su1vcbSd//lvY9fMAMSwJ0uxWF5xCHBYKlFFlSeFmSaa24/WZCFLyiKHDU3VKIu6UoMnGvFE7mJJXcTbwrQjigqpIo4U503S5+mER2pltkygxd5IweVXbtT3wRokIRtA3SRbagqdJsDBaQD5sWRaPA7ECiB5JRK73O0W06d2GvHFN1uuLqu7ukApqwQNMVBk8yQ/lCgbwWbxA68E58CIvLhSfxl/gsTzzD7hO7q66gCwEfMnPJQZ4wQLmJW8Ft5DbKm5SnuYPcO5zyKneYu6BwA5TLODSfVs5JtLU0M36lM0rcah2bUeJxqnW4TPeTjeatwzHVXcfRckTOkL13BOw9uYPtyU1sn75vl8NTB2yHzy6OQdycCobPZRiHomsj4fQJ8P7UUVRv3W7dQExKagG6J/XGhdvRzu+sy1lfPkp09RP8c4AHA8xwk0j5GBNfA0iYD4uIu5T6Qp8Dl6phi/LTqFSajZmE+R4l33iCf+788O/ps4nCFUKETzQUNFWVy5fyVQ4T/UAMiyln9EsqsX79k4ye6b35eEYJuUo2AuGiv8rfKMT/VBQPysCGnKXkoF44JpcqM9BMPE2erSxCi/Hj8tPKXvmgclb+UfFvxWvlrcqb8jvKx+goPiIfU06hL/Hn8teKvkherNyJ7sV3yvcqa5E4SZ2GZuMZ8kxlIboZi0NQAx4iNygTpYnyJEUMKqWOJOqHk3J/pc4h0sELQZYVHwrjgCymBxSyCKEUmddEsVxwaOVsQBpJTZKeVOmGtdJBeEsyHQVJlW7IpS2mQQ9UiaOBLyQqQKLcW1dLedbuyhZIkPGHXfRCpLO7v9mbfEsMS7Jcbg+lIFVRyjlEDhF5DKdhhDQiVrIoZbGkPX038WzxQVTNVNiVLbbqCowdl+TLRVNcJkHppWWkF15SY6pGVEe16SY6yyQ3ApPcBMqzqAtPHqNTLWycaaOZb7V/N2rDISPVlmqrDQdpIhy5YJxsA3aqZl2tLW6X4Jg0ZvGMJTwvdZ94Xo1RgJJO7raXLSYyQdhGhizhgDhRD8AXCCYV4YtWl/WZ9VfrT0T7BLkvf6zHd5xfSj+EpzYQ3ZNDfQv4v6ZD5gQpxAUk7Caal1AXUMliqyiT1rBVlItJi7hyUSJKSOIkhEROJvQitOIwbTGmLcblwvtsbPkeM2SqTWqrys1T21XUoR5Ske2PSHL6oUzqHWPHJuXyn1ks5RKLRSAdsVk9RoucMV1vr8BKy9qU0MYTCtl8RC3YCVMmXCHFbB45tF+mXMOAX4IppMHsrvZ9aqXUrlayhg0IlySlsWTDc36unDM5XM/dRVyrDmmXdJITXufelz6RuBhXKiW5/lKj9CC3Vergdkg7uVck1QbUFZVJZFYwQH3C1EvLkyhGN6K3klxZb8rxkiQaRzbs7vrMGDkjGwmJYhBxAbEXKhD7owpxNDLFq9AEUfaiiDgKXS5uEp8R30PH0JfolPgDUgtQoThCXCyuEp9FArV38xM9/0APKzQDygk0aEY2G2AMTYIe6+PU84QBenMf/FjPvXhhiI0Dmon/dor4b04QAb8yx6/n10sbtA0OLEHRITnFYEFwsbzILS5yLfatwKul1doKx13u1d5VvlWBVcEVYU10E14I+9xhbzjoC4ue3roc6i1y/oIdCqRLDMds78uMlUXNaGt0XrQ92hEVYtHTURQ1CjoApOGvMtbr9+7OWPrbiy4aQwstdtYEjdASVm8jmDNp1xZOgyIAvcQFc7tYXKt5cPlvZqzeDYfAu6yl1kvWAWsp7PPF88//9bP9+0+gD09smLcr0c+60dpkPWrNJdBo5g9WNyD/L5w7b9OC4oRzRBYoLRaZeQJ/wHsgyA3l4Qz+CI/crjzd4QARg/rZTiD5/wMF+bOiZek28lHDeamuz/g5ELqIg9IO909YiHRbLNADqBMwREvJp/H0I/BT6Lhi6dNT14+e/c6rv9qxcPDVwyo7+IP++Gc7VnbOcvlSH+PXrNaSqYOaZuoK69sbhEzStz5QSKDqkhXRlfFNYJN3i39LQFhsLAksiq1QVjhWGau8qyOSEJXzwhFv1BsP5c0J3AKkmwBsFmcSRrs5fHPmzbG7xdWu1eEVsY3iJnWd6ylxn/9N/xG/qyoyyTVLnKXcAm4mbgkcCa4C1wOc688uKMj1i4ATUH4GcdMLOtHIvfmN2b1lRClGS211wrGmk/tQlvPzs0IFqGFHMXSnqem2OabYLG4tnlfcXtxRLMSKTxej4qyCDg06tSytTONoOGR30b9zDKHryRSdqVl3pithpCw71s5yi1kMkOYO00yKPLomDJ3x3IOvAXHfhLx0ZI+49jTSR1PN+D43tN8w2HTsX7vDes66HbbD4bAeLq0stA7W1JzYu/fPf37WrJncMvbBg6NLfu/NEW+tg/fDmXAGXGO1WRtfXnujOfjlW63zF1JWd7evf/ypcpvXqL9P/GXSN3FwzryjxjncOVGcrc7WaHZSR84+x1FZESRBCUh+pa+j3lHvFCVDdnkdXqfX6Ovo6xzqXOC42fhAURfLi0MLo6vkVaEVUUH2e2XN6RjrWOBY7njY8WsH74jpmlfXNafm0wP+PI/hha3eDi/yekEsTlmZMLUPSA4aoCsAukGcxA8jBR3CTuGQcFjAwsp5OTCWU5aDcuK+Szk6+1LfkclqOr7EzNdPMJLpaZppfMkIN/OYSS8QZi+3s7bp2gVxrgQRjocXOT4B16G5f/uo/bVXW5fM3m398sj8cVdPr/30o9m1jcNy95ziDza+e8cTH2dUr3jG+guse6Y5ntrCjc6ddNmIKzWe+ksjur/A/yT83wseNgcccHVG9xW+2QuLHtEX8AR8wcQ0flrhTcJi/abCY9qRHK1ZGe8Yn92cM1Ob7p4Rn1U4o9ei6IrourjmZsm4mVlJujenhcLJMdljcl7NfjUHt2W35dyefXvOn7P/nCMklGI9Nzs3p0ZP5jQoDfqQ7ME5s/VpOTfrt2Sv1u/O3qZs15/M9hCXXheyhZyQEtL92WJ2jqJjGJgQNEOx5NwgnBvcGkTBg2gaLS1ragQIR2Ckt5cDw9gIyvBwLEnHT5pgK1wLO+BOeAhK8O/YDNcYGOLexXLw2+4ADJieQDLQIBbkh0uI1Bg7DWQ0wG9ddgeGev8hrY8axk56HpjVzSw6yBLrziTm05AUzelPnLT38xMniQjZxoU53dmEHpHowBzqPNv7v+7y1GQT8pAdOXtnl5ueHTad7ho95q5R2MdJr31pOjRyTa9RgvTjqUlc+q8nNcrXT+mnV2ZXEjoO1wdn1+dsU57KVoCd/ExDRhdzI1jFOja+cRGY2yWpMeMsGj8bAWPhrSvXPDBgZPLA31tXLvv2KeiFAdE66lmy5Pbhpb2q4c73F9zbDV6xvraOwM8yHlh185jk8Ii7pP+Em5+b99vp/3xXb7u2MrsmmVc6/YaX7ln6xzkQUv7qRezFARZjn2/mlMpluIxvkufJ7fJaWRQgj/Iwh0QgyYFAGC+jHhHsbSqCGINlYBmVInLq4hxNaB5qR2sRRiEp9Wy6V8ZMeh6RXqm1c3LI5vJpQ06m7UUtAwg00YZGZeBxaxS+zxqNXzt37vxAOx+T2PRc8l4hcLdZLUqiLBpEjchDpaGyOFGeYKwz1rs2+Db7txv7/R/7PhfOCqquaQT8inkeWVNj+vvU8WXhhUgTnWg0L9IeQbFIWaQjciiCI5Dg8FioLHQoxIWoKgj/1/BCF1MHDJZ7CD5mq1cR4SZ+iUEXPWErez8EC1XPmtuWtodhYdntR5/7w7Gl3ihxVL54qXryDTPWPcclLljWuU/WNV+zefzSszRftJvoznGkfQJ07AYclGh8zV3DAMK4cL/kIekIPIKO4WM8T8HIYn490SMb8QZ+K52PpgqlEgU8rdIiKIaAXygC+cJwMFSYSPqRQygGgZd0rw2x2YgG14mmmqoAJIquicLkD6JrAKZ1x9w1KobLcDs+jk9gjDuhairLuHbuOHeCADM2E6hGJdDgIFQBomMZZRDCkHjJWAaRsZYzLS2JYNdFz7/r537/T17tod2G7c/uJa7sOAJ4Wpgzy8wZIIgVtMRtpIrU1Bk4CP6CGKF+qX/xB8//Fg/4sd6OhYoAiPdQDAm7TXeCSwgxtULFhJSqSUhHUHT7brLnLtnvClUSL/2UKdPRnBDZaD1ngJ6xAdZmfzSJaW1RusSKoIWBTy4CebL4lXJK+17+Qfle49/i31He0j4BHxIUeUT7Gnwuy8/gX/PPKE9oL+Dd/AvKXu1tLJfgbL5UiWmb8UP8ZuURTUqP20jQoQvUO3DEbSAikwMCAuP0lbfstvHhFtNH0eJ19EwVOABFzCKiTG4uQYTMJEX2vKZiPtbZXbZbIICws7vcvIoDWuwSHlAEni9XFa+qKrIgijFJ9kqSjFVNS0NH8iWcBhDEGscrqihLgiSKfJpNGIgkhpVIfynBiJ2wzFRiwkvqS2YpxezkVIvZg5shvYcjwqFRqZZwMJUKh1ItwZ4BLuPiFD76v2dg3B7WBC4KFEddyjE/39mIhwHFtjRKoJs2yiwewiwexjRwmvUrWPoZ1IhVgX+GxdYW603rj9ZnRA5d3LcXAAYENQ4738l4iI4tjmXxqv7mYy4cUcbgyQp+ht8mPiM/rn4KPxSFu9QN8GFuE79e3CQ/rD4JH+fkMPSJhTBfbIYTxLu4u/m7ZTkJ+4sopMRwqTIEj1SuVJbje5UH8FalA3+I/6ToVbhaeQhvVt7C7yiHsaggWVBFThJUzEk8IH3LA5lA9hgiWImcCKoaA3T9SZ50HJ1kKcsqIFr3xf2C6fElhQY6CrlbCutEIF8EiAgSuYoaVOr6qGnDqNGuCNG+oKGwRBc5PGsfgdKLUbGfS6jzYlLkXmLnCpKYegv2/t39siup9KVFudLQk1mvtrY2ML+PzKSV/cDvrH5wMsyHMTjRqiZnm60XrIMohV6yiuDHqeqUA563eJYrT1o3idBeAm/QPLSXzYFq5SEFYg7znIh5zPH2cQxBL000o1digugVBBFikeB7IhMcIqgd8IpEeqITzSC6jdKLEAxIygsoQJ4toMBeuroYQJ0osB9edPum75YpfWj2TMg4GTRS9o5YpjR/nj3ZM+ZOGdOVjmJIl8YMiR9bu1JitZWI2uqJrrmQP3UKXgmb4RVwfOpzNIsbk3oRDbnwm9RGxnN+YmtfYnGK6XQ0+/ReZ42IoDvtLmiIGFwoSEQkFeol7Y4VJCFVTBGiKiEnCia5IMTICdHrXB4mlo6qha66lItV6aYb2DP7MGL6EBV3iIgSQEIxj7g8HiPYifJNgvvEPCLVAj9MmidDFr7Ik7WkHE5HOlRMp400ca3ke66Adm5HSLnwbI+BJB8aZ02wQSN7tvgXbNuj9tPhCUgaEYklmcuXQwfn212VJhwmNMHr4FxhHlwmtEMJxeKFSdEk9xFUtW2Xq5JWrzcrjVBytNgiXotmifPREvE+cS96QZSjyBB7o5hYh8rSMYYm8W7UrqxRz6HTojM91k2NCo17JipcdJq/D8Z9fg6lxuM+Fz7jLoMqt//cFxdy7HGpB61r0XLm/zSZ5UIZb/KIrwJcOvcHGsDNIQERrjQIUD7DbwaA6rvDkIOt0gx74jJpd1cL5Zx06gq5QD4s58eX46rwPQj/eeqUda048bMfr/3sP+eKcNxwm88RpxC9xNG5IvD/b64IVwFzuPfh3A/4D+hMEQjySTuCrB1DzOI6vpE1owybrBVuYIiCgLKIzj4DebwZHCc2vFX+9cKLSWSplvTbk5aw0nnEM6tw5VSioOU4RVDKuac+47d+SufdoD24mry7AFbRDj5n9gpFkn6C8T9GpxB+Em8X0Aa8TkAr4SqEbuFhFn8feRWBSDMWMHEXj+2DQjXA1cR4lJiO4/y3PNpKhzBjzLcsMfUs0Arm0TRk8YnfX5wU2tKSotPKSll+F0uJSWsh8i/hgRUwrhJXYfFxeKN18s030B4u68Kf4VdWwJ6b02XNwUu64+ShYVODLwBCYELeAcmenK1SOqOHTs/z4LXWnH37KD2L8ZPwW9ZHQ1k0jq6LwVFp1DJzk03EsEKDJWo3mwoC8HNwo0ENIrpmLwrhX9sJc+S9WSJnS1u6ujhREd8+b30D+5Nn07Ujhnd/iUvwQJADymGbOVMMSxl81B8eERmWMTzvU+O4S+4bqg9NzJ8empG/Iv/B0EPhbeEDkbfCb0c0QdB9fiHkLxCKfM2hRWgF2ibsFd4UtFeSxwwUzS3v4+ql55qJkmSumV1INqFocm7uhVyUW8/mdJQ5nMkBUUjnnuyM/hDF0WgvWAFMctUW9/FxM8NVFzcjBtkEaUVUdNNeLGq60ouqJvI7tie/ZntyRy+a8WV61cw++VKRXKg3Z2lbNZRFfDQNaqbDn9TCjUmYbCW0vZ+6kBVF8SkBeDwAGwNTAnMDXCBUMWtQz2gYMVZtXS22kmFnJ5knTsSaDlclEgzXMXSesLXnrtIobGvu6nE0c7sP7Y9Ek+Nyr8tFLYlmqg8Iz3Bs+rWd1EmYp4AWNaaF7r3+QLynDlE6y6wqnShLI1jpPKqqvpVwWnfiD++/2NnARfKsr1VD5IY93vL4SxM2P/jGyKa5DePg1X2/zq2aNGTk5RWGiv5Ssunh5tX7rc577xqZURWS6ut3rZp8X0NGXixjzOX9rT+4y4MFtf0nlOdX5U5j8ZSVhB8eZrG7DPDoAeAm0tVHramKDI0g9wRhgjLBPyHYnPG9KFTi/np/T2XkctygN3gujzwsbpQVzUEYEoRJN+ziRS/tDY+qOoESiEvheZkw0yhCXL6zExYRGZgH2qlOj9bZFG+rHdWVqv1itNGWVjRdFPWwSBNsGTzJVKcL05Xp/unBWRl8SzNoYWOTNF/dToMt8Hm8gZ+yi1fC0B27XrOs1IErnzfdyeE3t9y5fMa0FfzB1OmHrVPWD9Zp65Mrm7eg4ica5219Zt9jj1J5G0/aXkdkIQT+bI6Z5Gx2N/tnOme5Z/mXBG8OrUfrtTeNN4MfG0eCXwlfSV95vvKdEzzVnmrfCPcIf32wWZulif3cVf6qILeIX+Rcya9wrg496d7uP+De55cdjEcjtA45q6jkqNDplVBmUk9H8vSDEAOF0MztUoFJbgUmuQ9UrKW18om0Y/KrWECE9CqMg1KdHujxRgIywxEx7g2FJw36SVu3jOpKnOlK0AH5lpMJOyfmJFswg7BdW0/Gf89cZsp26Zx/3Mf6m+PaxllLls1pmu6D3sSZ331l/Q36u177HH1TPnbcA0+/tOXKuaUvv0bcLAxFmLed8s04Qrtr0nyz1uztbhaalWa3zS0bCGuck+V5me2ZqB+X1Pr5kqER3BBthG9IaKMsexm7qJRrTIcqOpy07GCgyKHnQ8opTicIr6G8E5dC0Um1F1tIx44pxzCjZMe2WTSM8Io+S5ilzHLb3CK0NBfBynQD3RXlAVccXsoq+Brr/KDnJ++3zluv7boDhlLu0iG3XLNq+YzrVm65shkWQIKZYOhhZFyY9/TIG594fP9jW1mu+Ze4gPCKF2TAXx8ABpGTerVmo7xJX2c8yW9XXpBf0DvDkuSFw9BQoV5pzHxS3yfsC7+lvK0dUY5q58TvdT3DmeEziY7wmQ5X0ul7xfe+jxbwItyQWcf2jgDZo/tMzelwNzlaHcgRdFNXZh8xeLDCzdKqojE7vSq7yN4netv7YAbbm06iUDso2jDIa09xuwmZd2PVHaTkzlVFEIelPpuJSjOnZM7N3JqJM51xydSdSULwtD5M/CzPqmvwVZNMb9As9NYFzUwn2RAlHKTamnnndSkW3HKTlyB3sGA0ucmdVtZ0v6vn1jNpMMX+AJBfuGvoS+8K0N3O3bIykJ0OitcxuNV8kurQFvb1DpNQyUG/1EG/3mESYtnogKUvzk8kCMSrYDETWv2NT0/ypzwOuDgLe3nsKFcA/QiDfb/aYf3trlnQ+0EXdAspk7vjmssmF3CLJ1xVWwvhFaWbHtv7wGeEFxLWW9ZLS+4ZBq+/Zdngwb+geiNIBOALYqf9oNMs74thMY4ZMVczbg/yEn4liHx+F/K6/S6HxwkMhwcCA3llyanCKWq3ilTaEYoAXU4/7PZDPz3NNMhzT5NHCx6vIlfUSY1Sk8RJhUapa4oLuTohNnWHJx95p4AO/yFaTYHwBHGf/aHA4gNoFkiXFKkdRSsoXWipPdNiTw6vo6Fk8iEOYltNeboKDbVEngoW+StnC7wLUUjnncVdOcEtNRsXLP5F/uCBAyr/8Afr1Bac37Ri+djc142aMQ2fXdjPDWeyb43BrcyHKIWjzamLoiujyK3p8/qs0Nv74BjMQTlcGaxAFZwJB6PB3JXOZm9z3oSiCaSr5jjPuc553P31Cn//wopeDfoQf0PhkF6ntVRAuZ9YbVXT1WJNL3D4A77euhbw42AulYC9TAIYoztcjEl2q5q9Lyy2BSAnz973SdqCIPsizPRP4anCyXIW0J1D6U0JrvrEYEgoLlLzw0GqdORQKBxe0wf2ISqo01RARW7cHSq7qH3OpPWP0WWkTvYYq9SZ9AhijwcA2MuxL99FOoex70+DKPRDMVzaxLUxveWc5Z2VN6NoemJWqUCtXID3B9KWfwBklfMYAwcq4y6vA+XEiKtw6QSbm+EgKVo44caqPI++9NCRJVMhfOWNdigOnPfCGuuff7lwZ+uM+1fNnHZnfUG1LzPu75Nz9eZn9675CKow/JtHLgx98eDs2gP3O9CdTz362C+f6HiUYhOCF5uJXveDXWaCLh1ZQzvSuAxe5voT/AHKIu/nc9Ek10wXT0Cex+tyezgvgk5K1Cgnyori9SkEdKpKviSbsdzkDhl2E8AXZnO//dm5ybXBjiCaFzwdRN8GYRB48/2sQrWT3Nvhg6d90BcK1NmEb5ufSKfakaOz6TM7KmWQPqihhUCogyXVpqe1udjqzT7Cykm2QDSkh/CZVS9ds6Uxap2KjRlQf2OFRbBF6vOtw+atWpN6APXZPrlyyOoVqW9Iowlvszn5LPdKBIsOAJlmW7mUOlNuklG7vFM+JB+Wv5X5LLlVXiZ3kAs8J4iAx5yTzmakOVYcaCE+kcALIlaQSGwm48V4bhKHpHS7fmpHHRPPnxLEiHDOT/RM3HjIntOC90FsXTg/AuefZ/MQu39ljYHb2Dv6wD3mKL+YL8YCfcV9Et8egBzmgc+rG5oh//s7YZ8wxYDG/bITevORQdBPeA31hWFArzCI7IX8/sBBNAfE0ezna2ktNOIX0+ITo9kwVToy3dLz0qwM8s/enL63j/ApS+aq6olZ3wdDlesXFF9T3ceb40xUue3mrD1//r3tVzudpzGfl7yD+47q1dWE96awXL5/Ufzz2W7dxbIozCWh3kmRMziPUCBPF3Yoryhvy+8pnyjKWK6VQ7oYlOuFidJCgd8nH8dd+AL+TuBHi6Ol6cISfC/ejLfwm4RN4iZJycJuIYETfLFQLBZLpXoDbuCVi9liiswJWOWxQEva0VwwhVMUFXeiG8wwXyrVZBE4Pk1Haj5sB3SGCQhpdbem4QPLBDPOtgWJrri0gJidkULjNz2ZXrRpb++S4+l0ehpfBPNb7Ny7noyp1TAEh8PJ1iPwLuv31nd38gcvnIULrdtSV8PPVlvP9tSOYDwwluUImkWUS/kmHrXzO/lD/GGCclli4DK+g1zg7aIQxBuHoIcfCR79D35Mc2C61EQ6D3ApAMIGou8LYP8DdAERs4V8Fy8Imk/wa0kuKSWDyZwh6HLp8uCQHC3GlRaNlVuL2ou2Fj0ubBe3aXuFvdrOosNFJ4ocoKi0qIn84pWi40VCES2EUkfO29kveTGOxXCUGsRdihhndhGLhstVEMnIyC9QiFA5jXy3y5xc2eqCc4mIdKJ60xmO5EczyLW5GbCV1vtH9Xvy8vMLqC+5C4AC5l7JdXRv9iXvXUBuLTAHkU8t+eQWJAvMfgOSpQXvFxwv4JwFWQXtBRwooLUyuwtwQajwr7U9ADE91GZbgdqzxJMhxvZsW0ui9ielxELOPfPU7BkA8xPU4MKEJ+5j64Sml7VhSqogv0dJ/aSvlkLunkPT15XV/+qqBb8qJForWjCm/8wS61RmXd9BM3tbp3D+A0+NGz9+3JSrhmxINaMpvyypHXbPOguh+s2Te9Uv35i6YOe84WbSZ36w1QyKnoBnsjRTwp0Ykt4yhkhDnF8ZvMCUtkt06IKmqsQJRzDfD5jSBrCbVnP4L0pbUfM1B6WvrmsXdbddXuvnuptR6j/Uty0YPf57EbxUWTMiERWOm61TuWNqht+UICqQv+eDlk2NWSjz2WnVTct3WVk4f8uewTOX32rnBFxBfPNNpK20hut6c9iX8JT0ved7H34Lfckjd4gPyajZmOCZ4G8OrkcbhA3Seq1T/gh9yv9R/kg7xZ8SvtSN7dJ76H+E30pvavwCabWwXOJcjA/VACWSF4veGjHcGpkXQRFHHPwMetkA1gYkPZZdnmVMJ3hkVhBDatZhi4etEgvsGgko7xIbfsXdqS3/gEnrnW8etL6/G8bW3XjjI4/ceOM6lH0vFO623vr2H9Zvl4PuJ3/55JMdW558krT3Hut6vJ601yDYa5NZUu0Z5kHuJFej13iSkSHccH24Z0jkh4hM8XsPJjsr/hCRiARditX9qmo4HT1Y3VXkcDjzDYOBMPXf0fqoLlbp8OR/4HVmd6kvQ/H6JRiMznPxUV5Pz1stoDDsp1bfA4WK52YfgMi6cGDSmkbSyf77p0+9Y8W1M1aRzm26zvqTlbLOWsfqx6e+4g7sfubR3dt/RXHYlaTtU0nbXSAKHjWr3LUoqSe9tRkj0BB9iHdEhjQvC0YlXyDZzDcrE/UJnuZAc3hCdJuyLeOcfFb/3qu5gCNCiYBVnx2wEJ2GECRgM9NdRFB3vsvFAhbyGmIqw1m2C3j2kvaf+bfmJ9rSBJjFz1Kme2YFZoWmRwkBoIvVmM63UTb14C6dussNr3p8yt4Fd0Pu0OzNtZCzTt913fTVy6+55kHreuQfOnbVVmhAYmUmX/noj/Xcnl9v/dXOHZufs8ciVwLAVbH+f9IsXM9D2QHH8tP5BTxX6p7kmOmY58aKTLN90BqtW0N1WqOGtE60yCwSRSLlHBKUQiAbcpk8T8ZyeJl7qxtNcS9z73AfdmO3AfLpMBvhAYTaYQcdZ3PVHYAZoCdsc1Goz1LvgMGMWhpxnF9TbrNDG2jYGRjbsLOSzXoqr25m1W5sbmCAwwFdsIPK9eA5Q1qbJw4d0P+KUpy/fs6Qyu9KBj1t/YOu50Zk2iBtLEavmYcEl5AjFQRcgZwN7g3e9QWPFMuit96L3C/oBxxvxT/POaefzRaK9PH6NP0Rdb17e/YBTRyUY+YOyZ+RfV3+SvdK74rsO3PlqvzLhXp1hN7orI9fli1m5xbkV2mVcZovUZkrCgrvkuNBvUDLzs7OEXOzzV6/0BZ7b/YtLFpQvMq3vHiT75HiPdl7cvR2uCZwb3Bj8VPFO3sJgbjfjOck/WZGVjLLD48TSFchxZvy1uShPDMYTeaFe7HEV2J7mnrBsl6wtBfslRkvI+xVAeMgbZ/smVNKnW2dac5lKLG4k5L8ArE5LDaZ1qNsRhq1Rl0gPYpTScdwoB/mZ/eN18fHwebAdXBW4CxUYADhcDwbFXp0DRWGp2CI6wvVpjAM13tEggnJT08NSfppaYvQFJX3KKKKd9r7bJbCk0vPT+zOyrXPQ2y5qhNmhBzM0WHf7PrsDfrD2a9nf5gtxLM1HeMwSGM2UMHGlQK962Aa4LPz7Dx7iCZKPAAA7bwc3Arb4WnI0TA3zdLB7E6Pn9wJoTkKYDgFn8aINsFv0hGAioBJnhswyUMDZmVVMkBjzwEzj65lSp7rDGSxMC8OjA+bxIY5w7Ap3B1G6cazRB32j84ga2mjc8nm26c2MdKZNekJ+W20NDQLW+R2v2PKqrvOWUg2hA7f7NNrNK9WQw93aTRX5+vn1RqQTodvvjiX3679WJBbkC4J/bOkm0C6TGQZDLtvvPaGqjyvb7j17JVLP/n8kw8Lre9dUybNLYtl5MNXmyed+fZYCpYmrhhfmFEa83ldDQMnbLz7xfvv6TPwsix/TqYvY/qIhhUP/mEn0xVZ3V+iB/hHiWX8nVkUAwScK0XOfo4RjmanGPKBIOf3gYDb44UBN/LCICeLiqgFKcGdINAR2BngWsnuUIALdEK8ywep4dgNfLTC802mQ1PlUqUUgFI4hY1MYLMwyOUH3ON9dd6t3h1ertXb7l3rPew97eWB1/DSojHYGwov7uhxqhp2VhFN0Z/NJvV2H6KpOxfszB3jDIthdLFRPnLrSQY4eirpQl+Oy8uoGhDSCTGunMqKyjwXuuWQWpBRMCI49baRt9So8u23wzDOP2GNuyOREfmkuGLM5X0ege+f+OBxazWhz31Ez4zF+cRP2mIGJrpmuNbxnCyEhFpU62pADa5TSGTY1oVVP1B8Xq8iCx5vvs8HqIp0+Jm3ZAdy/h/ekixddJMkeFqC0n+HuLah+TcvqSXOApolLAXI+1M2EDe630uz5jw9EoayrqgbNr8YhraOn3r10+tQhxU8Ma1/44KT8BAFjZBgKoAnk3aqMGL6+MJwaVKkG4FuJLohQOvobrJncDUW7pfchKHAqZKkaCrB5MjNheWwkg16q2+pGmCrv0ZjSQXwqheE1DxQrCZBP3UlkNOZJwrUNfYsVQ4kMQQyFIBCx7vpoLGdSWK6VaBgVZFlhKBAjuUaGhs3gxmFSVXPYrMIsR4IhA2lTmlkCdFlpopRjYrpWCmHD6Iy4qi2m06tEsAYK44Q0l7vSCciJIKjulgd0ZBd0ZWe2zVh2LwtSF6BCbe97B0TdprbQdeBqPLEIdxvjYMFb/cLCA7jXRi3CPVSf9l7ub93b5Rp01QmuKia0FSDn5l9CGUVICBaezgC/CgTu/iw6JUzFZemsYShHLWGqxGGccOEDdwGgY0PmIt6DSUkVDHmsawqWIuAMPbzXjmk+OjyGYW4gO8tFyoFWh9QxQ+U68FQNJQfJg6XF4HFeBG/WF6sLNJWglV4Jb9KXqWs1I6BY/gj/iP5mPKR9jX4Gp/kT8pfKye1H8AP+Cx/Tjwr/6Cc1Xr/e3aQnM4O8sk0O4ie9eQBCTLttUvygH6eBDQqnQQ00iynSUD/r8QewU7sUUoddQ5Es3ukQTKkJQYFdANQyccEHHTsicGQ/voBGLbdDZrYk87rCV6sy/v/l9fTk7rTlgBUY+9RTb2GNPPcLp0mu50j6lo1NXrlNFHXnL0TaA6mSs9O9Cjv9Ewmlh4WYT90yBc2Wzuh66390Pn8e9BnPWP9c/8ewhnDUCf9nP8EPZMaT3hDI/LWyuRtg3lPofg2RhvEA/CP8CPxtM5LYhgHhUKhClRLw2AzvA0uEJV8mBD7wn5iPRwhblDPCedEOQ/ni8VKEvdTBuPRym+xNFIZh5uV6/ANymK4RHkYrxMPKh/hPyoXFJ3DoigrfhzDxUoFrlPqsezDIaWfMlqZo2zH+/E7ylksi3S5EHeQSvnR3cRLpjk3pk9zJSFWREx7juwklh1EfrOvqHeym02UOmE6/blJLv+njKH0r0+rkB6aAfJrNf+SLCIhnUWEbtglVMg0hqJK0xr1rfoJndM5ehlVqPSy+7Q9WGGXvZz2k/y2sUl1oVEXp9f9PJEo0daTS2QfwYulsC8mFRFGpg20gy0si4jOa2prm09TieZXyKxTZdqrGlxmPQAnvvgmHGFtgKut7Uc/QTmIs/4Icy059Xs43Npv+94Oawy+gvSrByb3uAt5SJe6NYOaMyn5dWdSpBuBbng/uYbsKbn9krwgYF11CAYCHgF7EK2aQoP9rcQJ7IQ7iCJ06qWOQhDzlflafRwNgjIvKd9evc+dkZn00WzYGs4MhpLLWB5cgSkjdoYgomduWAPMjL7JdEKW9/W0jU3Y6ZJUH9qlHwi95o8yzpykwbxSW45gT9U/Jkeig0Wp0zqxpWGnQUx0P2Kid2EDHOwm/dV9+nnOgKzWQ3rC9pemQ3fVeQxPiGzcwTq6PvhuckL3u8h5emKgh4mR6ODoQtlsKNIBE9Y5mGOtHpw3eOKypjGjQ5dVTr06RETKgf55AR1omTog2/VH/RfNNv2zCfY5QuhvwFF73O9gSHzEbrOP4UoqkGxEKCnoe3hOQVXqUGWoNglOQrPgLLTMLR3Hh7Vv8QkNK6X4MfEFdBOQgALHEV+baClYqj3GzLzTMICyBm8lbmYsv4RwD0zskZUKw5l2050scYn66U7DGXOWOU3nMqfgDBPqHyLoCblFqQK0a2sp4KLTqcgzRC1Az2BiF4T/xdvXiLfvWnxrj7dPIVZLYr5xhrgFNCeYXjlT25WYz2rhfXeS1Wwhe9jWE1GE3YdNhxxMQidQysheESXAVuMln+Y0KCOq255dj4jtVtQa1dDIR2e6rhlUVEK62jRPU5fEvhVxXza8f2ppnyZrNXejNXvNggy4+1P4zrxSDqKv3rJ6bRa/t/uj1hqDvuQ/ACWgw/QXFi7uvao3F8oSQ3AoALl1zkYnInR9YL/DVZZj0lWe0AOmL9eTm5PjiNE6EC5f0jmzrNRD5Ag9sFeSSinnowf2iZsALZtPDvckSrNgFv07Z6J4E4yBuYS7Z5bOtktR1xK60Owhuop2Ld3TDDG7HlNLHVvdtiudugNbPJUDEfXBaa5Ff+ijASev6EBiJqLOdyYdA8umK0IVlMDa4SP6KlLu1ZMH3Fk5ty5T5osHDe7fUCiIsUHXV65ce2224W+Gm07j3PFm2aLXNrZE3N+GKgbW7bz21qZE9pV33LCt5LJk5HTiuod+2VnVdDml005rDFzDcntGmnITD1molk3qjkTtyd0uD7HBxFq4IEB0nG0uhK/QtGf8xQEYAhfDzMw5HGWvPdjS5nFVuHYet8aId5xbyvqjN+mPY+R7eoMdZmghWomOSFyhBAOewkBv0iXZZQ6TrXPwwH7dQ9dMQHFKWiXbFc/OdpTpkDlgCukWfWZJjIVYH9gjxuz+2SPEWID1gT1FMbtzTF9hYdEmIAqbACjr3dob9Z5Z+mvaM8x/Zz9299g//7Vz2ERw0hVCz/ytynLSV+THnqZQgohrz4qm0MXA0bHhIypVKefqK0nvzLksC0p8r+E1I7JLXSoPQ4PaSAdNzXH6J18FN7EOWvjaJtJBpyMVtzw7c8nEeFnJZdPr/95QHvm2eNpDv9xf3XQ5T+uQIxHP4rYAL7jd7IeRKqua5MJeL4rIEc3rLXLVaH29Wl9UI6NiLdeLclGxjNKVrj1liqkgpcqTIAZtgxkvE00RiVWORE+NaJXWU0BK2A9ByEc51y5T2FJL08BaCOueOZnOgaMFu1s8dBjLj6l2dNmDKfk52YOXPVU3G3r6VD9UX/LEpPIpMzZNuheJkLs7NPfyBuufZeOCvQfTDH9av0jodudrtDauqC2Bt8BeoMB0cKjRvcONSt1riJaSO+HVe4clEIfcB1ASFFFd39JWWWmvdWc/408Xn/EubAd/BH76DOBSBdEkfxdD7I8qK8n911gttJ4Mud/H7n8PPkMekW2G4NrsndkIZBvZreQAZwdzhyUgLJZ6vo/8LasxItaQvw2wv70NXgGng16mD8aI8ljj5ABRs1udO5wnnLwTdqLBe+gjnJe+NXtnNh9XVMhzYuw5b8KH4QTQ24zCZcEdQRQ0w9FkkK50GjRVRzKIAX1M5OJjaGY3W4+Pzetk9Iun6XeQ0K/SDJO2Z5VmofasrVmnszhnlpmF5mYty0JZxKXaYtMy55K3aptfyZ7H5pSw5xWkn3c3eV6R6URwbhwui++Io0biV4qdcBx5yP/H3puAR1Gl+8PnPVXV1XtX7/uWTncnaUIn6U46CYEUewBZXABB20QEATc2FQGV6MiijoL7vo+iXhVljaDiXBXFUWFURp1Pro7/KDpOxmUQx4GufOec6k4Cw70z93ue/33mfo+Q7qquOqfq7Od9z3nf3w8wjvY9pO8ZzGaPlW9GLSP0PSnfsGzFkxsg0vBAA26g+cHQ8DyuH1AsJ4pbh+geopO0V8iSSEly6It0ovCvoS9YeB1u5L3zyDtyfcFPmLYrEMU2Y+0t3LyyGaeb1zXjZjKPzlDLqHlgEo9J45a+Z+xG35AbFbKELRn4JNObwenMsxmcIbLc0C00n6P6H1Kqf/YMDe57xpss3W7ZSN7ZwPMko+TYn1MWZ6qSp/ZfJE59sd1SguGqbSBF21Xcx83MDJGMiCbJkY3qk7TRVGqLLSZP2y+zC2L5zxXr5kvyjFpSN59Gvo3gSGRypHjGdGGzNRsxVNA8RPoSQ1sLK8vjn1WH9pFn1WwmylOoFFqd8bt6v9gSChkMcsovGy2hcKg1xIUM+jbSimeo5XH8s14jPRiRPqzHKBghETFE+yvyBOGvYOFTspXDrUHYGNwV/CTItZNR39ClvKxWZfCYWijWJZmF8Ej2nFfJczTGy18hcsA2EGWbU3XgNngCREy7mpak2F8ENA29X5EJ7JkBcet2kZb0HDDcAD2JL9BVPYEI1WvZICAMjE45ct8m7148IP5rb5J3yyZYoFupwysZrQKJfPmWeSSydmA7JHFJSeOFA+Je8RuEIqQWYaUBeomOg99lvdNwTPMl+WX7bKztysVxp4IURIMcgAfd+9x4l3uvGy+kNqffuDFdkFzp5tymLhjEclAxsAQXsfGQ7WWxdAwvjofV5HlR2Y6lIEwJdgQ/DXJBvo62oOAxvf0EcevAUYy70r+OwpoaTFk/r6dx/QNa3wnjvkYkreI4EeZhXnJAE0ydKPwVrO+wfm+JLojiMB3Zov39vr+1sVEN9T9jS98zdkMlKzs/Xu+DXh/s9X3jwxbfQh9+2feJD5MrPjIEjGBDQOrYoltMy46t5bE0jS2WHeXESsthWOBb6cOTfe2+T33cRt8uH57i6/Bhn6WB1oJv4KMWF9N2/LPqiGiNUFC2QNgD6z3gsYRoXM/xdXB8vNfAT8tlE/QXudqFtwFy+3ROOVXv3wYQsMTmJVMzTvzuK9gzvFtI+wtZumDp1rYkPR0wmgEapTzMx4THkQGNkQdRdrw0bsWTScE3ajndd3qxUd+IBPhOwnsxbscb8S7GwnHeyJIX+KGWlp4eqRsx2qnWtGqNz4CKqK/kc8otcCGIcL5yG3nPvV/C1cqVXx6ZTbkiuKn4fcbj5EbNzyMdwCbL751d5MCBhh5svzfS1WRTOxHc11Ebe08f9UfPoYKK63o8k1L/NuG0nddcs5N+HpvZ2jqTfvhbV+1QL6q/Z6p7wKcpF/LDhGdRCCUgIV8UjzeFx0Obf0Jium667/TwPP9a75rE475taHv4g4RlqXmNGed80AhNWuyIp0LliWZfs39lSONDYDSZvO5wwmI2e1z+UCSODZJW7+w7FW1ek+lOs8dB7nszHhTIBKm1bhRfvMUpihkNterl8MXb9AZzxmT2dOEFcsTbng62BieTrhsNpNMaijTGaaJIlMSIWCPydGDcZiLqq6/CtAMvQGaArZFyKI/amH5I7ti8ydNXlCwz8wzBM5Uvyo49qLWb4imxT/cacwkUvbQcQtX5FqGlhSI6mhkRmEpwCVy/LXCSS9ophw+1NbO7OZdbYEIn3ZvAX25zuSfPZZbBb9VlLll+8XW3getP1bWLVix8caTytfFek+G8K07iUoXHeGYnLCpXlsFVLWDdARyUa+CymHJD2xd1bWfBzU/++zTSVk29B2n7Rg3obblCNHiwy5DT8o8IT2Q+ynDLB60dRBptmw4ncEqL/Z5AIh632ehuvGyUKiyWpCR5+MDdYWbG5wG0F27lp6QhTX5vp7Dg9bpUPTnfwhsCjf4u6JTLHWg1+BoTyXVVVknSVzVa6svusTjAsVrSgW613psrUu1M7M4fyhftd5jyfXhit0S5Ynq6yfU8OW0tdFtLdIAq719Rt6SupHlw06Isp6jz1BM/SZQW1cG6tNdD937dpEMx0Owi8XCmjjt4QdNtY2Yq77ctX3n+onP4ffdVLv39Va/90ad8Z589Ycp5QSc0Koe5lnzu1FjAPGrZoEkQ/HM4OXX69ydvP9UfOnDpsgt3z319R8X5Z51/ctV1TQdcrsmrLwzw2EqdKoYoJ/ODSFlnkAy18prlqScHPZrlVtvX+FaXc1WD5tnm+ji9W6jxulxpV/aDxEfZD5u1cfudhruauV9VbUh/FOey5TawDXMOSeUGI4ulYpllWY4/teLUYQuHcQsrnq14dhj37xXfWL7Jcf8+7EhZIceFy4JZ7Kyorxhv4fS58bnzctxgsWKYJecss2WHpIyeWn8XvmVz4PMwIkfZAGv58Jke/sxaKNsBm5CTrrAYpaxzmOUBov82UhzkBWTgqH8wB7mrLL4R64kS2ugfVkFk5k2ya3D9xmEw7CpLRbhib8U3FXyFd3hRw1L7B10ZYM5MeVaH1CGxtSdNLneTP9o9Fqmcr/kSf2a+yJukAkkWq43u0JUQF9RRKlnypE8m0DFUYpyKwhCnywtu7vdKDz95zPBRg8NwZuP0CWecMbTlP/a98a0LbLY5E0dMiieU3HUz2+sy7+169Q8HB6UGz1W+Kcuu4a8Ojp/UVF5bHfq0Zty66fn75MaVY299Y/ej0ZlnjK5Nx+MQe3nprMcbGhY2r9m586ipYlxZdMyE3Y7xVXPOUNdlRsBT+CbuCBmXgy+QUflCUoAI6rZqyJh/ftFyBaXpKsIAjlp809PLVzz99IrlT+P3Vzz9zPLlTz/FfJkUMrbOZzhw0zchkHbAnxGGK+WIwWQbZzQgo2m12WwZJ0kW62TrOitn7bDZ0Digq5LGrYLXXvIpO8T6jLKIHUpOfIVuxlUWY6yEDKImao3R/3jFX15665Trz2p8BE9d1LOeJMFt/nDT/I3nOozKkZ+6NG1qPq8nc+U9rH3vlCuHembo8+7TPV+VfRnTCKJgd4lOe6U7FUuVixrJJSW9nPd2iUzeOyCGAvjiTU4DswbWCZBB+g4veOkWZpzM8O2eBZ4/ezhPxbg4xKPGqVVRixYs2rAWL9Cu1K7Tcloa0h+O2nxT6h+ox/V1mRlES34QfUunuGy/j4sKFElRIhYtJvMdaYSL/pQv2o8U8kUMvHzGqg4TdPmDLnLgYhvL9bUxumlcwk/WiBqn9fqxbz3y1psXSl5pX9ueu897ZtCrzmy4silkXfbE8IxtRK5unMnGdb2x7xfPXDX99UFStNz97s2TbnrlwilLkhVDBlVWeRc/nB+yZl5jaNCwbGXu346y8uR7f+z9WPiL8CGiLlmNaCS45WVNoQ3whPiEboNFaLI1uBp83OTMZNLDq1YlNnAbhMcNj5s2pg6ktJcmlmWuyHLzgtdm781wc+1znfN8XINrZnaum2uwNfmaQlxltgk3mLmabIqrbW4a3ZDLNY4YObpsIdGAn5HWIqitq2tcGYHIM561WsMwJjc8UAEbSc/+pIKrmFBHr+hbaxfWdtaur+VrqWepPrC2kzJHjR7ZSO5ui66LPECVLZzY6lhr9I4663kYj4quccztkLnKFBjqyiKK13GYLUm1qjcZiGULSO7MMdC9z6NE76d9qGHUvyAPDAMbl+Aty91lfWjXtvosLqdQrO4SzK/bFYZYcjD0o7TQc/zDa3De3t8ot73xhnLbb/bCebvvV/5jwyNQ/uBDEPvVBuWAIj76ZeCUM4YumReviOkyHW+NGj1zdGrkutEVybYbRgofvqas30Oj/gbOf2MPLHzt9vuVDx9+SPn4V7+C8ocehor7jyhcNRYz8+XTr7CYo4ON0391zarRyiZ4x5WLldW7EeKOqe9m9KM8bXXDBnhcfJzU9kfVmmXZSxquzXJzGh5r/qCMawzND+IG33z7uU6uiWskbYGrKKuozg3i5mYe4x5jLeH1Sk2Da64bN9gaaYVXxCsqc2YuSgf8faRii0BFEbpOZmwcvZIIOayuB9OZQPcJmcZlcjtNb1fUjV5IhFvWLtKfDx4c+bw1+kD0kygX/aBY5S31n+9LQrILEttpXQ+5JdtX0T191dwiqbXMcEr7Tkqe/Uit0X9Um3Z3n58enczFAb5Uf1eLr92vHHiM1uKDUP7IY8qBwEOJZ5f/24cdWxeueHTww4EZQ8+4ePGUkbOED3crNw2ovgW777hf+ejhB5WPH1GbQMX9hWTDlas/fe2qN2dfcmVi3Ihrb775uslU1v0QrxEF5nfrQG/Kw5psELdW2XJW7i7jq9bf2LgLjUv0K4zcqfozjOfouVX664236bkJBqCu1rcZOIPVZjGLiHfYeewg49iVslGHhW6TUa/jkclM+5hNsshmKWt5hozl9MT2jIPK8lqtrgvfvkl4R6RdDb2DEdscfHkzCcK9gO9HTvR2kdo7lW85VDh0mAzwh1OHDxdNZMk/OuRTocnmLi39LlKl0UWLwBqrjzI/FLpJROYALsZZYX8B33UYZgB32+3A3f/c7c/iNfjRG28snMFlCm/h7NG38Q2FJfSjzgc7+cdxJ1tnHynbIWJzZiFCvWc5YLiIHPWe1ZHzz5FE983w2dvhIuTlv7i8RFeWlwb4z9LNqp3XwRAyiT8OKWW/qmsI/Gf4UfYOkWirYSTuFQRyde+zmk81WOPTcXvbqXG4VvdElM59lFO85KLHdnCon3Z9xpkhH+G7F7/nP/uO/CMxaolcXCe8jOzoJrkd2Y2SAFgnCTynlQSR01o0eqyzaAx2o0VjtpksGqvNJAkai2WJJDgkSRAkrba4Iq3Dz9hNrbbJNmzLGe12C6cRkGTR27FROx57HY8URYCCaqjObDKY4iepFBIq8tQADmtSGDlSLfYMR9mUyIeL2Yla+NgoZSz23vrereBUrhsNOwvdt+29VfkaL30eMNyoLFaU55WCsgRuAI76LTyJkHgf8xm0o8/ltimODsd2iet0rHPitMomJWh1VpPRaJPMFpJqC8WpI5VKcZslLaS1k7Xrycyr5XVWiWLKWTg+DjY7BURLFoGojUbLsVjUshOcvC5inCYRIXay/QXsRhZ8NgI8WTaEUZrulEaIKtAFDz3HkJ3yjB/ykJI/dDxINSkrFadaKkHPWUtYXSXi7xaGms+p/hDUtjkG/TDVtNRos56GnxIGFarwfYVz8HdHDio8addw8xIKDk3+lvwIM5QNeAb+hYqJ39r7jAZpEPU7ROXoO3mhCFqjGzzGSkMONRlWiddZVzuu864qM2o82qjd4wwFosnQeZZllqWBy4KreQMXDJFSwcgZMJtMoA/rIg6X3RkMhPiIOxAKOnlfuRDTWPySz/S+cUKkWqfD78MEd7Wdo94/FL3hTFnCbbFkpwY0vgQySsyY9EzZYWrzJddJYJEobjkneeMDMOW8hzxM7C6dki5Fjn9Sv/uY6q1FDbXkHaVSVRcPRdPinFt02ZwUaS4pJnMJhjnHFVVTHd1Ctlmz/Af3X79h5HjlSuUVpefRh2/8t5vhahgBBu2ce7Z9OhjvL9w196ZNnwuTn1v+wkzlp1uVR5QFV2y7/OVXoAnOgJuVZ6YdKTywCDsLE2dSd2ZK/YjuhEuEMJ9Gbsr9hO6Qa1ulVsc4aZxjXLytZgbMMGi3Q5dhS2hHZLewR9Q0xWfE34lz8YjVkY0nPL9mXJdfyn6LI+tBxnBV3GNEfHVytLN6tGVYYLTOOUzXBe/JjrLRnCY8WuOrqxq9kTRQb20f6WcJgaGnp1uiOimlQGYF15TKk7/inllRamTCYnGKYqaFrgEOr0Kf1XGuAT8x/u72azZuvOasuye03Dt2zg03zBl7712nldUPO+mUmcMzc5Ujs2cOHjkinQw3cBOWnb/z4Yd3nrf8tNPvW7v23tPfvCpYfen0s+a1XXnD+BGjTnKW07GwjgiNGWEO0TMs6Go5ZjQhbLZYtZpZ/UPRLMNMMzXlwqacxag3UC5YA+IFQLOwTjtLQ3/7hFkUR8Vk6jQ+aHzWyEnGKaSVzZPYXuLhRXnV1IdMKGxLkU3pdKA6zAj3uvvaE1u16ueOpZ9N/fyxBSI0wOyBJLLKvSAqP7ExvYXko1J4ElEjtbtPzA5kLrEDaXJIJQjanCajdhe+TfbrdDVaWYu1Ob2o13MMwAhEyhykUgc5ZHy1cDVEgHTfKSKIXkNRCyNZ8/omSoWCx1co2jMVD2oOyaRBUSj6GHR0jFkIk5zxlSVyIXqEKf0MQ18Vbi9m67h8rZadORhL5hQM2uOpfnTkBHJIpfnpy5enlC2Z5Eun0QgkGxGe4wTGhwQ0O/15yVO7BYp97ZMKLAee1hYfraVSFlgOUN6usgDR6mlhTEA9LAengI9clMCrTPru6E9qDoCaBjHd0wcj5HZRO2ScOMqKR4vjrWv0a038dPF0K86KzVYcEwdZ8VL9ZWa8VASrJDlEMk9Q00KjyWyxGI1eo9bnkS3WrMUDvUQD/Nrp5Bw8YldUZ5evVQs4bzjLzbTw0EskTHqX/1oUrczqQ7JmrR8TLVenRT6922VfR5dFJMACHRmHaS1Xy8yaxygbHA7vcz7d1ZMZfJVRTvC8T66rz/rk6hryVZkiX+XJbKtvpW+dj5N94PveTwUFSnnIPIxIWfYwJZkcKKFSi/pNrSfpeUplRFRSRExJsdZCT6zMpFGUzHSlj3ytkQTyaSlKuhS+M0WRaeh/iNpdbmbkSKYlJ5ua4DHlBlhCPoKyB7JvJCR77C3IKq+BTlkLlylrlYNgPXDZAbxUmTZl6IgJ8GThWvJT5RNfoMzn6/kE8qK5smeZdZnrCesTLl5r8FjcZi1ozHoDaJivUdRu8JrNaUPCpE4jPj94El6v6qru9f2frr52pOppRH2mEEk9RERRbZNK1gIMFM9VsoKN1lNQvCR1MVkA7qr6eY2zayCg/C3UcEZibC6ZVr7iE0p434Sz2zqfg+4jv+9sbKxKBqcVviJvHdR7kPstkeW8KIHOkeVRuleILGxwhRL6RKgRj9S3OU93zozrfL6z7XZ37GyjAerR5+6zebCPplQSWOurQIvh7siZFm/ykcuPZVhiDCXdjBqhBzLF+YwhgFD+YqptJJiyoS61guoLpo7TsOLa7GvLbprxi8eU3z983dPPwLl/g3ENZ4yeCyuClmt7VpzWtHTWDfw5p9144+yblN8qRxTXR11P3g9lTwpvdIydrFTAgnfmTWpf8iiTiZcrJwvnsTX6R2WjltfqPXqOgV11wdOyXQVqY4BXO3V6h06nJ0OAf4teL2BuB5yMDPiuLUCFsC44WbbpvhS1Fr5KrzeImmmAfSaB4dFqddO4KmQhEpfXWPtKqRp7DrXQkqAiFAXEZ2B9X1Ahinx5Sal4Pv87lCtmqENapI42zXodXM/vP1qO2wtLeemIhC8oELn7V0d/OvrmQzs5B8erMv9DJH9/IfkTkSyXUdok0cILg0iaOX4JBp9OIywRi4hS2tL8qq7MlOgICi1FwEU71TvI5yHhlF1HB/9aeO+vV2re/2kQKuG38bP5JCnHOZs1ourILwHSaAU9mWS5jfwuSgNI1CdPKwD40qZnyZwnahP6Th1QV2FM5nzYjLzGfvvWiYeYAEklzcUlHlkmZNLJzKpqQ+zDz35C+XSf8vEGPvnm0Ue4PP2wNPWW4xpxLBqEWrcajZKkiTEjdLMtG9PHEomgvRK5iaIf0SGqfcOgVel8mlRFJk1tZckh05qi3+naGj9Qgq6SOFFa/SdqMYfF/jVCdTkK77HqKv3t1XUT6pOxSrfV6tbFJe0pDVOyIzLJimaH1aWLc1uw/a45w4ePrEg3lTuCsaq5yrm9Iws/Kh/NGzmqvrpBDkSrJsEQUitxfBC/SuovgTLoITnr8JC5SPR6/JX+Rv9ccam4Rvyj/4vUEf/hlEHv16R+5+esHmcga7EaMskgX9NtN1tehBXITj48kexvkQcj2eHKtpLiqY9185AMBjsykNmvN5fTFjqpHu2H8gXVUL3ftSqrihhspVjJd7M5l7Ga5FNE7qL4YsVhpwmlmLKashd7sNsVBIfLHStxoFGz8YYcW6pjIBOMk0ddI6hXXnRff8MtE2o9FpP1JZP+9M7Fna1Dq9dNHgxg9QzJ+uyvuyoucFQ0pJon8N2Jc85NeuWKxd/MG1vmq56xrH3UWX57QLKaxVqL02r6rUnrNnorwnWnUn5AH+7G+4r7byfJxq9MX1kPOg66eEs3aWwr5Lizm4MOMlHtj2hqiOSyyrvACEaix1Ir0Q5SXOUeuvkhHaVr44fzTFBXCfv+sx0534v33/fSi/ff/+J744cMmTBhyJDx/Bmbdr/+3HO7X3v2onz+oovyZ9J2mUNI+JvwCapAL8ktf3H+4MZaLJrFoAe7zRQu+1z//LLHNfo2/el6XO7A2mSgWstZ4zabPRlPJOxxrTdZVDVgoaxzhJMWIUwN5sgvc7nVdpUFLFXIJhEFl15yOMJ2sH8ZTybWURwtSyKcwAlyY0t5JA7xLjx5c+W7T6lmaT15Bpx2uO+swHwEVARmuvXT09rDlJIiM3M8kRwM9UTrUJeIxHiGjEt9VHaY7ui43ORSBt65ePScc2AlDP0KmnbufAXGtxWuPLvxpImfb3ry8+knZ88srJj1Tm3rzKN3QANceb+ydc+byivT3Af/km6e8vnKHwtK4U9r/3hyNvWXL6j+cXrvl5oX+WGkloagNnhVPl9fA3zMEavQlseatPWW+tg47WjL6Nj01jmta0Krh5lFK1/ukji90Wcci2dY5lvWhDrH31nxQ4VuOp4emhu6NMRXGHKhcZi7wwriYD7mjcTEliGpIbUUkcZSu6t2by1XSyWe2p34BpRCVRS2pamKDicpf1NHFVRVNQxuoS5WLXJZknxReK+W3hbcMgY5JWq27HSOCjCvLh0D66DYG/8FYI2so4g1bOrvQ4B5eYutCbUPZu6Z/KiiAc4o5qapNwQzlkA4sCDABaZ6KT6YlwaLRBro7eoEA7apjaIqqaqziqvyRca3j183nhufijorLS2dLbiDpjXSsp4kmPqNm4YHbgxmhkdN3nGnd/XN26Rd5Bd1H4N9Q4WtQ3kyjVOxixKNMaNoBkyTJi1IhflKUyPdQmoxw6Apsn9TF/C8Kn7RRa5FDJKm7FjIrxLol5hUVxbZt00swtXQpseW+90C5ZxUZYNhINwL9qYvtyx8aeLYPyx98qWR7VMrdp8z5rQzppzl6K374ON5jzQPvenUBw+shMIw66XTxs6Oa2zeOaOGzPDFOOXzg46R9dPHjB9OxvtTa++7b9y4oVOfW3PylWN9pkqnOzDxpOGjau++qZb8W6P89O3a5eNg/unJRjmXGydfPFR0DatqPiUdm6+uTUzv3c4/wLcjJwqiOIjy8ip7sx27cNIwzf6Mfru406C5x/Ck4UU9t8JwFfqlgROx1uTGHtPl/OWGOy1iEleYkhZO5sfYx0S4kywnOce5uQn8BG3eyXGhMFu2cAXZskVEF3W6Ha5QMMxHPcFQ2MX740K5xhKw+k23GzMULGCbzoBvhwzDObI6RKALyXA7zpRHNb6k6qZOyQBvN2X8Uas30efATdcnUkzZZmf/H1cq1B1gKmXTFQu6SYjIJCom2bYgytQds2RBhlJu07yFF7SMVnb3PLVmyUUXt4yGzLebPCOnLrovAJ8ql42YuuRe7uBlZ14+9pXz/6y8etqq9tXj3jzvW6hX/tLwzH3nTIaJypCap+89i+l4c5Qz+asZx24ZukVOaHQuHa4P1YfrI5N1M6NkpI2KY9yg11XosCng5RAvFemK9UTZ4WdCI6dxUApV+90SA4nyWjgNEoiASBSXgD1KHfeww1duiqKAFMABb6wkqJ+YRLW18EUqP4A2IE81PXvGpdr2lhDINIz0qZz1g2GAjygH/QqeXvB6r1lw/o1BwNaG8T3rvlP+kLlw6fQUkd8PEsVw9Qj94kffqazMTrxkaWf0ilMXXVB4TF62fNaYPCuHV5T58BdWDjp0wdb+bJb1ZVM0I06zjkqpbh/SJEQhoYUERglxB74VafGtshVHuBpuHcdxXr1hU5TSENPl25aJ3d09Evs/SSq5IbVSPeWLlIpcafWzXMKXyhcfj1P2jSumuLPgVx6H0/HnDG8OLmOcvwJqlO3CL4Aa6GCc4zkNh70aqnE/vF0QeF+RSvdwUQ86pBIc5Vu6S+sb3NQC4gEug+cBCmOYbHpa7yZ+tjiRyMCb5Jpb8a/wU5onxG14h/iG+D7ez+nCInwpFjRYiy7lPhQ5gZsPRP0XOd5FyTgAyVWYc2DMiYioBpg/SYXw5gUkiiepUKGUPUsQ6ZJ/F1whGzXkn5YI14JXSySNVZujE9lSd7f0BZX0UevEbmDdRbtmcEqg8CdrihI+O8lr11zxagkVMQ8ZHYjJOPC+8cobirS7DKrhNnHiX+dwhTPkO47uIQr6n5ST+UuJnFMOjfJcnaATvYJX5D1OT3m5J+eZoZmnme2c65ldvpRfwz8pPi+aXCZwIofLagO71YW5GNjLkSPGWV2uRIxzxGIc+R+r5+pjU2NCzMVZeUOAi+nCVpfZZ6T838bHiHx/j1xhpkaHZnrF/JgOHIj+RPQnegzsNhvGNbAQMAQZzJ8rG3wssAPfg8Jk6iIBw7T5DSKXw4/5LI6M3R4wQAYtRBChhO/GTI1BNmCDLxGsqAnItGvFd+CbS7pBfmI3615/sjXlF6WZ4Uk3A6T8oSeVXqQuE1Fan+Kl0lDFDH/yJTMgdfUeUfBkyGXYjNNQgv2yQEaMcUx3zqmgU3ZwlL8pBRyRxvFr1lzTcJbckLUa9sXfftox/OrF917edGHzMK/Dejt36nsz7kqNKBtU+VmgZlrje0cHL714dMUBdyI4j5uvrjuFwcGP5m8kc0MKHZTn+SK+mKfCmUrgSlOlLeFMeCojlbHKingqh5v0Taacs8HTFGmKNaSc2goh5cQ+vc/ksTmdTo9WwHq93qS1CU7Bo4/oY9qkM+nBSVypLxngO1JqQeaMdOPQWlyzsvTZ39OlLGuNV/Zib64qVROVoziaK1Nt9UNyCIdy8VSNW3Zjd85lUGkQfdXg8g4qavTH2uqTv0L+cN95n9m+arcfwsfa7XMnuhimxvyftfkGGvOvOsE1/BPg67xnOEafpHxfM9VTPbJwE3DXemc6mMn/VG/1SFrWPqKXvimcT3em0FXyxDt46BLeEPA8xgaI4CSBJ32ZxwgDWqICsAuUJZDXcMJJFK7dwPvJSMlrHBTyRVSX/b0a8UiUqgakS+elL6izRt6D2JDX0grM43KNqroLa/pVd+ooXwk6jn/zyBR8MUxRFiltwvl/O8i9frRJbRcdaAwP3AckpQb0nJz+nf5LMi5xv4Pf8b8Tud38bnG3njsdThd3A9cktkGbyFVCpdgEnIAQJY3vlIdqqb8wJza26z/RY/0hreFrje5rTVoLkjZCF2RMwtcU0ngK3kdG10PQKPERfj3PSfw+dT7YbqjnvcYiEXhqEZm/CmybmHY2ikoqqfpAmvWwQomIgf3T4RjDHSffeJlyFPgDyqvQgucoBeDYKfeBMlSpg3fgldKR8ZqP4Q3FPD8iD/pIfxAOitxH8BH/kcjt4feIe/TcdJgu7gGuXhwLY0WOKC1iPXA6jmZ4tEHgvsZY+LodfUKeRnIU5tP8JzxnYX5qFLiR95nExin6fbQ8SGFoSZlYNBGi79Gbmv7M5ql3OcseMyBcVMo6UpmUirmM6+iAHGXf8D1F6zoALcqrhXv6TsfAq/C2klFaSkcmD+5BSGwEL9sXNaBhcrlGoA6ljQaDKPIU6jQB34sJ4XtDIsJ6qNf49r+V4JYPFw6XqBykHnddbU10wEq+JgS+oy3gpR8VE039lHxVmP+IvWin+0s4FwVlCT9oeNbQa+AMInONMPb7ZtT3+bgwfxF70fZ4BUxDg2Q7Nsgub9ZAbaWfNcACIivounobmc1xoN81I09Nzvv8RdhzosXn7CTPKZdN2BKAdGBl4BOir4glq+XqY/1WSG229R4Uf11cfyzIU5v4nOUkbgb3PLc1tDW2h9M+oF2vf167Vc9fHrqe69Su0/NVYpWhsqwykU7WJOVke8WCip2GnUbDRs1G4y7NTpGv1FQar9CsMPKdyXUV2Onxcl29Gnm4rp70e8nKRwU+iF3OuDvtmexZ7+E8HgfyxgFr7Y64zYqj1YLOV23i3K4JdlsbAl+FwxvB2DqtvAvnZFswadGFdWkdp/NGkpB89/nSnmnhMDPvKq72HWIcJj0DmX0H0GKrkH0poYQbp0rOcaJEa6IRCpiTa1ARc4r7pkDJm+lyr61eSoi/PnryEuUvypGbN2+8/ccrfitztxQuwjMLjxWevPXZcybcvnXdxp9+enr3k/vgSlj+m43nTn2Y7atewh34vfKT8kHn2WD/Dky/L+rYYjPDsUyhHJwnx3/0H87gOyx3+e+o5KYPnjv4DiPXhkcbxlhOx7wuBqLHZG110H09HTkRPUZJ/VVDTlKhhKPBMcbBOZJuMl6J40ROTOsdYqguVc4U7PJd5XvLuXKqYJOivGFLqCPIhIZN/iZ62BZoCgaTUaY+m1SsS6Iad1CCt3+M+XoMiurLW8xEh46qOnRaBbFi0JduN7WLlcusTFUujwZ9nU3QFIpa6kCu66jrreMidTV16+u4ui580fZBRDNuLClJBaoW9xQt2VSluIdpxoeKfvJFfZiclLTgohJMFQGiAGSYR32xtvMDNWFUz5CxVNU3xInHILWKwoCVJ40PbLXfPT1n94TJOy74Stn7C+X+Bc9PGP3cBXP+bcHEMiiM1i8/c0R+sPaymec0V+qP/nXl5fNuuGHeRTfA1EF3PNl20vjxkPv+NjBfN578GzX3rl8vu+qqMXDB1VdMaVx64fmvP/rYHQ8/pmK3H4Un+QX4clL20a2qCNGFr5B1KoY7s2YsIrjnVQh3nl8CT777rrpGDE9qEYsb6o+7HWEBMWx9piWlaUQriahFxXgYXcPN464V3mDreItks0Yv2lx2ixGMje4/2rsgJOtsFCe50fBHkf6KaWxIg8RypF+MwYAggZ4x2cuNrsVmk9uUMHZ45/6WLWuS1/VI3dJhtiE3sYcxTkhkqM2zL1BXKUi1RJke5iYKWuaY8/uUg6mLZ+ZOG4fXwn5yfskMds7N27P8hoWRiwOzT1UO7lnxS/WU5mM+GbwWMQxHN7pS1hfzoaG+ACQP4h8NjchiAxv9lbL/0d1oRMg4IB+NA/PRGDHWGL8x9hp5ItcN2ex5VOUO+OczxTTOJMlMbOA5Ph28akZgjVIB3qpLZuamtuG1wo43l/9yUeQSkhPw9p1Srk9uHrzB6qZVNmhARI10GVmtCIeGJV0sN0BiI5WfTHMZhQBVi1u6SUKJJkTN0ODvy/m5/rIdUJ5kTrmEmwaPCtvsokEhkt19SLeFNiw6bajrLrXoeb6O/3Nxnj13E5NwH9heJJLgybls0OWooSo1l9HTDXZJp5uiBe0sfgqpilmY8pM8LJumAMAsIhp6jUWLICLeHVrUQwlVqfEqlQvyZGYmwq6qefZ9HgVvYQkPhSXg5fbTmVhZQTdsif5Nzll7TpOEvi7cSD1R0ANym1YjaimlECbDovAB+gB/yH0oHEaH8U/cT4JRRCImKRU8yIMrSBtoxG2oDT/OPS6YMNJxgqgBnY6IEBxtRZvJM7XkuB1zWi3F7qTXwGeg1bGV9+r7duHYms5QatJJd6LJZNQztGi7X4IMKUqsTKpzE6EyDg8rZy1QlsGaJuUpOA3mCjcWcoUh+DW85+zCnYW78Fw25zMMCOafM6HoK/cH5melw5Bmjla4C85RvTn7/azyzJdT5aFh/qCpom/PDBhU9DSToFcCSVQ9zaTjHXNBeaL3Tfy08Bap9wlycAPeQFQfhJapdCscJiFwN0eGqG4ZXoQ84lEE5sEOoktSwlyfp0TJQ2S9AaQekBdjkOl6gJvzQIMGq+Pfp70H+Qz1IQe9fJFIEjM1APsDwGn9YMNO+yX2VXbubmGH8KZA6qxNwCGuShuOZjfY4bd24ELWqMcMfzWDWV8hxivoAr9ezzk9PtHtdmOd21ntM6FBWgAzAq56ECdZdLKW2jRFkNtNp7+Mzpx1p0nZJGPyJaFVof0hbnpoQwhzoYpkxdwKjCu0MU+MtKZYOJGQdfZsIpJMt7ydAqnFk24/K59pz0uvtefzPmli4dU6aXcKPNLvfN63SaV70r6333+bdsndJKC1qbWwmx7YAm7LgRbpd0QBONAC7WR8zqcQCZLPk6/2/KL2PHBsW0eMilG6jkcOKlKzVUNhxpOxHPX1yJEDUbCjdXxmyNRHHpnT5MGJSOELMgsUIkqjNzv7wZcXX/208vELnZW3RmYB/kVkadUVL0L2ceF25eupl4w45x53eSxxz/lDL71UeWf4G2t/c4/HPzh2z+ur36RzywQ0Bs9mesQlcqRNgC8B3ocPePwKvM5jiiODK6GJvItHbKekczunakIMhsRmlLLYJ0IjJWhZx++ivGt0Ed4iZXmvZuL5fQoC1QwmqkoBHWmbSv4tebWf4Nl9ek+/sqPuj/an7zzZH4cGGAvT4CAIH8GHPN4De4iyAhziMFVqKpAAjRa+hp9ClJiNPF31UpUcC4Mvka2OLDomWUUFjbXfQy1Fax+SqhxTUyb8vWqijpVhMoJOZFjtPhRCh+TTP9Z9pcVU401HWiOztbN1S7SX6r6N6Kr4Zn48P4PntTycCMDdFwy5A36fxQ2yG9x5rwcFAxqLDtp13+h6iTzM/JMsZIz9hAG9A90d3qaivDOI9yiFeEeakN9vd+i9oYQn7W/1T/Z3+Hl/gy6jrZCOQXl3ecOXtRSHZIbp3nLI2+05XNwgpgbri1oKixjs4g+LyBddjfxhAJJ0H9T7f471XhrMw8djvnPOIu708djvcOFAIGp8TNm+K4/6SgsGPsCnA62BvnIN/MNyJQX53y9Fn9tNS9FHStHd6p7s7nDz7hOWov+/WYr/ZLmdsMz+rryObmcAymigf6YdPSy3SxYLz9OFZpnjuEZstdkw3GtHJrNZEEregY2ikejN2nv1OmSbZbVKsywW8yyTyTjLYNA36nTaWaKooXM3NZybBSAhqCGveclBXTrZQkYRf0P9Kww4pwD2h1QXNtWwLn3szz7fzz7/T6aEbVHWw0L6AQ3MV+6gH+VhmPgVXv8VTFee+Kqw8Ctls8qjiYfCU9w0uh8hO3AjwglqfaHiO3n5fgtH5oBkV6GmSRRVdKDyj/I8lTBsGir/kN/zlS5uEXjtovERhI60I/1WMtW5tUWBSCQz1mtiL9sDD1NOAjQSTUbnoM/lMR2RjiiORiL7Y2WOWKwsYoxpXNHysuaayNTY2O5n26H9h6ndEydWJ7ufbYXWH+q7q2ORVLWuexeZhn/wd3Nl0SgHc7rwrXLNgvEwfn/nzPUz8cxnFkyBKfsto6B3FIz6w4IqqNrf2by+GTc/s6AGavZPLv+mHBMV7xrZvYAIW/s7Xetd2PWMuu8+e7Zq6EVkqvzAzyL1pFtdAqFon+lD6rH4k1p3qQxxNnXprWQrc8w2PSMKbWBAk8WdQzsdHf9BGGHgfc3f34eHO1c+9ODVv7jvFYuh0uurMFosxgqflxxPw3NeLdwLI0iABx+4+pp7/10iAbyVBql0hI/74gKvqwl7q1hk9hC+fceOrpf27tz25vz6RCSSqJ9fPB6RNOJPP8FqcvvFfS9sZ7fDyfr58xrI7WQ2X7o+x5XLROMNpev92CVifd+6zmuwEmah5CbcjxlS9L/GyGDWiMz/GoOkM/b7X6uYJPV9mCSvwSTyjKzsA2StseKXrfusuNU62YotVohYH7BiK1HyahiswECpbRFzJj/BGtXlsADOZX75CwzQaphsWGDgDBrm028+ZoGolBYmL7qL8mKeyItx2Yih1Q6yfaMd26GLu1EVN+3HCo0nwFepY+/Oyn7oMO0yYYspbGo1cetMD5qeNXFpU7sJm3BX4fcMnsDU/zQGUUGfdx4Z+NPseX41L70byfP+C4SHbD9EA5V/f0fir2Blq8Z/rfc9Urb/GUqDeDzOS+97JP4SVh5q/Ct63+mTn49HajhGfiZxKQnuzgFpr+t9i6T9v0aYGJj8/vW+pr71vsthI1tvtGApDBvDEFaXG8PH16Mar74v3muwi+Sb4StERUzxFSJ9UU70njqgaaWYL+HgJ0HcG4SgqC+iQByzpFjCnGFxk8U0nk/iVpL2KwW/DeJP6VdNUA52BLmgyIBwggNruh+3hqU3WUzvOjW9QLM4LwkUD2JAeo9/Zx2sJe8cLLtgr/8Tf6+fo8LOAj/nl92BrJ+0k8NbjkPgoS8u8hqwPdw2OUZJDIp8BlwHOeAwozPgMGj+WTIDlS2dzjBF+gzyDo5/Cj/O+ATHUjS0Q3ISjHfABsC8Zq2wmNz/ml8trNZ8vRLBOrrkzrx5xKIbK+kJFFDvkIdZd7J3NDb6IWqPJUXuXeD3fnbxBfxTkFQ+uu02MjP9hd+KNwhbkAe1y7YF2jmO5dpLHfwM7VQHBpSyUmtBM9JL+oie09drzKaUi15ya5BptMUcNmOzz4dGg9freyI6VPUl6ncl6qHzeV5NRD5vj6kmeurwnWFe/WwAv7gTzp0Sa3mgOpLSXA3nTCqLuruqIuX8Vrdp/iLL2Ir0motFzZikWjZ2fj++g+jtHPLLJrQEisSFqoc8XfZi2GN2SlyIr+H3P/88XfPgn8XXkfI0oSGyLinAyzzwo4nkNolkTUQk+T6LdrToNVu6ILO5uKk0gGKS7aCRYS2jLgpmWAYwXGvcsGrVBuO14rRTTpkmvLf2nnvWjh03jqbxbX4P/IH5X6VkL4dwJ91PXU8E0j+TusMfAdrI040F6szEsMYWqaadpBm8DQ4SV68cZmsUN/HLsZcovXStar7spgb/SYFDnxnrLVyYSxPZrN72mYa1MIMpq/F6iqJLamLhEIVdKE4kzs84y2c6aO050OPfxH3m7MK3baemaREbZyPnm9nNwuH84R7GYzvQ41ocgAiPvUtOPnkJ/Zyfjcez9CMMUy8sPkX9nVXrKKHk8djeQyTVU2RT0pFzjHVwCXvWjpk/fcz1WYQDbp3+M4tePNvm8zIkeGM9IyzxeP+f6CMjiz5p3fmSjwlpRd0qhUu9SwWqpspuThULmPXn3GkzUtFhw+WRvkkzr7i67eytVykXXmqIeBJldY5z/BdNPj03Qd3f45/mfiF8wNam5sohgXrgCdQDr98Xj5siAoW+wGIXzNiMNUjTBVtkkyB+LlzEy2Znlr+VqIhbtsNF3OfIq330eXgGlQy0Cj+kunukAlIpaJiPnuqll7FHuY7rIaH0vnEDhH7kn4Yq5Xf0Q3LdpMwE6snuQtHnXPYueFw2GJHg0hq0a41mC2rN9NS1QjrzVg/ddjJzRQsVp0aFA2zIwdn2sMsYq7RVO04b2XhKzj9miDlelXJEq02aDRWh7Ohk85U1x4wrjXJEsxiv5XlA/NfcarwayGBCxxLuuLFEHUoKbGOV4aBk3LkMF+X+zwUXf7ZXOSq8d9ttyke0zvVkHn9a2EH62F2y22AUQK8xCljkTDwWkYkHvWA0duEyeYiJd5hMvFDF83owVkVMU8iMbiKzDKYEvHotL8g6fVYQtKJW57NgMQJ6k3FlRF+jx3rKSW+ufb4onits93OSpDA/t5RqhEJGVS/bCu7xWplFd7+foNrDmF8HURfE+kchSWFT8R+O/PUe/DH+D8UPju+VHsX+I/z5qp5innA9Wyu+R87tM31jwp1ECnnZxHVQy+mwaSWRSjidXgCtRk/zaqB5NfCgFfT6Ow28w2DghS6IbSHFrNWTE9lpMGjJsCpq9bzQTLmXtAZ9s7Y0RWi9xtIUUczcUXWeUG3TT5AhNn3QXOWcopXmiUwj116rHLwW78N/VISLX7r4aC+2XfwSmf/G937Bfy8OIfNfnM1/78AEmKfOl2mHg86XmWPmS8ZvwNYQR6vh0Zsq3hJAtd1Cw9ceg7fEeJzZ8wcVn28kzx+3GeB4wXYrkiykllN+OWCUI2VZyQhh4z4jnmxsN+J24wIjThNVhO/CgefmpZhktzg1g835DFuVpemkYpo2kDQNoe9wHQtetBVZnVodfYc1bV9vx7J9ih1vtH9DhFFtFzzDHryIQZHRMaEf+1JEHZRJCxidlq6IfqkroV++ADqkgY+QCHcSuQFRHExRM07ghQUIdjGP2mOgMJktgoonObFQ+GIAIibHUDE/+QS/yLmO/vHIrZz76Fdkoqdrr7NIe7OjBHpajt4l3K7H8SB4rG6H12lzObx2mwtZJKsbWVydbJPiqJxyh60w2dpuXWldZ/3G2mvVWK3IknDE6czojZstWpfb7Y0kN1IzKtW5XezCv5SlzgqgW6fIYrMOplCntHMla08tdq6jrP1NlBYxOge2Rt23Wap6lf6QLy1G0KWIaB1Ry5j9MdHHYlEKda/2syJLbJYi4Mduw4EdHVd35efOnnj1rEcL7995J+mDzcru/7hl+LTq1vq5p8q7hB3B5GvKl+9sVQ6cPa4qjDt3wFrlsh3KUk9oyqIvH918kUtidXZq70H+DlJWIVSF/iQ3Cxq3eK/mXvEJURgnrhWv83PzOXD7iBwm+l2cyz9WP846nbtDo835csGxfi7JJX3JICf4/V0wSQ4EeAf5WPxhPw74eYG3I4HXgT8csKAyujVpNFRQXoEpFGeU9Fazzpi1a4hyH4/qfIOgq/dD2UBmYGjikI2aC0Nyezhq8aYG2HDmS0actEen8kUKJqYuq5ab+SJZhq6cLxcq/ZUBHuVnlKykVAsexu0MUZe75HPKdidzKlAPKWDqf8oN2JCEkyDelN1avf7lDcpbh75W9j685omGXMW4ZDb3t9TvZ4+/af75t989f+5Nwo5B1TNmjfy1suJpRVFeh9yPf7n3aslYOWbS6KUdc888+tQDGx6/9banHunbH2BydKoou2eJHO2XzWCUg5GskZeo2NxvzVDSS47fk7ic4TCy8cSNY21kPHEPwAvDTC/8K6lfyqPzpLz4MT/8SnxMi+/wP6rBt4t3aPE1/ts1+FL/KhGP1lwsYreY1WCNRiPi/eKPIj5X3OPGkt3GYYc9bklLIP2Z9Att0Bbnwxy0chs5zP2Z8ot7k4iy/4WxNQIWtgbEIW+o1A+KXjhFx3jVF4adkCNbyiwa1y4q/aOyfCbCoHhUoFgvZibRtAPEboOKzWA+9conZt0x6bw9v374seph00ef856wQ/mTq+zAxtVd50ku5U/cM0q7wXLuaaPmlJe4lEg5SKQcLpLD5/rODeAZrmm++S6OEhphxqEU5LDZQpqjXyVPYrxBPkae5IlqfeE+5qQEyVprqU2W+IIG0iUxNuiiYwF1YjueH2mA1+714D31+pkDCZLcx9Aanzr8GIqkl/qIjQFNxVP4adx0UtJELy7ZwKlyvGpZ2r99TSe3qTzgKSV/ywvR1/xQficywClqh/HLTsA6RAEIDBqe0yJBj3UGDTM/MDpatcWjUDxyxSO7b3Kp98lRKB654pHc37FZxQlnR654JOF3bKPXZ+s0XfjWbeSl3GwDpmtwOqTDAkLuNmooKxsNGiIAaDit1t2mJRe26bBDp8NoB74DafF1m3VCinsBX4c05DeGj7YZUq2kISJq6Et+biLPp3e15CeZcmRThJuNDBHDQgNn+MDoJU3S8wXlHDjkPeT5gh5ROt9NjvS82ysVPIfZ0LH0B+q7Zh7sKZ56QCt9Kn3Kvvo4BBgRDB3LZ9h1kKM7jSDqYAEMVvbtgBoYvFV5F2p3KHvJ4VcwGNI7lN/C4G3Ku8reHVCrvKvK/GfgD+Ab4S0iM03ZrkNEVRUQUAefmI7vFj7X6wB3kGl6v34KWkktAo1CB/8gj3mvYWLRxKpF9afMtzCNSwXhKG5Kx6wasZ5ahmbgm5fOuqx9YoPnbvwBhuHRe/wtVc3s/V5y4TLy/hB6QpZ4j8Ob5cU9gQ8D3C+DEGIuZ75IdmTo1NA5IS5EhgajJYS6GQbUCrnGYZH1xqxltbHbAR2kFva7yRS7XyrHMIWqbnTDZ15kJd6IMR4VZg5ZXyyinhhkJGDrn3mianenpBJ2CE12vsi6KhsEBzIEdgZwwIFLBicqZ08KnFHVyaLkY9FQ1GiYa5aILys8ZJh+x2J3uC6TqdO8aGmZcvP1twyu813Y7OUuuX/q6qUzgolkfFDtCOmShrGd0xvOzvqmVXvU+qjAv8FXkfJIoU1yhRiDsaHpoXNDXCwsxswGBKSE3ACOBW5wux18d6WjO2D+jYEa5zTXGwyVtFSqA2AsN5k8C8IQ3m8t7yACxP4Fib0J3JlYn8BTEs8mcCRRk8CJVdXu/R7aAUywH8nOUBatGnTe5QxkpeixQpePDzFAbWogTIR1ZqlOpIrF5KOaQ/TVNiOjK+FKMS3P1Qcr1VdAYj/OWUWXtjld29I0ODTUnR3iraqsrNNu8taedM3lNzkDNSNHP35t593cJkeuvqUm1Wi5GdwxVzBeXe+bO2jU5VMSkeqgJz+s/ZYr6V7cmb1vai5jbdiMqsEl++wepzfLuTqMHUTOR2AyGvcbzKRXm6tpi6oiLaqahpCrp1TjaqvZlAgTxQ3CIT+mjV4Xoq0qtNrfHaPlqbNWW7olq1HtFw7SJcwmMBp0of3h8g4ryBTMHC6UDVKHBzz7EwmLRVJlDSkrzUvriYyJ9mPYie9HAuKpymCkO6ODS1uQLRMPqw75KdXhWiosYtCLKolrERiEttJDhVJhq54jpKmmVKWCXiu1Wkes2pDamcKpmHVgqyWNtr832mOQ+QdtGL4tdViObuFDhDTp029nTbouI7xkGTqZNOnqjO/CJu+AHv2TosF/23DfwBZ+ca6vhXuJaMDq6s5iXXlRABLPo0Dvl/JwdyCrNU830Sq7zCT4A4FlNrvDZrP3153ZZLEZSDXo9GB3+AM+Gxmr/D67zRrAAu+w08ops1glyRPw+ZxOV7fb7Wn3ei1Go8FswgY2nOnUOhxE976s31n8Pp8kdRAZer/X4XR6PN7VLuSW3VPcnHtU6EQVZyUVF5x4+XEVR8kCpAH7XH0YdId6WltVSplDJVhHNVxLX98p1qi1uP/CTAaKuzDU/Jkv7sYcX3v2+mg9ZKwZZ8zJ1R9fWTHlTrjy3vPP37T9+KrR33wD/E4ZfNPNEPvDH5jbMaoo1kcKpVEzGgq/fB4NJfUxltSHGOuo7hjMjQlNC81lI1DL0KF3ZrKOTCY7uLp6/6C0Y9CgdLa+ZeiQTHpwY92g6jAiY1SmbmjLkKw6UtVnaXE7a4YOyTU0DOmuq21saqptb64xqmOWbKSDVqCSDGhkKKNBJwfccnM9Gd0ecO9y41Y6yvFkiINB1br0YGRMm0xWT6buu5qWIUNqazvorlhzfUNDc3PT6hxqnNKIG+e0Dhz2Eowgj+iqkQQ8m4BPE98mcE1iXwIvSECiC96STYgMgZVk+PMOK1KHMWe9gqq9ssHvhPVb9JmgfbRAjVBJYNJJ1UGRjJKtxRiFE9X3MZ2Y/Ty2vvuH09R/ZzyFv2sW/8wIC/tJi7nfwFrMBRds2vZPjLhHr/r7lqT6sJuY3L9CbrOAWZSM2CRKHDbxVgRm3qo1SDptXG8wiJJpPRHg42b4nIyqGjEu8Lxet1oj+Owm8zui9BxvXYvBa7tl5DE77EUL4KI6e5R2PRVdShXoVZ02R/RXrriz7KTFEL2T6KrcpYVN0KPYjxxRPtr6B778r8qjf/3oD1uZfjOr96DwojiI6Ddept+8AX+DGahKtgGlFO6s5D6p/KYSd1ZCpaWrdxrbW4gfs6lBnsF465mO1FR8BhEnUUK24PWNDzbidGN7Y28j10gmnw5mrZ09FiMc/ZIU4BbR07d/tKf3TRiN3JsBRNzV+9ctVMvi+1d5WLrHK3n+e/bOeBFj/hKKMU8xqbMrs7gmC+uz32ZxR3ZhtjPLZatG0JS3aPt33ehaEXmGxHDqRw/AqS+TPRCpg3V10F63sK6zjqvjG2nk5hK9AsPEPpuU21lMn3QW9cnVbC/IC5FQTQijEGwM7QrhjhCE9GwrKHTcph/Fye/9km9leagv6pY/IMY/AJHg5CCmXCDu0jbS8fwD6vuH9L3/HbgP5iH3Jgjqu3o/Y5t8/RtfxTjHv+8dhr1NyzngphtHdHUsPBDLn+I/kzj7SLumeE075ci5kfnleL7v3CCeL8134GmRmeV4pm9aCM+UZjqwyCyinFZXFn+phXYiOJNJIwtOgVeXI5xigNqdWAwGvZ4a8P5CNiOjITzHzXMcSUjCQLn/PHpRe7tO0Gh0Or1vHRmoPFGbN67yxRZ5gdmwMlE62sKQBOj/L8hHXXVk+qCtKZUnXSM1AKWFAbQ4ma0J4/wj6qEtU+c+Rjfk2oiKkAbvggXKkeHPzdyuHFH+fdPVSio9avnZa6+ZO3sNf8fOefN2Hpl/7xkzIAlaMIP3VqXzyZMuevRX2x96gI4DLxTehK9615H5vV72i6JGgxbqQa8nyhDFUC7X63SQ0OuNBitjaUkTBcLK8CLyVhUtwl00qG2oj+2Cqqqlc+Nrrlk085LlHYFV8dlsj+IMPLb3T8iGxm+vEBqFNoEyivXI5eJnESMY10mfYRWSA+nNZ/Nh/TpqJai6bPIO8o48+WMibB6lew7le2prGlHe3ZCJqOgUdJuiPktG253N9RB8Yee0006e8uKt7pBf3HbOZdIyw9SRnNqWakhmHxcCtgT/K4QkkV+PrmHXK5R53Ea+llx/gl1fg37CzhNcX4d+iR29vb3jiAC7TthBrv8bua7h19/Hnn/c9QS9Tu7e8jGi3laISCQCYuueiNrSxCnQDpnMj0a4l4/KAjqCIvzLrP3+HPa/G5bU1RjhUnhO/NGWEKyk7JOCmdS1TxLZcdO/Qhr/fx0WendAnP+CDMMc8ryIOO4iEotE4hY/JwAZMBDlLgUSm//ib+8LgyAO0r9Euv/XhUUcxLlThBtRHGXRi7LnPNt5bryH/4iit0q2rDeZEH2+cCTSxdlkm+hziKIvEveFvYmkWGe1GnZws1EdVXRDkWxNHVBRAdfVJbu4M7e1esHrReEXOCOKq9UnSz7RGglT77dwGDWlIf0i10KERVKrqAGsq6TudE+e7pelKN8mo+el2xWFOiJbpwpeIlira+7WJrYqtsZ8xatrzC2vsp1ain7FYLoSSbqJUZYGio1go8ptKzttyNldbtcQgKSq3Jao0k/5RXmouaJBGpXIxe3B5ZPKrw975cSYeo6LVXe4456qXygrHBFbLuqRHGPKXDUQtwQnntd1Wiyj8Uhmmx/CZf6UrzJsDpoSS6YW1t+SLYP4ZRZd0OuwugxmyfuvUc8/h/057P9E2N6PlemoXEyysEHZSJ2pRQ2nAQFr0i0HWlCaIoSRP7o9ELPST3lbW5uYPNrIvfG3v9Jvdfx3kef8UaR4aGHZJPKCHpBo0GEe4fSBl6UDB15G5Ej+qJdcpgjunHH+cfdueH/3bmX6WO2IsWN/fGksexZN06fkWTyybyPJ5hDm0gfeIUnxHnibpEMkifj0hTbNRTf+dal2HwkfKeaBR37ZqOFdPOYYfS1Ov/N2KRaFmoxZk+VtL4jJH2vEa28svoemWUDSVgF4Dvj0ARLhbZbZDNFIy3cr35PgS8dq9/2L1NfPYX8O+3PYn8P+j+tXg9EOYbzI2xJWgerChmU43dv0f1mfu1cz2qahGlzf74/Jb8O/TJnQNJ2seYqkydavg2q6yG/r/9X3tpH3PC1WkvdY+t77ueYn8tv4L1U2z4nTi/o41cM1YPtHejq7v5TcX2xLsjLcQe5ISCN8X3zmReTeu+o9EitJ72nOLYb5ioWR2fN/Y9MYlrLfteT3Pq2jLx3G3q/B/9/NS+8quBedRspXUn8r3xR/m/41yvvnsD+H/Tnsz2F/Dvtz2J/D/hz2f2dY9CZ4YI+wHdlQCI0dbkbW3gKSOOo3JnInU8sj7nzk4jRIw6U3iSLq4oKbTCbv81wQ2dOFOro1Sf3wJpx8+rOdvhlKurW2BhrBwRaPY0XaREbKOcDpCvb4UoKvyauP+8bkmsZp2rJ1bfQjBEde+krg5rVX3tW87crqofkzj+bIjbrM+PEI0OsknXtxGTIg10tIx41BHEtUCCGagOOINGHv5FzDSRPrGyfBfQ2TJ+XIh+Z1N3nG2/x05m9WOVxHHjEG6ZCTfFPAXRsX2mQ0ap5Xn5lJqzylxz7YOvAlb09qrD9pfK5x0uRc/UkTGhonce82TprUmJs0qXBr31v/Rer557A/h/057P9YWEDzIY5f4hcjF+qQzdsdELYCpefdZeWsXdzc7ZG0DWxarWm4gbsIyYhu3Nq4OIogK1eNTFxmE/LourjBW7VaiwACtcbokfYVDvu8PcjT6uupS6fz5JyxJOYhWsaG2VYIQSZKt/foNp4Tv6QMGRFL6XQJbS4Jp7ub0qe1Xd1QB/FA2cRB52ZxLHL2qNYoNE5ct2w7SzPdTwb0j/eTASk7YAzbT2ZxtP9EHC36cYe2FGcnxKV/Io6EvtkpjVbjFNZq1vc2iRkS51H5rJUAewEs0Am7gAN5yIgsyPU58lWVIV+usiy04wV4JeZ24b2YHAHLoimLZVeIfNkc5ItEwVh2+8mplV4cnM6207BhlZRSdu7lgKNXOdnlJ19aXZakk2JMB0NZ9DmkC6lCKpWioDXkgNIMg3HR4tKxtoaLxaOvP9eLYIhm/SMIjvxas76w+H9R+oGkv7C4LwO0fRxt1+iUcjFG8nDa84jr/XQzdSam5GVGmzOLcHvx9ZTh00Kz9wlDX8xuLiXKYCGJugh9jgAgnS8UGN1JflGJ7BNiEFXKn1P+RF6pAx97p1JL6v1zVm5b5bErEexFYEGdaBe5QAsB0XJDtNwQLTf0T5UbdYGhRcf8HkPsKBtJWU3BL2NcpCXd/DJJJA1ArrMjKUYVHJQUJZA+y8qR+8flmIsKSu0yGKIopBwfYeX4tGa9cvb/8jwdffqYPBWmanS9VtY2ThnI+3pcq6AZpRjKtFUUEyVbaHMgrYLiMT3AcdyJWoY9St5wFXnhYdoylC9Y2yh8R9rGKrEVOdBj8lyrrC/LWq2OlTYI29K2vTau07bL9ontGxtvk4ePyNrkIcPIFylaGy1amxwuy9r0enHYStNGE15peoAcdpl4Ew1romFNck0T+fKXkS+Xl3yRYjdZaBdylmUtaxlbnY72K06vt9nTb2fSdelUT7G8SEktpqN0qlhobzelKX0RtbVIFk2T3bzbJTpj9cojtloAf/I0bbPDUD4LNAL3VF7zEm+wmnQmEYYLAKNHuU0qB1bBI3yrvE3y7ERLt9icDtlBk5HQGbOdDpAdUxx4veNbB3aIFiOkja3GycZO48vGT4y9RtFI3S22VqezUjdLu0Wkadfp7KsXOh4gUWiD0BuzjnQq31PKy+Xp/KL/l7w3gY+yOhfG3+ecd8k+M9km+yQkmYEMMFneyUIIObJkIQhBEUEag1bEpZVFxF1SK4hLL7mKFDUtVHFte1FwCbbW9FZprUZoa62tInS52t7vUuj9a68ImXzPc9531gTXe//9fd8Hv8w7884751nO85xnOec8J2/4xhdp4bZSkOccHo4hgmiQJ10SFSNvO4MAxVXLPK2pvkuvn7+Yqc+t1i/S0svcTrd6cRKAr6rrEnftFSj/l+JYOPJ/fL+NFH6WfrtH71TqjGqMs1Y8zUqTnWYqDpx7retx4UpO5lc4nB4nczoV44q0NNIQ4Uie40jxyIWZc56g/dB00rPDzLT3OWdSuV9a+YORCvoHtGgTP8kADFXGK7fN1tU21NmniblHtsGaZTMuby5vSbtZ/1Hrylme+UzvvPim+pJz/9RY0SvxPHkEx6abjGmI5ysio1OD38IJYEvZNYwRonu9k8zU50aPKwaiUBagrdZXioa0tAOZ4MikfuOZYl4wsd/6qqnfqgL4kltuZiYnOwX+1km/bdyAOr+bv8BVLppmoKEK1JHJKsEX7Db+qLYr403t9QyVJ2U4zeRNYXZsyhwE58bAUSLev8Yeoo766+yOo65DjlC940Z8q6wZyw3j5O8lN85EbqwmbizxiDS9f9aKyXltj0wunke253XtP6BQv0LJAtinpI9+KDKdmaahgE/1JfsyfFlqilOl3mtJbeWwgx/kbAHv48dwDBPdQS7m4J+YiZTUN+DLVCKsuCRskHHktqyyLNl0BTLH2OoSXwu6xLn4dzb+Leg2XchMl+joxDez5+ALtuYS02fgS3AavmCTLlGGQu1C9zLgol3yB1xan2vIddh1zKW6UsUE7K7z0tIYvWHn9fOdXB4ZHli75qgfg3cUetLsmH9H/YHIe/xqiDjYqOAz4PXVWQU365GHhuTiqFLsuCC3SpwxS1QUX+DpPHN1uWe9Pq0oLz8jOzutsLHCq9IUU2gY+ViHfNSheJ+ioL8waGSiZUCmBTixjY/PtuYZ4/CuIJZ3OkOOMeQYQ44x4hhDjjHiGCOOMWqIEccYcYxRQ0xyjIGHBdgCRk6T1oc28jA7xlTmVSFZzVcnqVydxEHnudyLaClMVDSYbLcgY/lskdeETUqprFnlwPvabqELvKlvKlXyAwUj/oK8o7Lkq3zjqkNRRBFMZPRQlM/E6MwmFFa0nw117vIrXvrdnt+9pNfPvflmywfaGVo1um90M9rWjmcDSivaz0ZpvqtnWea7oGiiqcAW2kUMUMqqGWPefkDv0rL2ZIsD/jVr0aZix2Mf2yfmhHZCfmiVLPsHoTnqowpo/4owzjyd/X5Gmm86Jsd8WkGfgknznZZgu98fa7pDc6TpVh+VphstufroqOt/CJbtJkRgPYywLpew5n+8z/qMdFmBHNanHXhTQnw2xl1NAMbRW71HOqsEy/KP1UdDFf8TsGI8YwsYhCqRrt9p/4V+wAVPpSl28YukJFkB7hkcTUbpFmvek5OZ/RyGWs5405/0yaa/dfjQ33tQNk9r8UN/Gcfia0XjWHzptyBvhv+h+I7roZwOX7SDnWgH/6H22rZQH2uvP/pI7xzZ/o/F86OTn8KvqEc8X/8H87Phk/AcHT21Wn16tEJ7ik4SOXUj3ircq1jHKD6NPjZqZ3SHFcrZ6OjJW9WnQ83W8ye3forn78fnF9jPP/rJz596LbRq5L3RzZlG+o9CUxULx0V476vWvZGnrHsnfxJadept+165/dxWfO779r337ec+wHsZ9r1zrHsjN6lPK7UWTiN3fDJOI2ZoVehMG6etVhuhbrRRl+I9Pf1HT9DnNvzca31+mHD5BcL9d/s3NTbcGdjOufa9b9v3GN4rtO9daNMxDX97to3zffa9v+BzzH6u077nxeda7ec2KVbOwkB/9qH/F/zZU0mf5M+eCuCYNvyP1cFT1Z9irPg29tn0/xf67OSOT+qzk+uxz7L/wePm1Z/cZzF1Q2fsUzS02fnZuaZHW65t0HgflREFXUnh3g32mbQ5udYBOjTABCjXpLTS1GHPGn9ctVAeOqG9CYbMldFZG+vEWSwliRtaUpIq5p1pqgK7VRUTKswDKqipdM4JOut9t1EccCW+tMwJO/0Vk/GloDAmcSZTacnpJkMEesKu+KF3eqYfok/TIfDOof3OQ/vloSFlWeXBOo2KfrGRU0zV7rwzdNOdd+r7rgs9tH379jCeLsO08fzWXg7yWF0RSENKDU2kZZuaSE0zNSZSi0wkIkkjAjQiQJMEaKClGNKfb0xxmaCIzbeZiui6El+QDEVMnWaSRywqKvFDQQklB/PoJESkhG4jJUqYEhlpHPK/ESFleL//Hbyz3++SZfsxzogQ5Hpv263/YdFjmHv2hHYRQTz0PtKTJumhChRvP52ccjAJZCm/QleOmaRrqiFSC00jPTVF4I0UVZRXmvJEA4z8TJWDyC0y6Rh2kZptQqrMNhaZsppBEd5JTQMiH4h8kOTjoxk8WUZVTckuU1OTiAFJYsGV+IIMSJIMQByIAUnEgCRiQJJkAN1GBiTFMWD62/6mKAv8yIEe/6E3/P5hvxMvyIlh/xqXrL8TrGswyn117gZOHDHuvFN74HcDzy9c8Cq+e3P7i08+eeGFyBeF+vmYlMdwP+8UaZqh6gI7WU9JkuRPxO4l8rHDgTockpLHITWVa+Ge1gwi1KCeNohQQxKK7jARahChBhFqSELpNhJqnLansZuxs52RrkaCfEhamLD7t7339+WSqsw9FkkKozkctlrLU7KVUmVon+IY/aUoy3Kbd2Ten8keS4NNDvhq1o1ZjDuyPFmBLJ6s5hg8fZDXoz6JQmGkmHSUwoZCXlII3FEIqaywkA/yWuFQJkBOTp6hlDhLWBovGeQXiswUkSKMVDMlhbfmLcjrzeN5g/zOp3a4wMWfs6eCWo/Swc60yY1yjmce7T2/p8nVlB+AvIDzII638kiQHj/IL61zbuUt2sLtp5kjWnhgn/JMBSAyc6xCvHad19Ujc9kSLSm/9Cst3Vd0LFh46XO/LZyUV1JdWewO0GzTuZVNVTNmXta9/oE9obte/XOgsr7C7Sm0+bRd3ak4lXzlJ0JklDqyTTUN/pT2fhp7OO2ZtP1p/NHkweSfJfOcvBV5V+XxX+f9Wx7blQcb8+7JY22pYCgzUsCTEkhhgRRIIQ5mO9wed6ubG2634nK6Sl08hyYI60WOUAohW0wMmKuywZMNASvw4StEhjO9L52lVyPHXIbBokyrzQ/U5QV6iHeUsCFmFUjm1QbOp3tS2OVJmWuosOYaYpVdWk+uaIhhE9s+MuGpqZOu+MY9V29ZuuKbmyuWTM4u+RoxR01zlH31kvtPhB78r2sWLy/I9C+UMqQ4tN/BbqNUyVIKFBPl1elMz1ZSjXRnfqomNJGTZ2q5aDCrNiqB4Vdlv752aAgHptrXh7Gjh2mZBZWTm5CTjdEa9lszIEYG7TCvq4Xd1WbHIxg7Q/W8vPXrzjqvtOGcs87TfxicXD1FS0/Ta8yZO77svVDOYX6gfQhXGCWKFzL3KaVUVtw3xSwuK6zMUsoG+QQxJQdZa04zc0SFH18yXKYjBwI8JyetsJBOVC/sVVYpDAfaTK6klZGOVmIDOWUuT2WWM99rVma5ioXZbBaLCq/pKPYUswAvLvYog7xdNDKWr2cki2RqO9klUnVd+PymLkrLTYfu0QP6Dn23rk3v1VfJdwf0w7rupLO5+A1Pe8SkKabnOd6h5MNc5NJR/5961p6PWq3kOfcXDL9o5d+pHICsV9lLX6GK+6mUShP19ut4a81+P8hjduTXUQ2xSqX4rYU5qBcyNK6rJTNv60hONp2ykSOrHMAV588LGsnOplRXQerEkuzqrNzM2cHmKTVuT8UZwZq8Mv26iWUFLuYuT2/LTS+v8DTOqHF7i0qy8t3SF+hXf8MU7XlFVzpEFdPUag4qz+YVnHM0cnqrAqlKoeLHMVTTHSocU0dVtKlohw8d6lkzBPmBQz1r81As8p32G2myaHxmyublm6+aNUt7/t13r7lmDCyN8Wr0A9RstULlKtMZxMBimoPBMTbKGAOuBIYQ1vD4sMp9lIhjCgK6avNy9TfXXPOurDUwjApwxCjJ9KY+oCguPf3dNxWl+unUUlc25eF+JpL9/tRUsTrVMnduy9w9lYzfFilTg+jlgD/oHx1VkkcXwRHtj3Y7Rvq7SvaJLyl+4QGH3+M/7Od+kZFl+sVEv5nv92uaAOvgb2VqT5AKLvfYdToKcDzyav8ZbkfLVp4Kva5MeApWF0KhrK2VWWiWFhY6HAKceMv+fQ/VJdFHr+CntH/K9GpJ1m/Z7aHVSrnIY6ISlEpYXlmpKIJ5qnqr+qp2VKlV1o8jdUWs3//a+r3TZ/0e23EoH4W+p6zYo/I2279rkwckuk1p2dva8vJEHAiVB+ZD6/wD8w/PH52veua3zl8+v2/+zvlPzNfnJ4CfSjVVLCSQC9b5CimhAXUVDyEP1th0fHjqiFKyD4eCk8JRW1tTI2DHTJhJBUZmKlP9RATR36ScodVqAvGfSvinzoGn1RVOQ8tkmR+9gn39nHIGm6wNYrvnS/oylYkfveI0Uucoinrok79XmqBSq9XLrPZdRmon9GttygyRzkDxCi+VlzvuRR/g0LPeCQYyGvzykKicAlP4UQyq/cLf7d/h1/xIeI9fUh0MElzs88n6DgsutTt6THtROWMPAzm9hz5CtROo0EeZMy2P2g3ktOYwHOMcOZ6cahz8unN25LyQcyQnKYdaXiNbtnj5P9m2Uh26SO3T3sG2n7D6CfpDQ0rVs1DdIBqeaOCDo++J7IbaCRMEeBoCDasbdjQcaxht0BtsubNpV6u1B7CNJ+021NAtSi319bCYUFiYni6gUGCEQ4Vu0R8Rhb2Fqwr7CncU7i48WGiQ/K/xW/3/39mWRZv+epi21PmgaieUgHAySG1qKitDTjWS99Yo59rTMkxHo6dxVePhRrURm/HL3g1aemXhpT8Sxit1vvJL7VWlTqQy0IqLESsGRbLcIzVT5Cli9LKqaEfR7qKDRXqRhdb/XHsWrQaL0NoOi3Sf4n+SoWC89uy0aaWl2GJThNCm7qYXmo40qU1E6Fi8fh3Bq115W/tIaSa83DZedCyrKMFWPMWBYka2VhSvKu4r3lG8u3io+GDx8eKU4tPQ+9/ernIpyvuP1DcyveoxKS+Zytsf/VypFBmOCmCQXezWSCG8csxzmN5B8sjsBnrk70c3xP4+dRZVs1JSnwFHPv00UntpAT1n4LiR/n0aV9RfQ69yReT5WaKWwfK81XlMyXPPVQR3dLRJwHlCBB15AelRq/TmQN6xPHU3Xlge0bLWwkWegijhBGh9mlFowSFdV0p0oZxBfFIKnSjsuwsxnPmVqCh0lxMApdRZSie29Zb2lfaXGo5ST6ko7S49UHq8VC8lCPYQJeuYJ7TdpXRj2010PmNpIfTbxqkoNd1MLpzgk61XOiuZo9JTKSq7K49XapXhFiPn6KSMfoWv19KQf3+TNvM9uGR0gRJ4Ura1JzkXzct/CndhIVoUcBQJS45bi1YXHS7SpBQHo7WaU0br+WP8iXBbOOYvOTGkiD32IOxyZplO/5CfKX4/Y4hdlQxrUzJMZ9WRKrYaLdJQ1UF8q1VFxEQOc5Y92qKmRttOncVmjzqVpiel1O11uEwpfcW55SadP1xczLmAIjqUuBe1jpUWVVt2Xo4tawlj2eYq/n60TaT9/RPblYl7YXkJat2HIqekhJoJFIMofqH4cDEdMKMV20T3jIMX2juJl5Srn8ENyvVPMo9trukqnNl5pvD0e1i6x+N0injk62OR/6YDWCkttiglIlpLF5SyUpQLVnoaqqb2EFU9FnH+NTF98hV+t3ZfhG9z4Gr1BaXa6l/hSUbmF0Kx3b8lnpLSElHSXbK6ZHfJgZKkEstIrLHPBJdt6Q9G2uqCeu1nSuMeSz/FBGrMC8VeL3k44JwE3ZPAM6l0UvUkMal70upJ+qSI+VoT7lcxepNRq2Vhm/+fxT+1QG0k/qlPkF7SOTYnRGDOLLTl0ErORqAVDrRCeWvrxInYNaJVLBCrhOoQHrxsEFvEAYE6YXcRQvGHx6/RDeo7BCf1BxYc6LfgsCX4QJDgnCEqZswgPiRNn5Y7CRtvbm1e0LyqWXU0e/CyoXlL84FmvdluPOgP/g+2q4jQOqOWP27xhcYRyY9MGkcCs0CZ1UoMCfsuoXXqO/wuCwd6VsKWzy6fAcqMaZ/vWQsHnWqGvR+PA/qWC0BZ0JWVFt8uPZv6o/h2Vb58Lihz2z7fsygfy5L61CTE4QNLfrVr5PjOfNPqITq+Yz8s0yfTc6k/tp5jf6U297LeWtTl956qnQoWYZ/tWZLPpD69PwK/XX1Ce1oxn+RscPRtUTZjmmei4ExpcbYEWrijBRwtnpbqlu6WVS0bWo63GC0RibfP6kI7qk+m9mzY7exL2F6NqMBG6mtzPdRY0BkMBLkjCI6gJ1gd7A6uCm4IHg8awdjG/vvbQvuOfqT6X3Zb2TpXgsKHbTQ7m3c38x3Nx5vxfTNKMmeBGeCYUT1DzOiesWrG7hn6jIipsu1KW+gytdQwELdXbX/hcX2y0o5jRT35vCnpZn89Mvv4s/W1GTk4WtTI0K7ArLHOdM0w+2t21zBHTXfNhpoXatQaOcrFmAQbZ/4O2fTUYRvGNXqb0kP2sNe/yt/vR+/3kEj3+xDCyqyLcpllcva0B6XlqWiZYVbRGfZPoN1hStWqqv6q3VUvVGmOKk+VqOqu2mJborUyKuqJnHVM/vwf9F8g3NdsuCXa33FMJV/tr6Jk8sTcInLifeDweXzVPuHr9q3y9fl2+IZ8yb4wo+zxLzC6QXeqF2E8s9yya/wUEpcvUphzcunk6slPTEZ3Ye9TkycrlkjaYw7lFdEP+CPFy6mzpitK8ZOsnFbRODJNZ3lpOUrnfzxVXpYufxQzBlKeDX/3p8jvUJO0ooISS5PC+OjTLXxoPCN8nITXSe2CMGz9VQu200ttSGuXp/1NuVCkcKdvuW+n7wkfYv2HZ3yVLpcYg5eokohxLx1K5xX4zQIv9HpXeXd4D3gPezWH14OR3GHvMa/mtdlvdbttcy069DaLjhgcVmmXK+17ubMU++EvYmppCbmlSN0EBOYhW+oRDdPwJa8WXxxOM+ABh2eV54DnsEf1WAImQQUtPiuB0Lq4vunkJ5CR6c+iStj9YctDaF1cf3ROtJ+qLJtiP6WEn4vlf2ej/VxJgTfmOcUX+rv6rnZ1ptd1t8V71qcOhO/r/sj9dtandSug1EJl8gykvUG5aC83zaxB3vhUrdJUMZHepKemFZf/iF+hVChV+JqvTOVXPJOT70hLT3cM8iv2JJsNeNnLITVZOtd1B2uP1jqP1gbqnO+8ftQ58s5RCLxaWzvymvPg60frZEaxfAIVMtPUsgk+3qCWlVbWU8lKTS2X+yVokUhljqxyVldbWUGZ0JxsI7cZkmd0fTM3K3f7yN9Cl4Z+9YM/H9KhCNbwVhje1NYdmj1y80tN5Z68gvJ7YPGem1d+eS+8B69+f97ECU05ni6ofCA1ZVZVqRu8aU09hc2VpVM9RZUzey7xPnDjK9PmNlfR8ac18zf1Jlt7J/SPkB9+5Yx9Sjpv3KtMKZmAvNjrNiYXEytKlAp8zVImIv2OrCRK9epE+0iYYucbbyPBb9CGCSdROglcn4JM/aO37g1VhL4R+n3oAVjD3vokwnh56PgFsyeVgvO0FIX3jxgC6TGVJXt5TY2TujWg1JdVEk0FKcFSoqlM8eFrruJHmjJz02TX1ph04WD1rOzYBBLH9Omno9TqUEPIDv1MNEc6M4bu0sLxe5J0YRLSnqTtx7F2shVTqOtCHUqXmOZYhPFhu0Cfc0P7lvYd7TytvT0/X+yisLF37pa5rHtu39wn5h6Zq7bO7Z67Gj/smHsAPxpzFSvf1WOZkp6ILWF/0NDfSp1iwYEbQjMoLnTUYYPVk2HBZPBNnlxcjCN776Qtkw5M4lSeefekY5PUA5OgFR3cHXjz8CTNcnLDCbWY9tXFko6pdvv/inS0iwZHO7Y/TdIxbcu0HdN42rRphYUEpWVLC+tu6Wt5ouVIi9qKPsVq/LCj5QB+lH6FDSNCA/FKXUT2UOOWLQEV7eHlT7I2+0SqNpmRwAG3rw2Wt61uO9jGlTZnW2nbUBuO1/ufaWvLQVssn8ozR81AW2sbc7R58LKg7UDb4TZsjdaNPVMw3aTlrjL3YMdU1jAdw0tp+6fYMflEtP3zngSfPEbVkW2u9sFB3xEfWoP/JSb6fAgVfKKw3HT4FvhW+w77jvk0jy+AVnODbwuakwN4K8mnRED5g/9/wlEmob+6SK+N8LUTzkdC84SLM9G5urOvc6hTre2c45tgea2RsT4qTzjW99BYjxF5lbc20SZ8iucsPTA4PhdI0IPlwNnZUn7O3nL2jrN52tlnW3rAWe/iLYtZ9+K+xU8sPrJYbV3cvXg1ftix+AB+NBafXg/09xBOdYIetGKD1Y2woBF8jY2oB9h8cEvwQJAHgn3B3cFjQfVAEFrRw9yBNw8HteDp9UDSUZOgB2dj+22SjrYtbTvaeFpbG+oBQunc0sm6kctPdB7pVFs7uyXLd3QewI9G57h6MLosllcY8y7CLzIoFvvbU+eePb1O2LnK0WUxtOqpc5ZIfwh952lhf4ieicEXn8mWz5TMbZsfDPtMVt+UheFlrGB/MjqhbK/K2VLSvOkdprzWT5NXkZ7hNsVSUJa2Ln1hKSrUj0Tq0qXd3aJjojPX7B4c/fPe/CJzIS1wndEizMqFdQv/uJDzhWlL0r60a+G7C7V75z6U9VjXQ/MHO/d1/TT7p+7fzf1t14mOE52n5p5acupLDgR7eAkcWQJLyNldEaTL3iVLzSVyh0Zbh7lEzJxtf5regp9KSu1PeUX4KTNXfno6w2kugY7B0b69542aHdRG21LrarZa13wfXQ+KDPyJs6Oig23seL+DdSgyF0Gu1NTIUmzqo6DlSUvFIoc66ktL3lVbvBv9A/Ium3hHad29Hd1WeteVkW+i9CmNorG7cXnjkUZtcPTfRWpjYyAgfMS36sHRN4lv1YRRfcsZZk4gq7qyOlj9k+oj1R9UG1ogrSGteVf1H/CDvq1q65RtNSd8pxpONevErwY40gANFr8abH41hPnVQPxqCPOrgfjVEOZXA/GrweZXA408kl8+m18+m18+m1++CL98pT620fe+j/k+mV9rLXZF9acsrD8ZK5QS5FemyEEqds8DZV7rvO55y+ftnDc078g8Y3D0cZE6b96sWaKZeDTLlq3ZxCtk0WzCpqkjmDW7cva/zeZ8dlpX2oIHZ/9xtnZvy7Y5D+U8NuOprJ/m7s9/PefX7hPNJ1tOdZ1akE7s6oIjXdBlsavLZldXmF1dxK6uMLu6iF1dYXZ1Ebu6bHZ1QbPNrmabXc02u5ptdjVH2NVc0cw2Nr/fzJo/gV32wdgUu5ePPsMHpD1U7fyegIuUHU/KYHNPco6JYcLTNTUej7Dyy6NmpX2tsK/l9nWCfS2zr6X21WPlvUZN8NRV1/XV7axTnfhG4Nv+ugN1+vK61XVDdbyO4M0K0mUvBp119oKxOmWqtUshGKYDYm0oHJH9/LaF++hmxP2hJ8FN0VRGrqm4nW60a3972u1OThZOGyGHfc2wr+n2Nc2+ptrXFPuaHCUgvzq/L39nvurENwLf9ucfyNeX56/OH8rn+RYB+TYB+TYB+eMQ0OMP/l+Af6Ls2L7Uz23ZmRWU+YqJVTJfsbfUa+UtXA6XWV0javpq+mvU5TUv1CCBR1DC0Fp+EQl7iuiTgLoXSkB72iV8UYq01IiCYnNBzRM1QzV8Vc2BmsM13FHjqdmCb62siVSKWAKtG9hHT8b3Ueqs0XlI4+9F9m1J9yb9JYkvz73IfVE+B7eYGXRLOitMec1xy6twOrLMPne/mznd4HAH3DK6T3e7NU1cnrvKfXke/yL9Ksl222S7LbLdYbLdkmz3E+4hN1/lPuA+7Oa05GcLvlXdY8nusT1UypGvVf7fpj1RtjNWwC50pH6+l1vJOZGW5jSV+v76ofqD9SqNkfX1X3SMTMc32PzhIBwJQtAyHEHbcATDhiNIhiMYNhxBMhzBsOEIkuGQv0DDEVQShv449Q3P58f2L/oVLyKNP3wWkVCKXijC3nr56aKiLzryhMkqhCPW7BuSVWiTVRgmq5DIKgyTVUhkFYbJKiSyCm2yCj+GrBj7/38jXUp56FE+oFdHZPIS5bejjTTXT4RNq9Yp6QweS3b2umxRSHNYokD2HiwXyY6p4BjFa5JHGFO9acdUBbkTEmKvT/OcMiO0QF2k/hvidq09xzNbTaG8HEwPHbTzkbXaH8JrVjAOvVwznDpeo3nXj/ke279vvPYxNlp0osJeEzP29zRXPjeypuZjvldmjN6kLtKOW+3LtQX1Wo5SLcoYlPpA95UnldAce19K0CtwVHN6weHt9h7wcm9M1t3uJ2u9yX8hrFLbLoJWpNTTvrwTwitmlFQK3kozlIHW1tbe1g2th1s1R6untbq1u/UAfhhtNVrj1otgbF2t/dxaV4C4dyrvWjlP5W312Cd/L9dLDfAjkfVWmZDx0WZlnchw1J6Z0ZnVk/HVDI0zaTxdeZaVLk7PMEtrwFkDSk1NerpodjQ7m13NmSvpSfI897QGpQM6cYrliJZ7rWuhx7rm5ZvNtkjL8FmmPij4DOOjfTOMD8ael6g/VJqeZDRsPk0zpJWAXrgostaBeUWBx2K4x1vqFd4N3lGv7pUubnjiFUZ/S2uxWFCZAgqandKUdNPtTc02M9yQwkvJpcdmJ9HVnU9qfES4UtPNek+bhykaZHKtQqGx+pnMbLOiQika5F9+JiMzJ0vWODgu0hzZZjaF3dm5OVN+EK6aIzI5130+gbBoEoM5ua9skAf36EInFhah8+zQgcp7BTJzs5w5ubmUx3fkenJZ7g+5X8njQcUJ+RsDR//U4wdXXZ5zv6vJObSf1k/K1ZMjL8q3clGl0lpw5sjrtcN+ey2mvRTTTwdI4lM11XLNpVx6CbSWMtc6JNnQy0tdzgYjWOlm1gJLeWBy+YRyqtrTUN8M6qpzzrqwtPm2FSsG/ik0+MibUOrfJZq/fNPdtzw/0JHffvO5Fy9aDZXuJF9l07YNHfWlteCFzGNXtGxzhv7y4AVmja/8y6UZSZUbBhpnRtfErQiviUt/T/nZyKNKyV4oDWKffiDSgrXuqQIcGMAwM3Z91egyNllbbOunl9ayOfX09ybe+/Hf2bL0SkSWZsEi9bjiF6WstbKS1vuh4LR6D3uZJTvd3lUoPzu9hjVrErTmRhUV8Z6P8jNTmaRMUWqUIFOFQ0lxpvSn8GQ9w5vsksIjKlB6aL1IaSV367VmXbBOeMrxIoIiO98MBidXTfHL80uL8PYUv/DTBhC/KCg3FT+Y3O+vnloTIAV7Gr+vEYFBfqso1DyKh2btPSLdaTo8Hk/As8Fz2KNlco8tkh6PUogiKYrSRBo91Ju2Ku1Y2miaeiDtcBpzpEEqT8sZ5GfvKc2eFBXP3GCdWWsKRNkU3immWStqAtVTp5J24r2p0obh/amiurp2in9yVZX9jZz4q8FvqiaLyWLqLHOy8PjxJTPfnDzZUQsuXlvrRNEvL5eiX+4pR9EvL44R/TQU/VX6Bp3pSkP2C7xCKVVyUODdEYF/vyD/qHMob/84gm6tL66jjUz0HQq8dRJjXV6gIPwh5j6VpDpz5A1sTy48tmuF2Loh1YE0BB8alm+aau31yfTUq5FbllJZH2uqLS3C17AmkR6VhfP8bl0qUmmcFoHha3DjH50TLzXK6SruHNm9c/55bZNXN+4SLRewswa+pFnqFJox4eIJs/HPjX+oW2xKZVPXwuZt9TO27rhr2X1Vf/lax+Sqc2ylOvWTtuK2r+FfNv4p0fUgMWsOrHUgqc9w5UxruUHseo6YNQTWegt6rqPtczxnzfPT2Xw0z082VFtk2Rl1r/qh1Y4+mb6nuXa5zmfUnpu78tN8b82H6znWfLi08ROUNmnHhrRp1u/5O/rF1ly2/H6ybef6tDtsH+IPepo150xznhdZ3xZoNXKfQGB0HexXLpL7Z0yRb2i6ykFhTNXV1RpoOwwwDKpRoQSGUSoCa4bXNjVBoI4+OYdJMCqxdx3ga4D99f2Ns/Cv8dLJl96KfzSGcKU59AocGH3T3p9zWJjAsXVRVEo1H1ycoV6KjkX2nipFT05NSkmR36bgtylJghCS+3hK8Kai4k0VFUrUzjF1kVdm6npSSlJyqpDeaJnX2tCUluk2U1Mx8NYMIfe1z5gj97XLLw7GUVQXWGNbD1KnQOQ9kWgrW1gNm+I+kO4lPlBTrSEztDBDSpturgcTXxbh37zlFcvPwb8b8I/4khn6C/xJucbiCywW01OTU5JSRLrL3JKyI4XdlAILUnpTVqUQD641bjPuNfhlBjQZncZSg1cZwB2Gx2CZWoQ/9FOhdqusRgU6N7BU5bkWr/IKiU2bYBuwFXAVsHpog8XAKwG7ApyAjdDmOLk7bhY20q/sVNjXFOhWliuraZ0+S1J1qnpnGLAt6eEkdlXSxiTWlrQ46eIkHkyC3CRvEktJciRj39g9IXJqGsxUMaESuwFb5vgNB1mtg1wO5LzFZtpHhDLlj/kkz3zEjhjuscVMbiEi5lqbjOhLZHyY74lf0u3ITUs2s+wRCP40d9e8Pvwrxb/GG8WNob/iSwP+ST14cvQG6FLaZH/cIGokW6nKiCp0XbKHPihMVx2aRwtovIyTcIkL+01DnHmuFK+9HR2WmDkLy02SsT5OFV64FLU1JGvk+UVphcCwhWitHMZjcKZRE2omnF+xHv+mtuW13YJ/lj59dXQ1bFUabLnJELmW3JAHRwYtRmPIbKlhg0ZkJIW7mb6R3Z2P3yhMMDJojAwaI4OGHU4bC/d6Z5lyg6ErJ99EETA0jQx7WKfQiEtiy9GQOww05CgepIrJ9BDJgcCfUfcDHXQ59BTelYywDEpdvH2hTo2YIPseSAWz9OxTmb0o72R/b40xKAVj7MUkqNQz9BvQR7rEiof5ZfoupZFyGS2DcoVjmjnUAkpLS0EBhZDTKTCdTgvQV03fMZ1NVwJyobg9gRSMzrVRm9acM7bpDLe5MNLmQlAWLszIoDa7qc1u2Wb3jm7WPaZNOp8YPLwbbsX+ztrLNYXtYy8qVA8XAs6hmmpXsCwHv/ZccgnZrA+UrfxFuR/mqLUfBp/Mfpp1d/d3Y3z/wVPd3ZdfHl7L9oEypC6Sz/418mzFs6x79vLZ/bM5eaUZs2f39gqlmy9HMeY86pcqE0Z1/qL27zYcI/1dmHwiQxE0T/Yjkdbb63QK1iNKJ5g9JCiVPutaWCKvIj0rx6zuET3HekZ71B654N5aPWPtoRnV1UV6qY0X7cW5CNsOiArmmH12mUewZdSwY5ln2fJlQ8sOLtOql4llO6y3yyIBotXHE4gf+uIwnlq28vZoo1L7JOuUGbE0h6l09nXu7DzeqSqdsycGBVsknFmmY5FnUWARXySnqWVfEF7EL9nWX+39CQuxrcXCxTwtgRbmbKmml+MtjKRnL7YipagyJc1UWqZmTxWsg5r2dAQ6mKODLrwjjrU25v7wOcWEu5WvOWrPQRyBi5TvPcna5SjqMum6J7/YHBx9XzjbZwcVUd1Y3cSeaHyiiSn2M9Pta7N9nWZfm+xro32Vs1IT8A3ztFe397XvbFed+Ebg2/72A+368vbV7UPtXIKcFZQYtMwwLUxSzfbEbHjPGiLE7k8pZ2WR/nwP3kc6LtzLDjYDza4nNzdOrRXd1VBNOFQkjyIOzdXNfc07m1UnvhH4tp/WuS5vXt081Hy8WW22sGi2sWi2sWiOYtETllPk4V+jPESfyqe3KQ9Z6xqEJyXDbBM1deZoGyS3EQM9jZ6mQGOgqbext0lX7LzWdPvabF+n2dcm+9poZ12tjuleaHVMu+SSmEBsEgWl5oL2J4iDq9p3Iz8Pt6uOdk/7FnyrtifmXeW0ujWXkMA79O02If7nk579USQ3NlZXi4DFOIlAk41Ak4VAUxiBJolA0xNNQ018VdPupgNNh5tUR5OnaQu+lTtBwgj0WPtnpN5E+ZaxAt43OpUhmludT406qLzh/P75TMzvnn98Po4Wr4us+R1fhIMiBd9g+0c6odNKG3baaUN5beuQV5kw7KSEYWc4YdhJG3k67YRhZzRhuCaSLuyxVmQEx5XHjBWsGmm7imibQYBRkgZHf/f0jBnI3OpYxFqkXUDEWmzEWmzEWsKItRBiLWHEWgixFhuxlgTEIDyPrUwIfSt2LM24GPpHn8LYNxNh+tvaMh0C37TTvlhSs7h8pVIQ+kvsWJlxsYxRJuxRaZHxn0VGY6PbTT9voZ+3xP4clLVQqaZqTysTwNinFI3+TviyC0wl15nLUvRi7snLyy5IEsVl5gtJwJOSstOlpwjck/48X6l4lALuULIxnnYUFxupisPpYCmaI89lDPKpz5LtL5lgueLpFA2nQgFPTVVcWYM8IFKzRbbwTTazXcIlswIlXlNxAe22Fq5u13JXv2uny0jhLpeSB5SUSk8pRJdREck4XFfkBZy0pbYuuq12je0bWHtraT+uFaqGP+InfM0PYFDcOnTUOVzbI5/pkU5GfkDuxJU5IqANt9wupVc+wch1ZRvljHvlxly3rMKhpqYE5272YQCRkabnbPBMvLMskPavYuOOn825xjVx07SgUH/hPDf0dvKX0jL+mP126PePb4N5cMU1jzw7r2mjKcieP688y3+MfM9X7t2n5CN57qw8M1+bpLHkpNJWdYHKVEcuJPPcQb5yj0jSf8gNJZ2YPXpkLzpUMvWW7cgyS7Ors5mS7cxGxidlJ2dmIOdFerpIJ96mZ2YqySre2cuVwuSA843XJWNimNQkOecnpuy3NqXvX1OQ76QVfcjQbD3HsPYkZ9UHqcxgjtOQDOA/1iuqf/Sfz856aUObPyXFecf8+bdPvRBeL/tNmXrFpNf+CxYfOHCG+Oo5oTc+SEovJBl1yLGkNOKT/BtKaI3IwzGmXKlQKhWv4lMndld2e7t9KZwtlCqYiSp49KmFC8vLhVQUxV6f45C6WxrxWaitKU/KpWUiMz3TdPJSzjjGlHO65yyfQ4u4n5ozh7bLyCz0VGs9s8JCIe3vwOwaJhuFRzEE6LJyiUP1qGyeQz2s0h5oNUfGT9R6EwaOuvSUT1vLRJYxMdJNqmPINrAdbDd7gamMCg3amk++7aH9kQCARC4vsL8gXNKER8qZPG+VMvnJdsR1RPsPG9ds5XtUyeXPogB99AxnZo6ZLRQMUpLTTRXSUlMzbVwzUlymnoxC4hDLrWkcIXI9piMB/QZEv29qdQT9CRb6WyTmfBwq1saTYe+DH7bo2Q+BQ0Mv+sE5VJA3bNXIQ5Jy7L3t5V57c7tFn3q3957SqSnnweLOym9UTklCYrd/r3Ne14WdXdLn3YaBzo+155RkZa6Yuk6/RWf1epvOuK4yIzmVglummsZsY5GxzrjF2GroBlP1JMYgCayzWp0HhzObeiDQ43zn0FAmRZU11WXlLkIJxw7+44HQYGgfrICqAf4GdAyE3oCqeLjni6YKDrkctuq7dLZWh1k6KkWFbuo8DguuJ/UbOw12iwGrDTAkCoOQudFCow5DUUQlFg/6F8ElK4rLd/46wLawLQMhA04k8KBDTFL1bJ0wUROAJ3+H4PYZ/QYn2MnxsONBnwYqtPPfDIw0sJdjYCYp00XpwxowjYOelKJwJ6oV04ydOvyzDqv1Pp3pNigiMTAGzlgwWsnAqbn8Gas20awInMWi7lkdkKpnDLiXGJiUoqnPqvCoCqqWdLeODg9crQNyHfYz6GBLGAan1MkIN8zgodoe7Oo6gk83bUqToSEZbAwuPhvasZu1lNCrsLEXX8x4PJKVWpH3OIfFEhVisKYieD1GooYRjA0kKk9l0EAlOwjIfaFbLCAoUAhiEDpi2jeUmcKL/EtW+TMccFD5mQZ3a7BOgxUatGmLNdaggYbQdIgKjk2aDdTqvQZLekdKzkZRQXl5tXdkC1uTQEubKI9QgeDu5/CIbpHGnpFsRVFJUmxJQVgExWXJZpTCMA8h0o3IxPs+QHFhW4jAm0IOfmV8X7aJSltgkEwG2zRYqV2tsXNIjkDSbfRjV0YEJ3A6uIlg/+X3NlcvGzlfbbRgsuskX+tFieQrrSq2WHuLtlVji7WLNYYM1RWLxDArexJ4ya4bCK04O9JrlmBgH0Rouk7MvcSAzSp8ncPVHJbwSzjqnclnc45iSWOBJbI/VcFLvDXu1h9Esfm6Dut08FmCez0JLo7hSHjWxjjR7Y0TXjLK9vig9EBPggyftVKKl/riyCvsT+34ElTicE1WLhNiE9/P3+DvclUiWs/bCFvYqN8TGTxRJFS4VorBA4TkVlRlHDtIv+XQlWUNH02BgKvOVdeTiGB0/JK4uaLIXQBTkYuhfYTcThBQGofbTDFhgMO1/DbOHtbhXH1lDEIRTYtAH6NtY/VNwrwRMkkLEOIatiUO3gWi4UEd2H3sccauZ3cwdgmDZQzmsqiC40i2UYf1Ui8QhQY5fJNeZNl6QbRb8hkrnrJeD/acrR7uGHS++eEA9RHhI07wffH9oyuNohjQTHHGuHa3+qDKWJ8KV6pwkQqLsUNsyLVW84EIA+R4Glb8lJWo+NqV7SeXqQ9F2rd1oVNM2sy3Y/OWQhzEPvVKlejXdmpsrXazxr4cHmairK7rSVQOpSdWPRauRKmzmPxr5rdgVkb04yZx5iQDblMfU9lVfCNnl3CYw6GeQxUHg7sRBZ3bKnKNup2qyhjULzgOfE2qiK0fRQxSE1QkXkcSVWR8HelYY+nIZacOqdMbTh3i5fH4JivXis5dBtxDKN+LSPNrVNjIYD2DWzgE+Rx+FUed5rk8TjqlD4AqzVYTwqdXll7JyRi57bXwlP/CqAajuC6EGagyI2sI15fYbXsScL1ENEsNdlO1HjS839HZYyrcryLucC2Dr7A4Y7VWv/njVTkOtQhaEIOaK4raGijBTg8NEmo3Q7ptYypjbEwl6vFW0p9NOvs+h3s5bOaJ1jNGm4YTwEeYQjpdFwN52wlUIgI7if8mXtaWiuA6acge0uBcDR6XQG/n8F0GAwxuZ3AJVaRsYp0k4WSEuIqqoIf1KtDUFKNTNvlhNOJUGbF46i0Li5PvvKMl6lmrKH1Ag3s0uFmDqzV4jEPEBKGySasTHUQk2T1xQMdol0Xvy7yB4BRE6O0T3bfJAernHL4pKV1nCSmbyCGH9AvadZSH76oMJeI6FZwqGZqoxqkak9pGDlu/jvdtoUB9wgGmLkEeeqMCEWFLnHa1rIczSbucJ49rd049eVx1xuKbrPSLpbdLfNF5s5BdQkNBWxhfjgjbyn+zDo+rwK9VSQ15tgpyoJ6AQ0CMBCVLl1bqXBRxOWQlinKvNWb2yJJzvWPwD6tcy7VwDrSgyp2qIgJe5s/2WX0bpeEm0YUEGHost60B4REDLNuOuH8XEUb0mQpoXOKEHlFWkhDlRYS1EsF6fLQRVQvpCNaJmogsvxQmoyaOrCGM+9lXGY/D9yLRZOnhNzUIDxbIrn59p06IrpG43jYOjjHYjY9bjCyMwepa+Bq4UGxD+wirWTg87Yvjo6FMEyVbVVivblLZw1J6HwMAlelGMpk/XbOBD4fN3LArMihMgvCIECoiUN/52wBC+egPWkkYhtRDHWPDSdcAShXALvTP1LvRoOJQcBu7l2HACtLUKihRaG0jtjWQqI02720LSxo5fR10E8CTb6sVBG9mhKbJIue7OiyhnkXFSlY15CbZLFR0KplXF0eIHNl8UEYc2xd6eiHcxEArCQ1eDtdaMjcz0ocLxJS7DWg3zjUYxlzort/G4RoOz7D9klXUb6qGgabBCGA4IEH1HX9Et7rLF+2uJ7rgfsvFNUOvIvxo/BOLw8QfGK8YbL0BKw2w0EiEjVxVxzEs42IRj8NDoaEOiQP6EZeFDiEOIz9mrYk4LBFTJ+qQr0OqDgcM+IHE4zF+OlSixuXjEIExyPxT6HcWQzDyvSf0ESJz6ld8ShwuScqFommzBpM0SNXQ1t7GWCPrQB+SH9XhLcROh4dV+D6D+1G+NJWsjbQ1aHJi7c1ptMpWK5Q5LYLU10LvWUipr32IGJ18Vy2w8LFlPSiKEOL90sxdymAJChND+VYRIjAZNdZFRDDe0vhAivXuLhgY0LJD/2oJYGysP1NULjXuNdh9OmzW4VodGvUOneWhEbUMCXIdgSSFgWCsH0MQRABRbkXS8kbofivcVkJvDMg4eFtMHFDRyDs4u8t4wGArjKsMtjkyOCEwjZwXnqzYveocdtXFQeuxfL5x8jgYlbYPhH5DjkosPIyFv6k/orMHDbjZuMtgVxoRExMBFydIiSB7Y2EmZk5kvoafkcDPuWLiVm2XxtZr0AgdCG+XjqbDMsPMjpBRXFicqMRzlYalXktGxoDlbwyMNFq2d2aMb1RzC8Vy6BC0a5CkWS45yst1Ul4iLgEOXSrH/9SfYV87osnjDSbxTsC+0EWLYCpcIMNQGFgVGmLL43T4AlH/HHrxOtwi81X8AZno2KTZWC2VqFiWiFBhp3FXnS/WEjq1Y9EZY4xWLIS5cnRD7gycH3oGRc+MH1eaReGDEgdEIGIHDYsPCYPIcCILEpM8X7egobQNXBj6NgadSryNWChq1mp3aewiDRZrMFuDoAY+DUO8dSprU9FFftSOz9CEqFL6DCVmCBvHPY1N+xQvQolDsfvTipE14fgyKgMLxeRFFteTVHiMoU8FkXwMQbvF9sYk1Fi3OBCgVTXj9H9CKmZFFzz7e0n7RaH5oXPUzUrMGGWgDaneqsFVVkbrYo0vVterrB1NRizd5CWfhvSeBNpj/eSLOmCRhNwT+j7bOCZHY2UJX0boGIS+xPklUcfzAekevaWd1NirGgzJWOEOBtd8IaWABGG0lWNhD+r7Qhl/8vYZI1fzq8fmaFqspMPGqH85icNOieQr2lsa+yepszFaQvYOXU2VcRwYbfTciJzEbjz8Ery2sPd7Vg8GnB0y4CTk1rAtf43H7ULRgIit59DA2zmzBq1bbKzQEsfGm3FYJX0qrMaNNBGny2GqjDQJpzY4g62Mw6lO5Dz8WbV2TKKoB26FTDL3c5tH3BRVxsvPVaJtpyQWo8sVMsD8jgb9GmyUClyvwVsqvKzCNvVhlV2twlYGmxM0axyNOq3oRPU6Pn3UA9+h9BGy4dS7H46JOZeI2o9U+K36F4kCjqr/rEGfBq+o8AhipEJMzieqXQn+0RgNgwQlQ/E9S6IwE0X3yjgeXSymo9zKFM+SaBBqZXhkekTmAdDe3ImsiSiWdJCTYsK3OC8lJnaD3vH16TKYhijJiNNZdapTbUjUp/Wi3dKnN7UIdpSdjWCHPXuXPWWxT4MN6ICyiG6FPUklOT4aOm33QbTzEnTrMpgtdQsjS2fFqWn81b54PG8Q8x6ReA5qFFpSoonVcwhj+R0LRQzSF+kX6ezb7F8YYgo3xqjcZ0Z2LLauKLbnQa0VVTqnnMpnl9tzTrHj1IxzEV/NStnKsVQiepf+gM5wULhKxwj4cZXd/kUwhNNhd304unROOfkiKGjqorgZSqMo2mTr4nZ4FBiQ651MMs8UIxpZjgnJ4iNLBPOtYwMoVicvxMgyqms6zQXJ4FGldASKy4MoxH1qP1EWTtH29gRk69H5hKgSXQZzsFnfqXJ1OfHUGzMHVHGHfr/+XZ0v1S/V2UMqbFJpuE0IJ22tHRtS9iRGlXsug/NZi1YysqabvRULK1m5RrS/rEObDg0yVLkHRzADttpR5n4Oz3L4Hoc7+P2c3chhKb+UMwsNK8aizqS+/LThXkJvRsKaN0L3XIYttFPwWT5y75nsrcgcizdWN05YicT9Op+jg6lDlQ4/RQNpbDXYxQbMkZHgrRpcLBN/dDYMu4PDjWHWRXGOn0U4fYicYCVjguW9l8GzVqAaHHkF2WpPtMTiOyC+/IEO+6VxRD1YqoOcnUacP+CENpp27NWHDeg3gOan2VcMONcAP3YAkbBJY4s0+D6H64n7l36R4DbBGxlLzwOhly16cFQ/d+REB3vLTopH6SH/qeslDe7Q4DoNLtHgPLJ5bRqr0mjK9Q7pjqDfjuLUjySrW1W5KIDhFzd9geg3agQjyG4L/doSFvVrofw57C0rw2jjauvmGaL8VvWbKvsegqaVCuyr7EZ0LCkWVqjQvBUOR524QLzV642LiVF/BgfU50Z+M5/UJ8aX1tHvKPoWzRhdzq5nvJNBY0zAbc0q1o0Jt+2WyVFfs4j9EePfkS2XsR/HxSL1Iu9S/Vo9qmzoS0lNSx4bhMYky8N677IN4+AiuAlWUNDzw5VwrYyxozB6RRCVXQbX7Qbs0+FWKacX67DPyqcwiAFvIC5W0J0gcftPJ3CJKrNvkZ3bwSH75fPgG6F97PrE3M65IvAqht4/NOAHOmzTKcVFU5TX0HSLjQqJvk7zlShMn9LT7R2TZ3p1kZ3aQZcScfn2yAC/NTFOulA0LpJRWb4G/0uHwzoM6xQmXKTTdCj3oC9O4XtEtMnHIxYlfToPDxLlekvoD4tgQA6ChNMvT21UL4vgZPt300XJ31X4qQq38kesSMmWZwv0x/hyEcGzzA9KxgAB+uVC+DrMiMtLzBCebfxhzh4jrb6fsRuirhoynkdna+oS0hGRHAgP53j+Guq1Zto2h4wBioJjcy4torTNgAYDkg0aPpIj0Qz1MVGTrMS67mMzhzHpnXAuicL7AUr0JKyNaRaeh+V8HkI0DYrqwtmdMamkT4AUTiRJcKE3pM8RmyMrX6fJ3PJjjCMU6fOerUNMOifp9OkcWybGW/IzEDIicbQN60wx0Qpa0XzfpT2gMWudyJhwNbbDTi+PCZM4KxZBMawdUNed+hUMrA79kt8Tp6fLRJ3lMc/Wad0Vl/DXS/gNWnzuBvsSqVY/bVSa6DRHUkkUkBIqv2LP/S4OlxWi+QEZl91q6SZrk5HZXZZ9ulhbr6nPst8wFhOVRjJKCaPZZ8knLZLzshSSElaPw0wazWLxmiHn/9CWh1e4JIan8fJdlyAIY1JKi6TI4cvABaEdGJ7G2qGZYqL0cevVNnWxyn0qtFF8Lqc6NzNurScgJ1VVbKObkEKCnpjVAzJ/xP54Mfr9CeNPsyjDcLeD06C8nT+Kw86nT9bE5WkW2aSchRH9cLyf0ScW3K7DJDJ/Jzi8RA7QHXZsMSkcS1pTbF+jcMgahdHr42iwSq2pwUhYqbC4Gaxxw0p7VhB6E7valr+O1TAZviyjS35F58jd6up4P+8u8aWX0FJRRmC9zibpYGF9h5VbWs85Yu22pjWvNmCXVBsryXuRDpaEbMJoTwVebo209gwcLadMjiBvedYJuNsoWwNvdEJzjAohCbXQI+NOfsU8NHZ/XR9PA/JcRuYnyC19ibNwzikcdVLMydbpcE4Y439hIP2q62NyUJ899Ow57dxh52op7RR78ivOGlnKvg/vJ/jXy0U9xp6EISWi1AdsLNeGUbzti0bF4+BkjfyhfSQIU2Eav1+Jj92miZKHONzCt3K2FB2ux4B/vqgTQf1zaAChnPo3ez7TGzOfOZkA7OKcos2dKl8r1wa14Stfx2/hUtsVOyhVYx1te/XlGJ0njUQRQfN5xYKRc9WHCV55hKZ5wv8t/fs6u0NO+mxVd6kMA9KrVDhXhZVxYakSdUDGDUutfi63I9NjoeVXwnPwJ63k1KQO1R8Dk/I1HfU0v+7WmfRFMEQ6x4B6VB85sK/TbtHYFnn6J8fwrosv45fTgpxIgJQcjkzHuKsfG5cidpVRh+xY6GZCkLyKP576pzPU2tC/Q64Sh+c1Yu61+m06m61DnY2vzIRYi5vWGbsMNsc4x1hhcDlKyZD0trh49DNiGpdRjmD6SuhhC1PKW516plltHPkLs870iuK6TfRi/PxzcvI32iulJcLr+SbJ4LXGzQabYkCWgXpjwCNy7comuXblexguEbvZV5Hd0cnmZRSUJod1azwCEpfExQxYp4us91mUYCSqnTo5Qw3KSDRKRxLKRpehwQmaM5mjXaVt1F7StIkaGJobXRC2iVHe6S71AZXdQisLIiNVD0WAMXFoErokSZ8iDrXxXBPnq/9L6CdXwg8oBm0YcSKS0Ri0PKKnM8UEVI8HJQY84knHxqDRFUB18RFor73iICYIHUR40h1rVJvj89IrxLS77AVWK+XYZ82koTe4Wy59ukMuE1gmozlrnpZcIPJAPp1nGOkmTvQT+R+GLl0J/0J+/d9DR0bWLGTPw4r4vGCH8O7W4X4drtNv19k9OFbwlfyzRrM22JiI9q+hr1uAyRmczw5hRDtm3qSTJqZpac5OA/6ZMisY4lp++L38Mc5ul9xICGxpegL9l0/roY6zWuCXoR0WZhTejqw5g+eHHmVr4nBbIKpuoQFhvQHRPO4XCGvHKI6FAMW0I2tq+cqRHn5j4hwG4vAwTWDcorO7tQcxeF2t9clZyM8RxVoTzzEoPBh6bSXslgEsceC+U/PUeWPWnk4MGxCZHfoGg8vYdewzRbKxaxaClm4gWAl0Nr9xD8LritD7ZdEUTkWv1K+WoQFlOqV/sITDbgbfkrmrL6IasZoxGlrdBTeiq0URL+msYENWH3RF7GmdyN8nI6XFmpyP4eonz/GGQ3eZNOpiv5PUfpW9be1H6YrImClyN+vwhbJGKEhdcBN8SYY2K+FGOXkdC+NcEbjFgMWUJKbU5tUyXyR164vkaMaR5y64y4oSOkKDX4Z7MFL4STwvaS7bb8XAG2m1OA1+62hd/y718wi0jUUMEjtCv+yCu1GiiRer4cGRAfVFC35kjWf5XzT4gfaKxvbRpNu1DMYR5dOLcVxKBkFJQOfBVmvuOi4n02gATQqgKSOBvSG67OZjczIRT3ZsTsY50jBgrZ2N5kkmC1c4CaOPGyHHNh5uNWjbhMhC5QHe9O34ds8Q5StkrifPoDxxB4P8z5buOU2+h9g1ABfb645j+VVOK7Ew9LVSAyv0q3S2ODEPM24OxvaLx8v4DIR+o8XnYM4SUy7Rr8FxRYOJ/GecWcJIS8ZpjWHsBOcnRqJxdiVuIY0LbpLRJ9x/ceiU+nxizrRDlIfBS8CReCzsWX6qoAcSo8ZIDoiiRgL9nvql9Ymw54nKdoJNPH5Mhe0qfD7o48ZbCN+EZTIGJPg/Zy/KjQWx8BeKqn1yHRGOQsgESf+dXygkHQcJK+2CUoBI7EO/dF/8Wp5akfeISqvL76PVpDHRHuVaxkR6MrkjYz053o6Mhm5eBB0oW7CrJ3Q/BXux6/nOED70YlfIdTrXsO2MLWUwUS4y5JGFqwlpnYTJ+5gQz0q6EBFa/HpmQxGi4ruUw7hXZ0tInu1FDLeqLBzeMSOyPBY5ODzOjGM4rvtb6MIb4CcU1330h6nanXHrkNeKOdHA42GObiH5aDK0azPYLhlyyOAOXddv8G9xdn18sERrkpNjETntmuSI5x4f0/0t1EfIkQf5t5NNiF7oCJTGr+1eJzoopntZ51FU0WU8w4BagyyM3Dm23p5f7OEUEkVDz2/YIdH4aI6zQyiKZYzdeTN0r4UlepNHT96CaI4cZmUJa9D7xTIrnrtNztvk6oQu1+SkyVX2wqZdFNbRlGI2VbMC/hCFBts0Fgnoeiig+xwc7g1HcTHzdPE0/DT0uEUDOqQfnvwx0hBZPxvdu3CLOBsDudu1n2vMiuY4RnK5FMzBy3L9zHrKodP+hRwdsafVNbCRFrh+l5Gesw1yu1Z8VBex80O1gXHxDifMonjH+x0W2jTiItIx+xdsnZwmPFdzOcO5S+X2NuhIVIeqGDvKx6ljfDx3A7w4oFacfJtUBNuviMnrVz1EG1q36Qxdmsv59fy7nC+V+1cibirafDQosd00vkGJ907fCs1bC/vsuO1UVS3/AO6OhU3+Yx4NAo/pUYnWxxGI4UT/sTziP54IXWbBILNRqwoZosXBWCbqBg24yFhn0KobikW26vxiPaJaEcjhKcdE8B/rvcWK4B9CWyxcKCgjbO4NbWYrE/G5TEy/Vk6i5OhBnRZowa7wHo4+udgrnGD+3IhFdm7Eo/fb0Pa1KGozZMhG6H04Mod3xcnChaIBzZqpQY4G/OFwdM/6ZHiPXu5dKqxTb1GjeQ2NNm3E68D4giFVYEwI92roobUwDKbVe1rRqVIZwlk42T7vTFGxkl/NWbwGRNxeTZq+hG0j4+qBHbythedscN4LE/dCtoiyB+SylO9H881L2aX2VP5YbUu0fdGZ9pXs7wPqQyeXLdAuT8gZXCAat8nJI3s19iaNNqrJNS+04OVazm+LmQkPb537DEIZ0UFXXPKE5ipH1ixg34XHKa2YmD9Be/xtHe6QO0lw4MMRfWWMLTT4GOlL0MoI6MT8yS44S/pUC9jbdmwXhXu5aPk6momVMr6zN2HJbMHicNQs+XMJ//zK0BM2HvHKcDz0tZXwC6iU8R4ixz2hb/HdifmLS0SLXHTiY7CI0MqRmR7+oNSJftq9ChWatfrksRi78Bm0ojfsi8ZrxUp4CWostvFFIxvVu+LzGvPEJPRmImisk2uQrG0Yn0ExeqydaXFBIaU2bLDMjTDnR3gxR5Q/IBdJyG3S98mNlZ/dQMTah9+HzuqAe2DmgNo44gjtux5q1XQlBmay0iW8dohD8b7cPf65NSMMWYYbH4Qu7oAtdmaPQE/lV347FrZBe1toOpc9rMI3VbicRZInFltjWDpehC0HgQ72G8nM69lrMmSMo61e5D+G/KTphs+iZvEadiT0zx1wrxzTiYpL5DxttM8WCD8alLNpKRj8QA7itEzpEZVf+nmkdayYdsAjUG3DviE0rP49TKMtp0GZeyKI7DPIZZxAdkC/DWBTeG9BNO6eJoofo7XhmzgLj9i2SGox8e/B4UDdmIUP4+Uo+DOn5g5YMVE0l1AjcqT/J6NruT+HRC6mbQv/+JXeEElUhEKhK+21IqeqBtSD8+NpoLXkubsZ3BvNT0gA+scBiCDvCmO/DG0oSdoAvwCeH7MWxVr3kpq47iUM6DRATpsFoe4YgBW0FiXUoN4EL2tnKKlKj3ByB0JWk5RUMHiqIWSVz/K8YtOhjqpsg7pF3SELGGGcrCaJ1D6mO1I8KcxIGWRBpfX8nqGhgkMFh4YgMLxmrSwJdaj3/J5h56EeqtxjlPvK7T94+bwJgXcC8u887YyfrMB/PyGfWX2C3a79CnFpFpk+tUFtV3nqHMWYo+vpaanGIJsv0o4lQ/IcB/fQXLMNdqTn70NUtitw9PWjqGGQAeUTvL46qgvEbk976NZND6fdlvGd72Rov7p14Fub+vtlraZj2pvADFPWahoWCw0FXTmqTywycs0Aa2ULGD/ADrNjaKiYkyEwEnqhisxR5AbkqTwA4IEAjkHcId8sgF5YBXoVB1E8waSatKIlxWUCF1x0XWlyquvExdRp+FJQgi9GuinJ2Ozg8AI/wNkGOT/5Aj/Mj/FRbnBZG+n8nkhtJCpHL6tu5yHN1h3kNBWrXWPVKc1z7nfur6nOKvfVUad/Zdt7f4diqouk37wntOs6ZQzdvxDJYbpl2dZ2pL1UqVaEwoeUg8oRBeXBoyDt+Pd/Bu0oZQ1ZJPDsvW23vke0G+Yem3iqefUzm/ZsaKaaVx/uzc2narNvCmdKupktkLp0rg6lpgk6jURkIz+q8T1T0lAh0qKMqj49owRKUI7pYB7GCjgDUXSmCdnJg+zKPQ4hjz5pmG7VznL560yHQC7JKnce7sjEh8RcoaeliVxkdBrk8TT+yfyjsJx4qH4sD/NaqRSdkud8veDMo7KytN8u3r5/P5ULC5+DEM/TF6N18ArexvcFdgku5LJ7bAkuZPnfE0twEfuflzW4ZlOBXB46of0aDLvuWB5kxvdCa6QXqBPSeG4OSpQjB/J5Tg4gLyeaIDJzTBK2DZbsteKbLbBDyt5nYHNXApuZ200lzNxUwsxN3HZTBTa3qPDjS24JviDLFTccd8MW9w4324Avu90vuEfdmpv4HK3F5hz6OFbb1fGcQxbLC94ZlsdLIHejzC0P1hmJzK2kGm7GnXdqifwNHbrzTv3+7bttFru3o5yPnq29qRy0dfy3YqpmqLouxzW9VV+g8wP6Yf0Ymg3dqTO9V12lblA58tzgqiJA1l6+xDPD3GmAYjgNlscNdJl1Un4de4Oq2SHf2TwHHIZjMAoq9hFJfVe0dt00Kv42CV/y7eJvUh02H2AQrvxGA+soM2T9N1tEY+vXobhaRwkQk9aSfBYceoN4NxwRThrngnVulMS2O++8HUVPH9j++J49Us8/xDEuTcpYivK82KTpqpGcpNIREyw7xUjiAqjqZCnwRkuEFqA87YYX4AAk9eLLYaLKfsKAZD2l2gCHAa0Y6vfZfDhNvT5/TL0+hcHxKMGy1F1USog+2z72oL3ef75UVQgUDL8x/AbazMymOBp9dW4ic/8DBx/4wYIF2N+PP/nkhRfa+vSmrU9UB/9esTJFV1M5WNQW8JRkkUwok+t2mlKEgqF0IDk6kaMTOTqRoxM5OpGjS3J0OK7DBn2Hvlt/QVf1OHJkdT6760gBIn0JgXcOveg89CId6Bys00iKaXRGSQ7ddOedcKO0Tvdv37499NB1ll9ViB1YrnqRliV7UnRZeDDXlWvqfwZN4+gSpigpzKsJQxb/FtnZbnMIh2XuRFPTjQ4e5+lp5ArIcYvQeu3MkaHXlNZWvDd0lLAjVFxlLkQFX+tY+dWh9665BvKvhl+EAvCLH8B9oYtJho6rXnDqe5VKZSrAPqVi9Ihw5JWak3lxfoEjJyMjLSeHEGg2XGZOgUgTeE1LLRAFwsg2CzgYxaJYpGWYxcXgpUNMRCVPqYQcfER15EMBz88QGbKgfVKaqWRAKs8A4XE63KbhYeV0gtkzRqpZXiXk+SAeI8OsmoLGBERuHg6B+BsPoMndgAPfC6DCIFy30aoHKYXq4Gux5c6t0zd6w2YT37ibIPC6FDK74L2ryargeWg4XPNUljBFIWyyyphS0UUcheobTJ83AOFjOdy6oRu+3GLINuobcKDKMUxZ4LSuFpwjR0SamVucCflFDk8uC6RWaClahitf83VPzOmbWZEzcfqNN35L9d7sc+atOEu9yNXWlqzrLreW4fNkVOhXVuk5+cV1uTfUFqUa51ONzkuhkv1I/1KmVz0m6z3/WSlRdihFT8Oqwg2FbHD0rmcK3ZmZAvIGearSKiuKy9qeKaNf4eu1NPzd36zfwSWjC5TGJ+UpYnsLyuShYHuSc83B0f8U7kIUPwGOIlHEHEWeotai1UWHi7QiKmUcjNSeHn1utJYPaMcyvamtNi5PKbWK90k+XYorNpo9fXpZmeCOVjp1akfrC61aK3YQNSHP31GO82qiRbvR/r2CtJQ8y8W07mnLp1GB0Wfkodt8WpSaLwpX0f83eW8CH1V1L46fc+4y+75mMknu7JNMJrMnJIHksgTCHnYihE0QXAkUFRUEF0Rbi7hUcSvaxa4WxA3FVtpGq60grxWlrSBtsVbbKK+vr7WVTH7fc+6dSUBQf/+fv/c+7/dnuTN37vee892Xc869B6HiDG7b4EHwih6wsyjKoFFog6yrqND5fOZ0BMLnT/fU1XA/4u5HrchJfooKyMzd97gB2dA+sg8aqCR9e3z+7F6y7/ERI/xJ+NwTk5WtZAP52D7yIgoCnD818H7pjbCQlFuPDRzr32/dj9r3D+z/+344gMejW89k0oKTBrpCHpTHNvTV4xZCtpxm6IdhYI6hr25uWyYUzKbDs5WPhgpT8eSqVYfUH4v/Ur/coHyG0zeFMtlgOF08onxGnavxhlnK99mnX0pTX8QzfqXL/KpBk59WWKWr2guMqKnR/Qh4xAG3KK/OwqnqmtSBMvEDf+/Pptjrcj+ddPrW1vRZiSvuxl1no2PNqo/hG0LLZIOKcE2NP0BxDgY/DedQ8Ifkh6iGPIeq4TOUOjXwF+vpNAzsz6U+GxkhV6gQOicpF69bcw5a7rpr1f8Te87+/3hPz/9X94X8bHs0Ilz86uANeAX6LeQxv3kGbjz5uMlGdz35E/0EEtg5OPoPHw9GaO3zoXr9Q9kIX3Ra+FXdEOXp6rq8hoM0Tv2uw6fvSvS4t0b5NNuUV6NXafT57YaHDLsNnIGWpSnE2SETlvVyUwvjnuwIRPLT6UZAWE/f6LVb5EQ+daDnAN2Jt1QEotSaclL+4mkfrEqBK/A/oonRv00e+ItXrLp3xL3tT626f+Qd8uU/mX3J/N4LftK9ZjF9VwXE4ebBG4Qs9x7EvAaqD5YQeR8uVMsejOJd8d745jhPv+yOcy3xoIZyEkIu8PupwRvIRu6ksh8dvQ97Ed0vC4t2oxcN7av1GeEAj01CVgwoeLB9rd5m+1pNwI8L49V9rerFneX978YqVxES+sp7Z37CddRcXDecTmiXPodglw0E14SxNqzSVlD3miTzyziLhgkjEUpSSAmyQXOXmTBb0OiYTeyxeSBHOfmEWSEnwXYVRyWd/DzaUXAX5DJvGO7lT7p35JP8ilJ/wt7y/p4dECyPWpV+0adfBxksgH66h8ngB/y1bG/K4wDQIieIVJeuW1LHSXVddWR0XZTyLB3GD4VPholFYaEltDq0KcSFlO1j2O4ca0p7G55tb9MOpOL2ydcBt28Olx/ki9/410E0Sq7AdENDIkeXRHuj26MPRYXGKEMkxt4SD9l6KrYpRqyQD/XGdsb4GEvIC0yNlX6/SeqH9NP0p8GD0G5C1mFkNTqgHXu5HfsmO7HaZXuvfaedt5faKe8f97m0g5pxBGTgKNP5Dv7G4FxUKdtwVwRbIiqPF4dIqLRBDyrFZFJPZafomumd+AOo+hmEB/8uW00mrRbuMqfM7ebFZt6s3Fn4P7lP2d9VrIT7dqv7l84WZDT9MWVn6GatLp9ulBs3N3KTGrPVERkX5JGFglxRky/IoPCpAt5ceLVA0gW50FXoLews7Co8X3iroC2UQpiyEU+ZNj7N8uvHlL7QrYITdcgFbPVhi89tMsm4Qm4dmYfcoAoO4GhTFXhTxa4KQtOFLkgYdsLJoQrNzgoMeUHPUBeF/4L2FV7xI8q8moDr8Wz0xDPIPLhZrk4WJHPavN/M0Q+y3fyQ+TnuFe5N7qRZJJjtndLSyvZQkVs9lXnUsr3loZbdLfxDLftbTrZwqMXakobipBd+F+tbskZelkx4u+kh00kTRODc5rmFnDy9kKMeRmYfcqAhk6/JpXKrc9tzr+aEVA5bcjU5OdcFvzwPv2hyVAhr1G1r16gZBP26JlHyI3yaJ2V+TUAQc1m09VRVUWYlCoX/DTg0vfg18iOak5gepbbPH8aL0WUAPw29BPAT5UaekzvxpM7JApIJXuLt9RLk9UyjJ15ZLli8Ke9072IvT7+86v3Ay++CD+JVVEndlJhtCUHrVbDTH/GvD6tXbwU7zSt1p2zQmfJypQf6wf6yvfo3+YkVSs9e/04/7y/Za6JUx87nruB220Xhp8P2pZwF7f8Ho3kyP0VYj1KPEbx38NWnp00KU6ynsl11DOb8VBkMJTUV75yKpw7toVwYpvfHaFuGfUpb+G/QFosgnokdFbSlzlJLnaylTryzE3ee1tLn1466N2VQ2ZuS2cn3hAmo8zGcpVpqd+Xp5x69Kc/2C842mF0yzlBzZ9spO2N1+fbMrgxJZ+RMV2Zn5vmMkFG7GFbD4win4HpA7eN6wLWdeqR35GQsZPPKOBWFf+3R6dHVUV7ZznZndFf01ehb0cGoNiq3FqLURKM0axza31b1db9ndn5QbTsOdj6Ctv0vORYPu/0ytsZwKjY9tj22K/ZqTEjHumKbIWzsih2PiTHaagxaLTda4olGU+bJRLRarEfTmLyLsm9EIzCB4K6mTU07m55vOt50sknsbdreROgWXI+DIbLPeJ2yJZfOaM43UYY1KRnvmh6F+SW+aFrKfJmIxouLUbesJziVbE8uTnJ0z909VVKe7uVWmUwAowheXb+zflc9114/vX57PYfqU/WkXu24vtRhvazV5+tZh2uVDlVbUfglvl7m10TIpj5C8+Q4ENSwpIH4G+o9ftpLcnNyZ3JXcn/yePJkUpNK9sIP25N8Uu0qqdKYLHWZpJxMDqexnOsoOjZQ5uc0tFwMotlPs03dDxXYntjeQk7han5Tfmf++fzxvNCb354nebW/vNpfvtRfnvI0P7w/Jbkq81Vb5us01CUm0XzZTLClLlXXXneo7nidUDeMtxV1ccZbubarlkyv7a3dXsuh2lQtqWW7sUD/tbLFDQfwHbUfY+sQX79R5us04OvLaIocBZISSxLEn6h1U76mIc1aXbezblfd84CEprduc932Oo5tUdyQVrYo1gGZdZSbdaynYcwEXqYGF4j1/HLIJZYo+s4ebjM8RVB9PULD975dQHoFL/jfP7A8tSOuQEUCtQqUCrODfwhgTigwIxSYal+wBINSxXWiPKy/CfSVuqhiD8eUbg/IYO/gZU+ofQ/FiNP6ntBFIwQHnUdQuW5T4Yb3P2G9ClddPRxO2ZOR2WO9ugfch2CPMx9TPJzB4sz3duJDncc7odL9jpzs7HSBk+qUNVrwfJWhvKVzemdv51udH3QKdNO+1Z2bOm/rfKjzVfhJ21l2VjQClOTI+koqfaG40les3FcMHwLXQejOd8lYjPYVo33FWF/gZ3pjb8U+iAk1sVRsNeSpt8UeArfzVkwbO0tf/FzWV4Pa10joa6pswr2teDHbNO9QK793cLecbG31eGTcSvtpZf20Tm/tbX2r9YNWoaY11bq6dVPrba0Ptb4KP2lbh/VT+L+yp2VZ3zeU+GReAXz6BmqlbdIt156EoLs/DZb9PdmbrjN7abMp2myKNZvamSIptm3kaVtllnjC2m1Q211UwnVcGddxGI0bZ7XSRsfSRseyRsfuHEvGnnVPz+I6jVZ4saw/E/BP1JzFMnHCyNzw3AZiyXfLsp+AbgU4zx6C2abiOos9n22oy5Y0vZw3zWVtNyg6DHbmforgdrrD6N7B3z8xsmV8Qd29iuISKE6DPmg9Jqgyd/LXolaoKRZDzCNLosCzE7IUjVZVQVCMbIq8FRmM8JbIavjKWSI1kRR85SMsIVUlXPZ5M4UrAY+31HZP8g+g0XKWZMNhh0Mmkc26QmRzphCRK5L5nZFdEdIOTZKdkd2RVyMfRHil5U2ltteWNvT8v9u2wg9u7TB+vKmMJWiiYc1p/mwTN5N7cTgOtNZ/nNxGOfatJ6JhC5LLY/efGRa1FXv42fzb0P9Van08jtdbNebleFXx3Y/VsFFau7K9t6GSPUuN+7HrqG3wWn62Ztyw9pdxN9o0/GEyDt2O7pTtX/L91PhTE8cRKSyHl4Q/CIPB//mpcMjqlnGAqt28kQVrQAqkAxwKWOFDDmwPPBTYHzgZ0NYEagDsBh/mSE1mOuRhr2b4DJboBJm0WV9ol3CNlJLapcXS89JbkmiRNkm7pFfh6weSKKlVWQEKwIK6vyLV0h42Hq/UkJpxKIJqUSMaha3PIB9kgCMd3jytLIhbNHs19rxZ28rz2C8jrVUraTkNp9UijGWbPZ/GMia4aTHCKLspjuNyNLuXi8o6KZVpB1y5zLNcPUpyObm5rj1RoyEhGTVbm6Xm3c28hmtuNo80yxpj3mKugVKVs3PmkWxOTmvLY/BnZq42Jmf2crP3ZCWWqGoN+ewPOT00eBlKcBoc3ILa++ncaIV1ar/Pe4zO/ipjakf3swUY5SlvH31SBqesh6YO/L3HVzHwus97oKfC+nqP98CBnqEtCn10Cu9AhfWFRGmrwc80TcfRXYwDtkA0Fo010U34uLwya1csdua1CVOVhbd5jD4bjpIwr+WNJiefSVU7V46dumM61gxsI2ZDla3QNbvScf70zIoLNgm5CyW9u2ucpcPc1KrlRIsdm4MefTW/MCTYnOEq+4riD2+ffsepJLaOyVSNen/Juq6vcfdGpgyNC4AuipaVQ7opTizppukdVES3Uu2lNqDCZzWRM8ZvNAAXwas+/ToKDT7FPSCmoY76JR2nVcapxSzyomdlo9PjdXg1PCgMx+3l7LLf63B6vQ7eo2E7Iho5p5NzaHVWq0Gns4/WcRuRgbPBrRxIWEaI08gRUazQGWS7N28wWB1aO+e16LCB09klyNLsOrvV6vb68F4c3gLS3Q/Fca4ipa6/sTfbm5vpvKsqYNTumzqwv72fbiZJZ1uabYrU9x/dv1WwJjZa+7b29VnhP93mz8a2+UvhfJPHqXGCyGOenCvkwMcHfoN/0PWrFyrlJQ2Q1aTDtoXTpwPJVvzTSffVXf60V/S1jr1+lXnRpOKooTkXMQvyuHRo/lS8pjR/apiGZwsPoXaIP0EaUl3e/ENBcGCXyKZg0O2GZDJA03zmJEyQM0rgGroCuwJ8QI2skDWWcyhlbjZfaltw4leKbjTqMSyxaG3MWyVo+mpZkiRomvoQfd4CrmMJ+IznJYF6kdXgPHiptD/zGsV/K7Wxp1wbT4PaeCSaJNsJHg95ev74+JPjyc7x+NXx0Pzcp8ePj8cB8Q42Hw+laQcrTTtwqmNnx66O5zv4jqECVan0y7Wup1zrToNadySqlasIdra319bSxJ22k5ZluUveKe+Sn5dFmW0WeUa9/H/UBpo2+Cf+29SXk+1U340/Q28OPmvTaPehl/Aa1CObec7aKDUS1BgPx2SI/k/JrnDMhuUlkSXR3khvdHNkc1TkucZ93PcRQeHBzbLrykJYtjjy6TC2hJ8PEzk8GCZhdavGQjvzzAWW/H9C/8/heuh/1R5omc1kaaz5hxrxoUa86PNGpEdRqE/A5aVhvMhIGYIyn4xC5nPmxctlXmTKvMjgQxm86PNG5Ny8eAlw2V3Wi/sAF5niUumryltlSU7L3G55v0w2y9tlguRsIqKgFUhEAK2YnPt2PkoPdfRQSw9xeqCtcN+XG0hNPBUnlvjz8Q/i3OL4W/HBOBeX21cDVLgRDq4qOJgdcID4GUcpdTvvtRRxdYatULatc+Ku6NQW2cpzSLZSnJf+N2F6dnmX8FT07UuyU2rAPNdKF+1YWjFq/ey4tn5+uFKNWIM+USdeHsbXVro5Orf0vwdXdTzoKYTIlxieO2j+avxZH/Nog32AZbcc5ojVLbkJcmt5jYwRr8FEXiIsEXuFXnGzsFkUOeKmhgOXFMPhmeHw2MI/zxOZrmXnz2bB6Nx9P8f6Xr4HWqZWE6UW7MaH3HjR54kEs17Aoe+sOLw0jH6bZCPIdu6ubf+f6T973y+X6beV6bfhQza86PNEokT/mTJ4qW93Wf53Aw4SW2BOPRdkBmmJ2y3tl8hmabtEkGQ3CICOQQB0RKqfGnrQ04OOHrT0QFugOotrtCktsWif136g5RZr39IOajkt1Vkt1Vkt1Vkt1Vkt1VntJ3qts+qOgreiO9fJWQ7Qs1J8l/43YHku+So4Krq1SU6DblVKlQRVfjYMKz8/DJUYeg78Xh7Gw0prZbqSW/pfj2GJh+gK8KNZhuM3lDiPeSXnwnzZQqNSlKCo1+kBHJ0epJeXuJa4e1297s2uzW4wjqhiHE7FOJzMOJzY4nzeSWTnoJM4z5FjnKvv51jf1EKjZQuN4kNRvOjzRGIovzgXHi8N40FAChAUOHf3gc+ZBy+XeRAo8yCADwXwos8TiXPzAGhXciyGB/VU6bKnSkvpdJrbnd6fJpvT29MEpYOVLkCp0gUouamueujBRw8V9OBV9Det6q835SUW7/PeD7zcYu9b3kEv56X666X666X666X666X66/20/OpceCs6tFVuAitLWwHfzWl+qYLn5sr/QlR7PsHWSrgqenaDnAM9S0gJghKfGc/E54jnmk/DU9HJLXIBeJqwJtIJbul/D6ZqbvUy+NcLh/nXjX03UwsCv3vQpjE9Ri5BNvTSMxC0n5BddqvRInPIaOENUIoi3gCuli0l8lYqy/Pgk51bXOxc1sOXh0wPmQlvp1YFt8LFeT3KGr6Zs5TPyVPYp9w2umDc7C1YjDuNZKdxl5EYCeY3996a5+XFF8JhajccEpPg4K2CAxDI0+J9J78LMgiOVxeoscUDKfVRBKB4jartBVD4wqfS+wSZC/T+QvbzXdadVtJptf/PprjnLDKOGTcO9g2uozoJVD9ZlvKTipTH+n0OE9DsMA2j2SCnBiEYwkFDDzw9mKlOWujBTg82erCyEsBP1XQ0l6J0UeJ2GbnNxkEgT049lDduDsfyRtldlQdqUzT/w5SgQSCIXublYEwlmGku1dtCqqzApRWYZZF+FvoUqf5I7uKRb6fvkO+476RP6PT5/wfR2XM2P70RfMrNSrxTrBU0bshag5K/Bujz1zgrKX3OSvAt1arOVqmf1aruVpV1t+qhasIHFd31K7rrV3XXr+quX9VdP9Vd/04/2enf5Sd+gp1Ud51Ud51Ud51Ud52URCfVXSfTXecuiKSc87NY61n96Jk0P8HdDTS/LPv4Lgl3SsH/2TT3nDWfoTSvU2KIYq9MzvsUOXfW14WqgOZQFaNZcu53EoXwSqq9Xnrw0IOTHqqp4tbQQ5AeAvQgMWWuV5WZEkcp3OXnNvsHgUaqrX6qzH6qzEByiqZDmFI1CFTRy06qzArVn6LMPSXRfhY6Fdn+RJ7Fo7qddYfqTtbxnXX1/+OoBaESFER3cX3Ce2g0Go/+U7bPS2FjJR7rq5b4eIfFjd1j9nJ5OWbpyGJj1hJvGzWqoRVbWmtaSWvzVxvx4kY8rRGnGnFjY7wp30xhm3jgGTSs12ksAhYES2c8r9fsbtrfRGY0YbkJNzUJzQAz6kH+UZ4s5vE0+k7JtlF7uRtlY3XW6BvLS5KlDtft5YxPecZ0dLjd5me5y5CdE1B7fy7VnGrOtfc0pzzwkculenp6lGfAmrNeerKfPtdvfTGb6sm9kjvQ09yfzdqa6YUe64GenmzqAH3WrMc6AJfsHvaiC+yk805OTc4VEjUeNv8kasSQrQ030ZknMRSM0c9oIU8fGGF/G5tChVxjAX5q8jg9bi4mahq5PrPo7iRLVnlny17rlZdN/9rSnnG9jYnRPqN3TKerxmILxq6cs3R6KLsoabv/a1zbiLpq77Xp9nlrhCnjJ1R1+QM1k35w37qGSE3F4802I45nJ8/ZNirT1lib9IYmzFy/pLerd2HDmO1ztk7KtVdlNm4yyy7bqd5J49uMEGaQD+3nZ4sSiqOR6FE5qNPgVLKVKyTEWnctqXVXV4e8lW6f3283aQWvQAT3Xq5JDgWkUAi1FQqmZGtTKpVoEu1uO7GbBOQNSf7qysrq6iYQw5MS6Ewivg+kgJCJO+9xo06H9nIa1J5N5fqt/cDsdioYezNw39Zsa+6hz93Ym+mrPVJW+o6WA/3wW3M2dVCdOvJaD/ZkbR7lDY2UwQWiEQPBUKzQ1Kj8LeRjwONYvslNJ4jcDncrjjg1JOZUxFESBj974qzGuvlfvbf4e7Nl3W0Tggcm3NDSbr1zq3Vd0jp5PG8yjJ1YXF+3dm+0umtutDE66eYLZv8JR27rXV7857LFRM5W2FY1zFm68p6epZMWjjt015uTbiz+85G3s50YL53ZPGrE9Ps7zxs37Q3FL9wJjJ6vGWWPGlvpPIhxw+ARfBFyy3qCtFqMwe61z5A8qkXUbUKt9kBxhrBK+BUKoJlyvcbpcVIisybJJJu2mzjRJJpCPndW8qa9uyFTrrQnq7gK4tVqdHvJuj0ib0Htuf5seztoPU719IMe061Krf22HGObVUMCwVgTfey6sWBTHmkUXbaALeBqDEgOt01YlZxTfPfbV3cvHNcrGWvH/vDx+VOKv8HRQ9iAXZdOxCOLD24tDnb8NvbUhP34K+9f/Yvre5879Zbw7L+9V/znnuJe5TnXHUBDSHgWudAiuUEjOkxmu8PksGfNJqfZbHJlJYfsIA6Hx5yVrGkrsTrggp1YTWdS0dfeZ6dzxT30Wbue/q3WhBX/eCu/0dqHvdZXspl0wEmfJi/RgykdcBBCuQkvTuvNJCumVZgH7iv2Y4nMx47XF1xbfVJXkOZwz50aJzx7Ksn9ivJ78B3G7xCaIWc1Ho+HoKxkk23bbZzNFqnyZSt1Wa1Uma7cXclVan0+kyupqcbVEucnpiSvo7Pe7TmG4EFA9DWq2QxZld1iQALFC4DBMxRVjlfhMseFVTc9VNxXfPLhy3F00tz7H547Ldz2w0cXz6FMfwprcPDymeQnxRd+9Pv9t+7rnbH0thv/8MGqp66//Olx5CjwfPBp+jzvcXQRlriLkQZZkE828oeN6LBWf0I0nyAo1f9mP071HwOEsDUg2eA/nRJ3OXNZLBWP01c+Yumn7OWFfy5uwpvxdcXN//7Xf2fzx2l0BeqDdvXILxt1+sMCIXrhBK/HKHX0aL8dJAM2mkk3hWyipkAtMNf3o0XrF09t9N53BcGjA/dXjqxrQbj4GroC56CdSpSTfRPEeSLx4cpK52EdxubDJp3JbDhh9Z3ADNcDWZw6Bt6Beggbs/VIoGzewLtYYwCM2MX8rSaAcwMPmycmL1/rqVmxVP/DGmxeO71nScVlo9y45YqL5hUWnuePxmZ8wfrXTOvFq873zU276PNLh4FfDYBPHF0pd6yM4bkxHIs1xSbEuJgtdNhtt9l8bu1hna7ysM+NDptM7pil0ufz2k/YLFrdZgvebdlvOWThLDqLzuA9UWM4wTPUFVtbQ1/wRPUhZ2umvqzfegwiEHs4Mgd22AycBlEoihtlqsvoanKXCWxiTxkyEt24YXn3uiunzrHstS69dGX1KM+iauOs2ZY9FZkpN66c2u2qSt2MF/Z2jBoxaq3zkkvOt9xB6mzuMct8K+vHZZqXRQIN/ozybpT9IIMOJksTGidHl5twzNRkIibBENU0aojGoNfhw7zhQiM2GrScTgSiMAdy7hvI9tGnqHtwqm+g74Ad4uCBZkYCfQIyUKDbdAQKGtxx8Z7iDnztAxcX//A01t5xx5fx68WG3/2OPS92CPid5hYhP1oo56OVjZXE5vYcdtjtwGSTywUs1ursNh38NTxvwZYTHvo8wO4KrqLC4D7hGGIvxOf+HtvQS7SomlBdAV9Bo/LHmRpzBFwBDWMnTvfM37h++nzLj0zLV18+vvG+BfiV4gu2dMPl02bgq66Z0lkYuca6cvP6Rge+66vzLOM6gWdHAO8g8MyBqtBsOesVD1udhsNGsC6nweg+Ybfanze+anzLyCE73m5/yH7cftLOG+1Gu9l/gjef0ALeb/ZbS3rRY6Pyp2hTpXizP6eqAbXJrNujoZ4BUNUw66T+AgfnTLuyeAi3rfii5Ql95ypT43n/fHLF+d6qwiJ84frxo/E1+KYV8yyzX5M/3HbdiLoM4/URtB7HuCXIyGwWiYeRQUC6E3AAXEAhXznYT80Ki9QLhezt7J0Fsatmz90rHJSK95Lp5I8rvvuD+zw487fog4hjPKgFHnhQDdjLUnnkS/ojevKMHs9145i7yT3BzendTuNhv197OCw5D3u96LCkd1ef2BzEu4P7g4eCXDDoi53gfSesZX4AN/qpY+8fMo9mahjDLAPSJPq/ZArumOq0POyTcqe2Z8aVV81asn7ZeZMvvmzi/MXXHFqw4LyFjksvactchOeuHd08Qv7CFaMzK5c3JpONKxe0tLwwaeKkv16wNNOKzpDtNDklHBZF82GfEx3W+0/ojYJoMWJaBH8ANTC/W9wvHhI5o2gUtd4Tdq3qVhW5qgZPiXmTUsL8bFBRwiYghREBPpd6fuZ1g8WfDBMoiBinD1CZrjgfnyxerQj0HyDe4n+CTG/aBnlao1DEl2mOgQRi6PvymqAkIeSy+wzRcFgQNAZXlQec+HHppERekvA+CbdIWCdVSLUS55Q8wXlBEtRHcQ1AT7TgFgvWWSostRYuYFnuwQVPh2eOh+MhJQ17uIJHo+E9PGlmG+u9wb8DBb4ADIJk7MDatYt6sscWgZAO0ANkxYt6jinfKQ9oNIDUGv5aj76SzdIvijAtON/Eki8qSxClSBVdZCJsdFAfBxfwZTWuumeX11hdhdaks8poqAm7Ez0Bt8OVH/9kvSxurXCaLHJDyGpxuGpGtFW6zVV2v91oyXP4/IZk5aT6uB9BvZuhfNKuZXxKob/IXwVO1cXjZWY11NdTfiEJn5TwzyV8r/Qd6RmJq5NaJEIZRiSqsSQYBUgUx8fjJ+Pk53F8b/w78WfiXF28JU508Yo4ccZRnbWO1NTV17dYJllImaGuFR4814M7PLjRgyMeLEK6SYCpHh6LPG7+B4//qDCWDGMr8FVlLGUrZWg2dXRRmbPWo8cOHO05oJyUeDyczf9bnPZ8GsetubHP1I97PjsOjp/E9380JKo6E/HK8Wnlk/J/LuP/cuD/KNSJfi5vvKLlppa7W7jlLbijZU4LmRjuDpOWcCYkSU3JCZm2cbWZceN8EJIfs+PNdupBORDUAg2u1TRrJmo4jUEQDBrKKk/LhJHRMHaFsRjG/xnGfwzjw2H8VPjFMPlmGF8Rvil8d5gLJ0P50SND8bjF9YIHe/bi1i0otSZ3IJt68+ibELma17A/wHH4bj2WPUBzjRzEkjXA5FfWrMmmaOp29KD1GFg23AUBnN3yWbgL1SB41ASmiQqDKgFBvRHLK5A1+Nxs53nSEjLlQrlIJulxGc2Nkr1KYzYYNflKo0ZrrxY/SRb1Bp8xFDPm7LFwpclidzdMiPnN/phepx1jD+gFi81rpu/TQeOYfGaBfKaj89Bz8qUd3RO74tFobWiihLqsXaRrzsT2EcnM2PZ2KhWQxTAJjMiPHJus7Yi/3Y2f7v5Z9xvd3E3dd3c/0s3N617ZfWU3F+1u7B7fzYW6o1NnRePxZPJlC37Wgm+x3Gv5DuRKLpBHxxaq8msop3MpRSRMrak4jh49kB0uE6reIA9Q7qNZkMhRcDUgDioU9vKgzyKRagyBg4olxJJHlnkry0SV5Kpx2N2afFQJu55zy8hjtUBkGCnVZkb5Oa3ZZDYJZkFrlrw+IpB0vdFgr6yOOCqzNrPFyLt0nySx7/mSXo1VF6hKRV0VDRqacdo03owr1lBttjgN5oDB6PQEAuHKVmul02TmHeYh+0qB/BJoBEStiFQfzWY/LqraVGNoON+nUb4fXQNMPHBWFh84duDTOcoNezuJRtVomqWcm18NcioaHVEbzdc1OewVHnvI5v0knkxOdNRFG2e1j3SkJZtXr9XTvBVNKvbiq1A98+k75CUfi32na5mnanwYhzdG8fQoXd7PRZ8N4u8F8QNBvCWI3w7ip4IvBl+HjGSNhLukJRIZLWF1nYUkMd4pTgP8MvhWavv0pVzw5yh8W2M9RnU3d5Y4J3wK7z7V69ayOLf+nMyZUo5yVA8mDvwGr1d5kkZ75SsT8XiZMalkUuXN9xL7EuS+BL48sSVBxifmJi5IcG8n8FOJFxOvJ7hEPJkKR78X3Bcklwe3BL8S5MYH5wYvCHLD2CTNj66Krgc2Cq5nLC9byHcVThOLR8OjKkFh1tHsgazCGeuxNccUhtGgpX49d8z6rFzzOMVPYV9cCVqVHhq1PomLpZjlcSpBi6CFg+/wE/hRkAfWoLRcKRyRPGmP7OE8nkDVEcmSBmKdj+hNvkfQXu4HtNrvp+MRdqXEx9lq4nKaSSjYQAr5NuLIKn6GEkBmXPvctW1jNu+7auNzG9vHbNp31RfWrL5izdo1/KjJ2w7eeMOr2yZP3vbqDTce3Db51G2PPPy1Rx752sOPKOMn7aD4P+VHQA5f+wwy4vkylGRpjDGBUKA1Ah6PYSNqbwfDpSVmzys5QKUW28ychg5A5shPi+/UTp+7rPW+N5re5LhAvi5sQ4N16ztp23DgA3w7CqPJcqC2Enu9OCZiu8vh0B2xVkvVpLo6Gj4CqoTC4YB9L3n4CZcx8AhfIt6mvHw3pXBAKdHBgzuYW2XMgKrcFsi3iQojNGuCX9jywqWP9I5ITlqycuX80Say9FSsZfHV1169uGXypO4LbOTF5+avaJi7fuLYlV2t6Wis1lf8aOVX13ePa8qPCMuFmUuUcbS24gW8kW+3aYzC4L8XNyHdY6iSIcXeSUJQpngNP53Psfp21B6dVtwLfDO7TFg0YRNn4LFRFPZyj+4xcCIQ9ThUu8DCvgNQ3baz1LXvQLanZ+AAXXBuU6paV8iGbZjcMvBtsuEvTz1VPFncVbwGb/k7N+pU3z+K15AN+PvF2SpuF/JePg64aQb/ULye4maGvhTc4DrVsZSw3yYatQJCuscxspjgorKeu7iZx3wU7tUNvlvcTO/Fw++dNfhH3iPst4tGvdJWcTmf4tsA3oAqi9ciwx5oTWEEa28u9GUW9ltFI2HwtNh5np1z99LzkSB/FzvndSX4MDsX2HkWrnexc9FIz7vgep3wCJxr/pOeL4PzAruuNdDzyQBvZNd1fzsbvnPgPM7gDU4qp67Bo8L5wq/Ab42lb4C2OZ1WgxQdO7a6Ix1DqDlmqa4BHUTpaCiZyecTbUlnhc6mTSQFThlqo4qXG8gezFIzLI2r9GdzdIDT0cYxJbQ5q4kn0IBjZq5kmU1gGA1wZiYabMYaM+cCmFy2jRQ2uebf+dqd1x28fSqxSDXFn5mt2vD8tV9ZuuK7Gzqabzyy86rd7djZesl541ZMLtjJjKn7V85Y1mgLjZqdnbrtktF8zcVfv2xEYd3eG4trr3r81jVNDVOisfGNUsulDyxd9uAVsyockm3GukkhT+PCjuLvPA12c7qtM9rQmfEFp17bA/zoHnxHuA744UdRtEgepYl4IkQreSWi8Xq8JIaaACbm9ztjUvV2apxxV1UsrcUWbY2WaJG/OuJy8cGkkfOpg5HstWSMO2CezEiBST3MSGnNH5JiUZs1Qo2Vr8KBaswGJjF9XoYyR5ibeeSB3xf3Pv0d3HzHwd5n7rh4fOiUTZdLLNn57pSBFWSPb2HPpgmXnzcK3/7L1Re+dRDPwAf7Fjavuv2xX1w6Yd623Nrf4Tv6enrqe25X3/MsTAXaqlBBrorqcJWEsbnGajVK7DUNZpsm6eYsBJuoKZaHrNkLuNj4Kfi0fAOheClD1Ey8oL1Ti0eSUy8cuXDj1GDxCLbXzLx4y8ymdauXTU5w167YMk0aefGd8089Jzz7y8Z5owLOzMxrvtdbeq+19quATx6NlcOAT2VewjGpFlOMzIAbTiUrJUnFqtaEtYAWwwvCFXX7b9IBJzqCkT0ndsSjIgk/la4KDcUjdROXNnVfPUmi+FZ3rbpuavqyi5dFQt1rb53TetXqJRNqi0cSE5c3z7xiSvgsNLgKCyc0zm9TaTl1ngJSWLxlBqPr1sE/CWOFfcDnnOyP64Aes2Q01hBJqkpXkSpKkM6qNWEyjM2Ux7kUpcMRsJVsgdJRYEbDF27F8RKTcbz4/jAmC/tOXV9CkRv3r45fncZmwIf6nN8KzyIDish2rNWLhJf0eiGi1Rr4CMVioA/+4dSA+v5MRyEAzjbnChRytlby0HPPDSx5jv/Jhx+eKvzjH9wvlDbvBV3aCW3q0Rp59INafIkW6/VIq9FKOr1Tp9NfiLEeYaInWEJ6J4ChjO46HdHpjBrgA32FBt19HeICwYhTBNunzi4M9EEO3JNLbU1Y0Y+3CnR6oWer15rYqt0I33pobGVTCzYcwMLO4vUDO4u/xjEyE187sI4cGMgJzw6sJPcOTGFxqHtwsVgHOuZCEXSDPMUZwK4qrKnCvkrsMVvclpVu7JbCYIKRSE2FVbJY9DH6/pPtFVxFTSyNMHvZMnK7I5GwJ5h0WCxWq83s0PmTGuYAcyyXAg1keRSzcmYzzA9u3NrXh739PdaNypNTtLZy5Knra8xJyGaFLAoHYuADUMRTTlTs1P67x2YfXXnL43gc3vJjrQ67ivd95aq7is8Ur+V6ty06+vTTx//4WLKuOEheO76jd0+ipXhZ8b7igy9rtcX9e+rwbd/95qY/nfrwo4F/Fge1OK/E49mDf+KX8m2QV8XQJLmyoxKLIh+t5jipOl0tV3PV1bXOQNqCLRV7ybqnNXqDoOfEEJ3+IXQvwSz4+vZcOdeiJFNt7cFZT4EpKS55dq6kvKq5Eeee63FF8aMxuxYs+NpV4zvWf2NMWJ6bS89pj4Tb52azc+Qw33bXho9+88CC7im3Hbrx5oNfGj/wl+U3zw7XzrpmZs8NM6Px6VcqNFxfnIHvB52j758NyHYRRXlEJJImHMFmkUciaj92oB1w7BtQ8gYbtSB8f/EdXMFH/5UQDm/HfPEU09/rIU6uYvq7Wh59uX6LnswvaXBU0WBVfaNMfZvgFsSUN4p4qr70tfgY1FeEC5xecUzD9Rc0eEh/z6W9/Kri14t3FN/GlXgKnlc8Hx8qpoVnT+2HTMZAcRz8I7mSzdslZJtBj6IZJ6YPB0pOzqnXgGyeMJgMQA2VDIswAwezlG6n21ONIWFnL86ONXAF4AEvaKNJW9wbWzVl3dRYpsoA/RjHzDN5q3nhP3wpb2vPF1fyvKorxU6hCXQlilrQbNkfDFVExVhM9HgkMS3KIieKIzOBtBmbgzWAxJOhiMUj1lNVcWga2YShzkAnDJX8IDukM8AW6wCdJ8QN3Cg8pDJQaVAtOg1truStVXXifkKRbvr6kvMfXts2/upvLrro/pGYG05VX7h9TiY7X46ER81Op+eNixev9Hacv/W8izpnzrnn0DXX/fxLE89b8OApUiaaOzLjqq54bObm7vkbuyKJeddRvbAAA2ShAXxlUrYSbIhqNZKQFnYLnCAQSq1BrxV5EHj7gT7qM3vgg2WprqE3/RL5S8U/3nor9vHR46ee5cYfx9rih9D2F4sz+Fl8FOLdNNlfkDokEo2Gdbpw2NWYR4FMxhuVXGkXcXHUBOstEY+I8lWUoTqznjL0IJ2C7VcTrRzLtMAOwQoFyrc2AjxlCRbUb4CF06P8SmeW4UytikbiJvwd3bzz2rubfVXTFq7IF5bOandEcYXFMqs9PKYxbnDhitSaH23b9OQXGvHK0bmqtvPH31k3Ll3hbRiTmHcXuaFYOJ7Ltbgi2aqWt/HXT0245+CmEdl568drbHq1fqsCna2GzHWq3ICOVJuPhOPVWAqnw6Q6XB3Ou9m+OGLDETppTry1j4g6Hap5xGGCu9uViobRmGUDUXRE39pPqaRZoqYN586o8doxN8zbUHXh7tswff3Ccb5Ub+uqr17UOPrqRy+9/Olrx+QvuHvZQjE5ubGmpmlyfWZ6c02gZbrw7LUzblx7fqomOHHzD5Zf8Nh1kyZ/+RebV7x+5MgFiz8yRTvOb5MXtVUH2s5rHn3BhChguAz8RkjYz+ibLNc3VePqI8h7pCFOSZIa0g0ENaCGfPiIklKVqeOQ9jTqFNLo9B0QB14h0NTGNQ03CYVKC+aGGQGlEptWTfvC7LYydVf9gFFXu+xr6wPBM6i7eMaWNQptj65gtH3ppY0Xvfbmu5tC/NuxzhWjSrTJqybF1NoE8gS7aFHeL6j6Hzj/eWntBP4+PadrJ4AX9EH5Q/xa8MYutE2WNXrMmU1GKAv5qCA6BVEQxPnizSJpESeJpBYYpCEWKy3iwKlqnHAbmqfBGpfNyFk0otlCHRrhOF6E8ukJASOeuVVaD9KpTmufjb5MuicLeQF1qeY+oa/PhnMQU2057/AfaaStxbGAJoADnJmzQIxt4GL8oeJLE4vx8cVX8TGsuVkwmB2WybhmusVhNohPP82vLR70J5KF6L+9ESkk6ug2gGgH0Lcd6DMjH8qBJ5RilmBAq60LSO60W3Zvd/Nud66ALVEpl86RXIz6h8ctFrON2mxOb36WrEOVtHYEV0jzOzU4lKoANu/nog6vDUP0jzXgEAen7AzSf0xnIemYKdRI6gdUSgG8d0P7bHt9ayrpWDbtwn3rA9ER0+t3FEcToff+QmOHp641fOHquikXja764upiO3frzwkRG2OxnEBIcfpfRe3I+pl+M7nHGwpfMTE2eXTeWnP7+W2r5zVpOB6Dj1o4+D5/Hb8FBdB5cr01YLOhwO4AHh2YEbg98HCAp+9hIIFAqCIgadO04glYWTCrdj4HxJqg7q0m6x6jL5Jmpc/QzsIsBPT0qDNyIj+k6FCeAuVlLW9s4q9rLg72Xf3zO2bM+MqhTfswyRSP+VZPH7G4Ixod19M47XIJX/6z/TPuef3GW4/dN+OxpxsWTgl13bhkxS2zwssvpXpJ5XYnyM2OwqhJ9ugCkj/tl/3b/bzfH3VEJXvaTuxOKiS73kGFhFQhDRtKcjDuc3QEDJwq3dVGcaVggVRQO3Bf57rYzE1zkwumVHYuvnJSMYWlOyb2NEtGtyc5us6zoINfqzd4lt32zKX3vNnpq6uxcbcMLLGFGsNjN82/fFJUR9/3QdfmAK4tgKuBxgSNRs9x9G36kp6D/MME0Q0huvkHh0SqW1ot4imfMeCrAz5D9lIqMYdUi8XZTBoCkav0dwd368BdZPTA8+R6fu27+9/9x7ulvrkT0Dfd061GowlwGY7Q19uDESID9J2hSY8VEOCQQI1To9Hp+WfV/qFjpdtSvz2n9WrbwU0ZeA2/VQxAj4feK2ZU3XoRdKsWnS/HXAG3G1KhahJ9qBbPqL29lki16Vq5lqutTVQHJFPaREwuNzMpKBMrfgjd2kG94igEcuO0BmVJEqV94GB2mILRt0UrSgYpxdCAw8f0DKRZIPeR+tp1t9wz6bbff3X2tB1v3f46BPziH3zr54/rnV5f37V6TGBKp+zG971VrI+OyVbNe/DX1284/OB5j+7KTZkTn7VpXs8t3fUmr+RYWZbl1UyWsuwRozx4fhOnj1IBEhvlJaSKNLTrdERr0EM6QdnIFlUpjFQ52dfP+Fj+uwNL+GtscdAi8FKz8fc/2oaPFkOo1CfeC31yyCfriNIXoi0z5aDJsNoatMKv/Wgbvad28H1OhntcqFH2xLXgjm9zYcmFXS6PZMCGgF5vsFLr0BiUoa/2/leAw/09jMNs2yM1n4jGItUcC0wkgGtaL75nwTMvQHbLGXyJUKzBLfJrB9yX3n9+6pUXq5Kd2crK3IREiU8nGZ9ukCdoNbxOExUFpygKWoHX8YIOKhPC8VAscsBDJ68L8BmeIN4KNSNv0kUzBowMVoNk4Aw6ArmEXs9zCqLDisieflpE0hxcXaIGocKbsjdDLcb3mfu2CpCSa+FnaumQiusgG9fYApTVL+AFxTw+UXykuPfu4nHgeAH/otg4MB//+e7i98p280/AX6B7li3h8Wh+Bk+UmpbXcCUZPAsYcWUjHdJQVbgu6IuM5teeuvJdtU2BxpoKdL083e1qdJFmHhJIbORRhcskWgya6FUivkjEI8UpIkmK2A/xVK+vvMKBVzhwzjHWQYIO7IB/ZohHtrSN2CpcvMEsWEUH8OYJk1FnVeNpn50FUqhZ1dm+VI596c/BBWXRB+QiDqp6IRxiO1gEHNWch/PyGr3ZsBffUfwXP4j+UBzki//CdzyrN+u1Al5cmUw3RUj7R9u4wqlf0P8g/R+Gm1LJipLM1zGZz5ULV2vxZC3War0QQTRR7nYedFMG7umuIHgcgbJruOvhPmYtinyzdGIevE5/rsRUzBgLCO/AVvwMh63F94pTOUBjInn6o23k+wOzlfqG+qH3wQ/RWniWnBwR6YyQpsCEABlh77STiRxu4bA+MAOS1mG1sSJVWh3vsRhC1AsKZ0xAMNNQavyhBI76n8gZJfHCGfcc2XrTr++dNeveN27c+ut7Z+JYctpFbW0XTq2vm3yx3H7x1HqS+/LRHV0z7/3Nzbf8+p4ZM+5548vdN85LJOZtWdB9w5za+NwbS3GO2rETBdFY2a8PWP0SRDnO70dht2M4D93UfdvtTr3rnO5bcRNq0GO5RgJXEDUdiSox7/YLdzRnZrZIua7z0/XXTN9w/o210cSolLNrJL9W47S3zb5gxJxru3N6naa4nLu1+HerVY5mxmk5vsT3bYIEfK9EjWin3Dk+jZtq8Hgn7nDgTj2ORaNJP2A8vgI3VeBoBdTs7kDdghCeGMIjQA27ktuTZHQSS8l0kiSTI/wByZg2EmOWkmTjfiAboAWhzlVH6kIBNoiBMLShoZGCTXZRhc+mDgwTWA9VnZxiCMpUNp0HYzKMaOh49Rn5OJ3DxkyYTXAVcn8PZY4iVEG6fObq+pG3TqcCLQl4nFzXferu+mkXtyUjNZMaloxcnq7wl2Q88gehqbX+KhDuTSVhb3xpck0jfmfBTd0JvSfpusszKpT4wqSyyFWZ94PMJZRCl8opj8sVddqdTrvVXuN06gM4ZouRWAxlUjWKH8LIBnd57M4aq8XC2FJT0+B0SfqGYZrQx0IQJGo21bhKOsH2yGSptaId1aSUkbqAeAck1hhy6wS2OYZlsQns2kH4pbcsHeOvrHSNWn1e04W5Z4vf/Xpups9cKcV8ju0T5vrqa3MJ6+zR9/JrLcGmeHxRLrlk3kQP71o+tfj2h9O6rVqdQIrN5Fscr2mL148QCfk9872TBvv5GOhQE7pFnrg2hmPBZEBbGfD7HzDji8y424zNyru4ZC2v1TqaUaCpKRiQHGkHcTRRZgTAHJCZM+drKhv82O+P1cS8NCrvyRtqKEu85Zk1JZuy2dUvwyY4eqibpGvl6PpRcJdKoa1QT/9FS6MaLOMQacIBfCuxjs7bx/By76Xz452NUl3aeV7ngu3RdS1rv3XJa+/bim/ZZk/vmufKzxszd3Pd3JU1LXMaL7z/rf8M4C8vWmyuyQQDaYvGbXO3SstuHbe+O/fILuNoOV3nqPJVWJy1rvodl2YWzxnnrvvxi4xftRCr/spqtKhseZXHvBhdDR4WafQipuRyVAMG+iA+HewZOEALUVugQPM3fG3xe9zLxe9zt7z77qkrWVvbwW8uhLYiKC07HFGrNQYJRyQdIThii5CIluZqVQabGouZnSkD2yzIqsM7bO5HHZHQqOMVDbiwHUscb1g1Mzkm4eUFAUtad6SqasLCtROu/vZloywGI7jx+8YscDZPsNfEPb4FMlk78P3lWxaPC1ang/bk5KX59B3zAUc92McWwNEG1pEzGfQ6k84Q1eucep1e36nDOhsvakAzxKhG69RotbaddPN5JEFVinQGyCXonKRWp2eRhpoFrgDRQ+YARebQeB4tO1nNWfqhFDIhi2ChkswQdCa7+SWcKY4rflQcj5teNdvNwPLLWI1JCh9tA3peUCtNylsnQuJIxtsH5PPnVlxQcXcF1+2+0H2vm1upu0dHJmhxJ8bfRvhehFchPKEaF6pxtBpXRwIIecIBKZQOkZC304pbrLjWiq36gE5n4L0BjyGQMraDn6QT6cRjreY5XcjooXSiEp1KQnCsBxS6mRYTVL2tx9gq+n4lIyhvF82BeoegDuUYpdiTY3RTmnNtmHKA55+xWDiec5ieLP61+BoOXGarEAk2WszCPTh0B2+xGKAirbBdhquKh8i2QrPNMjE1AGnzwIezbojaWttbrCQ18G/WlvZWW/SGWUSr5Kx2kOuXWf5wkdymFw1EpxENNLIIWg4jgegEg2iIIgH4KIgi5Ay6qJZzajkrzTOQiW5bq0MGvSgQTk0VmYDZyhtq0VsTWzf20RRxq5V+s8AfcHmQFlay5NCA7XhH8ct4wuuHcEfxVvj+2AcfkC4SLO7B0wbeGHgaX1i8h+KpBTzvBzy1aLYc5wWeE6Kihi2YiGKeI5jHXJRgJ5ggXUGANUjFSEnX+0rp69Fhkx9e6wCcKslqKVe14f3FTjweazHBY0G/jpG7it34WwMXFcOKPtWA3Z9itd0cOXqFBjdDpgydMmTAArQZEdNN+SQ6mosNHAeoUPPV6UWi5DY0MEB9lS1ziM7IMN6wUexcga5UduGAq4aMLGq56wa+Sy77E3n43V8MjHlXGRsSr4P+LZBl3SJnWGWb0WNJj7Hepid6vclltjqwxWGJIgxCwxpIXWnBa0LIZjKZKTJWm42WvU9otbyFPonyBDLqHcMK0Gx7X78SuVJsLPYFOr7cZ8v1KHha+yCK4Wb2SJlaFGfwUFFM32PnyNlCJMO3DrxEjAN/I1NP3Vl8+IoT/5GgVfJ7f38X4+IgPom/r+SM4qUsd0mhq+WQxxflEgnObucqKpDLxYp0wtE1r4GApE8DgV5Kgc9H3PsAXwfyw5ndYnHQqiAK3zlBqASIx4iePRGX62/Pseew1FpeHR+0Mbxt6tA5yD/iChTE08fNVXLwGeOE4qWn/rh09/qnrm4bc83uy2Ztb+aEgVP4SDFetGVnjQx4G+e2jZ6bdwVGzvzzn6csmvvAr6/fcuTe2fnkNKD8b+T7gambFnffvKAh17NlxtLrp0pUp0aodY8JdCpgNGILr9FyWqwHYyMcBq+piYJ6Ex1k9UQrUkoN5fqHkmM9QLdSBVGxeUZWibGXCipSohmGptAEkSHiEmh9tGQJVGNoEJHR+NbW51pJXXHrgz98sPjou3Rsrm3wGcHA70E+FAbWvyZfvMWHL/RhbyX+khVfaL3KSkZYcZ0V+63YVxm2WpDlFhP2RPAV5CZCmiBiMSM0RdIEEob1+GawIywEupJ4KMO0Z803WfCVFnyBBVsskESwcaN0JR2Sf8oDmaqPgBv9wZ5IOE7zKr3FbLaa9MPTzaFvSvJAFdGmjlPQpxvpvGBfH1Zcq3X4CavCPOq4H80XNLGmclahiSrDGDXDEg/+8rtvzBRm7Xj9+hWPjtm84+aLZkJaufI7E54cs6j9oqkJ+xXS5CR8qQdb2rPxtgn7L9n6xt0z6mM3X3vn7W/f+MY9s+oafhiHHHPBnDHf8Lrru7ecl5hYM7zGcKMQ6pTdxoAEMacaRVyctzw2RacJn1rN3caBFlCpV5B1Ty5xYReV/NGefvqfDU8NLzRcudNLDVcFLtcaUSg1pDUX3RYc0TMmkpuxLF2/YdqG8zeEYiMSkvQwv/YVvdY8qntdx7Qr5+T1Ou1B8lzxlFbXnk+0GwwU57A6/udG9WiGHPL5vLrA6LAyBREOOxoqvVG3S0kJ3d5Kh8PjV8YCPcPHAulAzFF1gkcd4KK/fWxkkM75RFw5V8j1qSOE69Zh6R//+ORRQvzmvr/+dd9/nDFQiNE2yHsf4zegDNogt8yrX1lP6utRwJF0VFRItO4P5ZZ48WjvDC+RvBh7bV7i9Rr0gaiSF9RX+JNej0fw02G0WshwDcgM/lQvCCE6s5QqDaUdyNqUKcyD2Sx74LY8osieEKWrUpWSlhY/quolcKGJpbnKk4slHa3m+MdGX/mtlfmJI+rdbb7RTemJae+6L+Rfrlowav4yi6Z4vG3zT2588WT01/KqybV4efetS7KCxiC+adD7GtpC0xd95VtVlZMmR+8Y2EMevuHJNdm7b35c2zS3d3BQmXcQQ/ao5VfsGc4s+hvqUp7h9LhFjUyw5xlul/oM51ngN+BkCd5dweDdZ4GXyvAvYAOa+mnwwr/K8C9iOxqv4hM+Fz7Cn8vwG7EWeVGFbOSggyp6A0eG9cDWkSn3PFW+5+fYNPgE8soGuMdPiWZvcGHLznDpnUELiz10LB/uOczu+QUeqbxbGqVqOW5onyo2Bk33wLC8UebndIo/RiYjJjLGptPwV+BDZfgN2K/wEyOjhcEbzwI/1P4LkGxP/zR44S9l+I2QJlVQ/kA1a3TQGwgxns6fwX+CkfxIDMM9v6XvITdmX52h9MDzhPYgDMEzmreDo5gzDH7D4TI8xgDPnw4/CJiQDUwnFPgXXpuqwmsYBWfCHwP4a4X3yvAbf+1RKWAvAwEK+OEUlOWwjunRcVWPxil6BHLwYfFjcmDjWIyG3ylyw41ohqJ3tXFBAL2r/UT4DXhxCT6eYPDxs8AHy/Av4GmK3D4JnuH/OxX/7pId1DaeCx/Go9+pcp6GPKodxFP0Bo7Ez7ADVoMyGt5RadYiVXKxKLIDj2Kn9XEm/AacKcFHaxl89CzwwTL8C7i6pKvnhmc0vKPSUI1Kko4m6Q2ERM+ggdUIDKc/qzgZSzjpjITKWXcWf/Gzsu3/DFtR86f6r6oy/EvQ/iQFvsrD4H2nwxfPo/O4ZfgD5FRpTw03HrafHZsbZHgfVvFuL+EdjNC9j3DwY/K9jvFSgT8I+qnyMhhl8B/XnxdFHuB/zeBfxhdCvGPwdUm64S6u+5ifuJO1/7rSPvpLST8jtYjuNpI4DV7NC+zE8tchv8f4+obKV63C10/0Y/4y/Es4iCYq8A4Tg7eeBV4ow78McST7Se2DHFqYHN5Q5bBS9dcQyw3n9tcHMV/2p1bWrv0sfPWX+foSvqSEdybB+NpwOnxxFZ2nK8P/Al8FCQPFoylDd087XR/4snxfxtmSvM6qD2x+jOH9G9W2ksPigHg6P+hzlgD/M8jjHGBRM+Vqs8kQtWnTdJ4KV7jtUGxwdJGogdeasdtOU3CnU7Q69DqRBUJ1Yu1YH6RxpTxOSeT6lCU7OZq60foJ/ufY8h2oruH7jmXLlBm3qVPpnBv+WnERN3nXeviz69STdOaNvLhlC/Xxh8DH3yh8WPbxLx4dp1Aj2PFZYs7g2/RdUnSvDBX+Z78c8Ykx5N8BfimTmwL/0huq1NiLKDHWnhHT5hXPwz9n+qPAH6hWtMfHI660nw2bL2QyU2Be/mXmk3BAOwbfFzr5tVYFXmN5k2gVnbzKbKaBtaQLtaALPJPtm6psF5Zk665ANKK6z9D1BXQOEOCPMviTAK9ga/TpNafpOvdPlmscU+K0T800RB3DVzwT3+ICWqOq8NAu+khtV3Qi4Yx2h+AMRZLjusFdQ8saDc/LWBTZZtiFj8OCnu8ZmMvahGqKP90u1zH/eFz1j6tK/tFoIcJZ7H0BnRMrw5/EnSqubqtBe2a7wTLcQRwZZu/i6fZO59qgVriDzbOPk13GgN+fqPW4cSxKJ9hJba3eQ2exHnc7DRItBwjiwVxY2UMX7dFSgFVrB7O20titiz1MwsavWdGjvOKjsWBVVqmzxH8Hrt6xf9ya+bLD5rDbHSOmrxxz69Xd5+UK8UJ+fmxiS53OWfw9v/YLN8UmnD+q5Zsrr3oi3zi7tXr0q5HtD2PtaLkilqnIXjRwVzkveLGcF/wM8oIRn5qn+MvwL+GZin8jkOgy+PqzwEfL8K/gCuDnJ+cdbN6FyfaEKtt0KXdK53CM7mz1Mdn2M9meUGW7Wo2pzXnJdbps+5lsT6iyNZRiWDqP9dBu42ntsvkPhsfbKh6ako6NaPV6QRdGnAU+WIZ/Ab1d0p2zw4PvjzHf/7bq+5Hq+8dNyueH8D6z3YPo1+V2R7J2205rt7bYQ+chAP6PSrvoCVXXnT40zN5rB35+GtwH6FkVTqs7DY7Oa7D+/6j2v7fUv9bIbMJ8mk2U5kEsqEk2mOmkgMhzEDvokk5sNiO9QIt/TWkgdqBPWXWGUwf6Xhk4eIANvbLVnWxyhD2MdO2vfqVMkRw8iB95Bte9+27x9WeK5yn4KXnhP8t54Ys4gTrUPDV/rjyV6fw7qs4H0IhPzVOry/AvgU+YrMAnY+jjuZICv7wM/3McQsvUPLU+quSptWfoPL3nUjFSvucV9B6a9im57XbIYRYy+Sn3HMD7VPmNTNAtnUryY/MddG9ky7tqvHgL2lbp9Xg/Rq8CHyzDZ/GzJXnHogw+9onwG/B/DOXx52pfeL0MvxG/gbgyrfSGc+XxwXIe/wImpT7OmsczeFbX/lntA5XrWp2V3kCI7lP6yKL9pT70OtaH/rQ+2Lg/8w9/UehGfy/5B72JF84Bz5XhX0a/QelPhQ+W4Q+iN0v4WC0M/vQcWKlFnlZqC2tMGbdg8piETqCI7ORRQyYelEvDGHzD0EBGqqC8ulAd/xCV2qNfoYs8WPK/To+dBz/pPK1fNj7M4E+q8r9EgedQJu/xyBzOfBxP0FuR4qn65e3s/LUz1vxEZUuagKQ0XDQtYIHXc8OGDUtLC1jUhIRyB7d04Hm6iui9U+tPWzPLQVb7iDyzicO8g3CGrVqs1eujmDgx0S+hM0PkZoKvIngVwRNJNyEtBIehV854swlbTKYo4pyIM22lSzzmcXg8hzneouUMHF0m85TJZDTo9QY6qokwneOjD0r1ZVOlpT89uVTPj7fyCeXZmpxNWf/D1tGe9jt7tL+nFrN1tBoOMmWOraT9KI1fw5V3sDW0t+NH72FraPm1xR+z2c3izRyHry3NbZbqFcbLN9i5OjcF538pX7+anf+GPU9N43O/uj4ngWbJ0ogIbgrgEXbcZMIJfSDNhqCT5UU5dTSdicdDZ1uco66tGziojD0fVKYyP22FDp1WWTj97iNf/OJv7pk+4yv/tunO3907DZty877Q3r52bq5+5rrOSZfPqN+C15DczW/eN3vOfb/eQqdPuu55Y9uyW7vraud/ecXiW7oT9Qu++Mv33ivn3YzG35ZpPsnOj7J3e32krh20oXvlBeN1c3UkpsM6+GcwqfPXq/S4S49b9diqx3q9qVM7X7tKyyW0rVoigvaIvDqnnWcz2jZ+PI+beRzhMZ82YZOJtyFe1GnpWjCDXiOevhYsp7z1IVuaBy0pQ0/P0A+ZNKZKwOa4qRqQZtFgspsOFg/g3bgG7y4eOGiymfUiF6hM1GcSA4/S5YakG/SgdkgPBMWm3hrKa9n5cSb3KXB4n9mGBnKO6bKvV4Q0XEeIpEvrunScTqc1aTRajtPS5aiPazSEvZ/OoCdnDNz3Ky9USA2th1UN0kPfPwX/l3FXnPpigpNOHR/Nfe3UIn7tu2+899a7pZr2fch/RMvvyms6L2DrJ2plG4nyvE5UF/jxGr04fA1N6Sm+ocWbO7iDUECupXzgbqFrKFSaZUazsp5lLOD9JltjvkCuJUS714ivMt5iJJ1GrDNWGIlR0Apag7UWxGg2A8MFSFINbKWFXm8eRjedqmUL5OmMEx22b06lmhWjTim0u3SYThQWcAFfwM0eOIXjxa+TBadW4u4iFI3vcsUDxXu5d/vxcoJbh+VYDNc/onIsYud/VuQ1+Buhib8LYlgYpVCX7Pe6sVaLPRwWA3UGHImaHYEanxeZsTnlo5Ly4op9YJcRFAb8zfThpfajWUCdHuhjW31v9luhSD+mLKTDLnV+CJBu4NhTwwWb8qSwJ9LGsYkWrnPt09d1TP5f7b0HlFzFsQDafePkuZNzjjszu5NndjbOJm3SKq+0ygiUUQKEJJKEAAMiGQMmGIyJjhgThBA4kMGAVg7PkYdkjA0GGwG2AZN29nf3vTMbEBj83jv//HM+Ymfu9K3OVdXV1VXVFxzYWHln04ELBjp2P7SrsLDZ62sZzkNVfhg/Lcgx12yQDe6+a/36H5w3i9+9WzV49ve3rPre3rmy9ZUnuOTAilxq5cwcC/lU/4p8csVQlhX7L9kcoP7+lcwVwk82gOYqClrKOn1YcCvDPhCmZF5EEWROynKf2y33KnRQXrVHFd2hcedI345OsoWxIBQpVI1hOJ64QfPoGRsQRcL5mYjQjcZlfVB5adyigFqT0TRQtHbMHK6vvDt8fXZLIoE47q8GNwXDURm1fOwO9UBkcw9MVJ5adHEqs8CntQhKqvI4bGPdrra1a3+A7a9R+wHiqymwqBw0626x32On7LQsmYx5rVadz+vNxHwyCEXLfoc1CckRdkoRwmimEhkqjj+Hu4M9jzC2i+7B+tLh5didIZvPkqkqFvAhmVmcPexIKlqHVX10cPxV07I/tc1NGm68Aaou/Pmsm6y5Ba1vjY0vSnsD/hkn9/ds7Av6vQ2LX6cTJ23YVPjdNVcP9F3728KmDScl6NffSwxmt3a2nL6slF28s6tzW7av/l+1M5IvcM7zn5xjnEn2jS9I8HPB/E/TX33xM4YvrJ//onpkMv+4/cJ6CX5jtf3pnEqF4KfIRP/RGcZ/IuN+4fMeYsP+L3YfosU4GCobNL6UB3o8dfUWM4OIJ15nwezmgNlgqFNEghiLGTkdqzHLsSdfxFwnK1Lm4bFDkq5D9PswVV3Hq0fvtaNOjL4cplBfHf1M5S7nwLzh8Ipbd3aXt167qGFdsjFWdrqzIZM9058sXTqr8sfKXYiv/trkt6oLa69ZsegrG5p02j/rVOZI0edvrbdHw5U8va+m40LzKMyXZPa/1eZRTnRn3JS9LMaT8xEdh8FI2edCLEfpg6LRiSJKhX2iEyFaFV34rB7g7lOUxocdR+yIiHlq+72aqoNOcuzw8owgOlCQ8ASHJQ8dkw9b9heKLHHVYaa5UPDUPyo3KeJtM+Mju8wwlKpUnltz21kjRfvQlT87/1kI45U/ek8dyM1vr5NT33yhY2mT8+Q1pUefSM0/Ze+lPee/cPOiB+9OLhnwt40Ua7oEsua+Ao4jK/1HeCj5OKAyXiRyNz3+FvdHhC8RkEMrrc0ZDQO/L+lNppLlJI1Wr2RBq6HDNpcoSgL4YzJa3wdaoCdrlbLuYNWWZeK4HEcZPJTRSzF9iYGOT2LmtIg5FGJ8NPHjryIUNNWQifpb5QOZXFXsXxhvOdkZ03g9DqUSSfF0D3Ts+PamTNtpd6yrvPJMZF5XwpIbbqP3VbTD5wSS3QmTSfsiJ8d3h5q8qSD1YWVW04l7execN9IAf/cWY04lfA0uNajaC/MA9VsFAmBe2QECYa9N7+O9fIov87SNt/HOkMcedga8WBNiA8Dqc/8Q9dsBIOqvFfcXSYmor0+NPQWTxBJC6q3oZD3Rm2K1h75JvitM9OnI/G7S/AHSpe13rht7unIPiXM7B/1NtPe1Wh+OVAKio0tlVtWGlW1DfXAgWverwnM1qzQUdq8sa2iNxuayQCbs8NpSNsqmsSosRkLvvJ2eRO9HMb1jCQ0Tu65qrC/SuuhRWo0PUaXvn1a+l/nGSfMvOiFXeUlf15VqWZuRCPqHtrrESbfvqFwPB1vno62kpSKj99VkuxGsLxEukfgrA+aJdNzQQHQyU8+jbOP/ZIax3lK4WtThgLHquYzXjsRECF1T9bqVQ8yJxAaysWwElDJMDK3UfFj0PZETkysek7voO3m4JpVi46tjwihRYtXmhvrwg8p1aAougd7KIZjDrij0PmxtCabvhyU7oCtQ3QJwgd6yhaIUxAuSMpsFD+MMi4GjiVjudNLEaVmYsjGubcRqluXS+NcIwxeSMAnbj9NXj10O7VUiGHsavhKZL1IBatRrz1VR5fUq8rz1iT37JL09hfkq6oMWjd+NpA9m0F+2MBwHwyaTYDXyurCgFHi5HIlMJkwHvIzlFbpJzT/6JBZM8bZiVF8SJONwxAlGiTiXJaMa0GURrbMcxft0r9Bz13wwtvaDTXVxIwVNMB2HZ+IBHvsTzFUOUa7Fjz755PLlRyv3nU7d+sk9MprrAADcDmYnWp8Plmfysy2zI7NpGWflohztT8JkOh3O5IyZXK4Qz2Q6O+OJMAwHg+GAzxjwuX1UIGAwoKVgPg76nszF07GwL+guegrMfOxQV1ZE4/GOYCYQU3Rgs8quGTOg4aBooCgab2MWpyNWicQiFTM8C74yWHhStA9CtI9DHFSdAyDZLU7+TYLy+3RtNI52gZdTJPCRhQOJuKLrADYk1mEPPbSlNCAgJDcSV4K8SJDEXp62UE9Ag8nh8DkjwwlTsVSyBJOWpDmZCClVoWTJ13NOy48rdz3hak1WjqGee4UnK3f9uO2sHl8pGVIpQwkEakkGLaVS0ZRYEHV4HU4z4iwpRhPpb1t8lk2lRUyUep5RmfSGmQvnWhnrOSdX7oNbi41sxQX/RKltMU/lCjhr81no1dyFMw16k4p5HvumaVW2sxa39EUFBs3VDLTWvI/W4xxYXnar+Lq6HO9raBB83hAMheyFnA8Ah88OcmpVHCOX3VFXl8bs9j6TMo1xjJrQVRzOjJVKeDmuuRocE4N76ZF0bdBXiQWPYVV3UfPBI6ZY2WrIM37pArhpw+1bm0yJ7tSmU5q237195bU7RjxQrg1luxrcLWn3SWvmFJevmtHbNWyi58B8Znhra6i3s9HMBC5eNbB7Wc7Rs2v5vERrRK9yJQON3b+Z357qHuyr+R1K/lxdZZ8iLKcAUMs42kxTNCfyIx2D1mfIyCgaH8h+/z4xTEa7hEHEgQtLHFkcLQ17mmGWlEWf9Gq6MlT5KxRo+BAUsNdW1YNr4iwM88yLJb13bOIMnlVM1T9K7RxBdBQDm8t1NRJx+qKBwF4DTGHTuViCioa9sVSMioWDUV/A5cRE8mA0agwG6hTGTxCG5C6DL8kmYXYnOcBOeMsYPoH8nIj7dA33r4det89uM9dQu8vSlRiwqDyJ5qi/qy1nQKj9nLE7RpwQC6wl3plefLZVwlljQMRYValvTgDh7CnhMlu1/YZIPnQxpwAnyJWVzjCEbkFLh+30jyV/dAEYENVrVSo4YfwnSTJJMXTdcWUYxoVWwJeQwJLtHW6YKrAsoS8mskmiu94yTTb5FL1PTd83XecivV9L+PYJn9SZVO0OCPyvP6mnQP0n6yrCTStYUg5grSkOOGA1ot/AytFWOsxwRobh1GpE1RTUYNb3oJpTKBlaivX25ONPtiO8FI0hG34q2b0TD9IafzNgzwAojlFepMCiDTZVfgVTlS2+ntkrmwsLo2qfz6Nwxf0uDcLhP1Guj2/pPbkvpJQdotAcqt2ZUFXvxc4jvp8+cmZr4HxBaPB5rBp7uE4JIIQ+P1F0aVRYNLODOoSS0ErMa6eoT8aeeuooDmWOCKqmMfHVtCgGrDOJ+ER3JKr/ssfPKDSf/eiFUH3JY2cWC7sevwx2r2iyvVv5x7u2phXdZ8tn7rp52Qm37urlNmyQDZ5xy9KlN++aKT8bzuF9zYvbj2i1R9oXN/v44+hJsJzyGOENhbKBT2I9JhumaTUVxu7FHPa22i9XKpiqo9DhsZryLJtcLi6phBvgZfV6UUJZ+cHHPxclFHERxfWsRvVGUT0WVI+gCiu0Whuqgri5kPA4D2r1eqhRKKv11HQxxyQv62qorUKR1Ce5+62GXk20t6ljbRg7XZf3zJp3zdZORIKjXQszBp0Fvv7RFfAHVld05LI1NV7IxUh/k2UtFVbS8jDPhr00pMW+KhUyyFQVQmJfXzwmHDlW6yh2sCUdtUEP+vPCD7dU+ypKZGRMuSvJ+WVz2USFtTTakkjVpBDPVZCaHlBrJ1d1mIgsuLJMcnRafRODK9W57v2PwESl0iBTIIpwc7sk97WXdcqq1Ac8rDNMiWEJnE4AfyT5krmmhyU4POFfSlzLJnZCkQl5D+6ufJfaMSHwDdekPfqS1yZ2N5PEPSk+B2cnulM9jqFcdsl9ViGsx3FlylbaqrfqgY92V9W1eCbcbqAljtkebPANyNFIzf9+8uamqsWt7drQ82T5FI1brbFUFOPJ2PmTJNSJJmPl75RmT5KlNWhH01Y2yXxeY8pIGY0aF2UPi3FjaNF7BGIfkfs0iqof/jQhWpzQ4wrQkxs4TXz+lPGEoB/x1W1ErzCnbNf5gGQw74iGZWG53Bl2OJwhuYwoFEIh1kM0ukp2knIQt2/ssKhPQKQsHbrgBR7iYI8cHyoEJc0KE/AHkeQiOgT68nS7PNa2IDtwmqfyxziEz57/syuHbIWFZ92+/rlKJQVD5l0j8ZltcUXlJuqbxZE2/8CS5N0PLrr5hfO7Ltl7ynD6iUdLa052Ni3teIGM7/ib3JdQP+wgDhaX3UgQ86f8ZXzxAVXv8I1wkLOzIIwDh1EUKw60KUIYrJLByOFFSSYTRRZH7JczEWDjaGb5serQi1G8spKuSPJkJAdJ3mqoQXgQ73O/pJ5z8WPn7n7+8plU776fnnfu4xfPUUOLv+vEdjAembGqVFjWE4FPVlrQzDSvvmtP/+xrX7h03ws3zO3fc9eJ2+edvzQNt4zsmRcJzbsQ9U2OcGcFwh0fSIL15ZhSrQ5rBKNGI8T0TWjB1Gv8vrAXpvCaZ01rNDGf1aDXKwV1UlQDAXI45qW/f79aA8SwZaR3CPGz0l0YYv+wHxr2o5K8ziTZXQursjpZXApZbDFHRBtItLpZus1gj3idapU7nPLcXvnuw9kNxSVbW02u3GBy5EcUU3npho4FQjwb9gZvg89QrFwms9SVk+9Dx9BqE2PpX3RCfXbFrCad56MrqG+9TFFcYyKeUapqfJZuZe8EPAg8iORNORPmGOxdBYndBovtNg5jQQZ1AAfQ1onnMFT3B5WzsAwFs2N//ngnGjssM+TH36ZOp/6u47Vfg8PjF5IosJSSRG0l75eiCt+i3jXwqqMAjNUB/j6Ax4voK20IyXaRd3+ovqOq76Ko3L3U39G7l9C7EH5Xp5TeoXWSuo56F9V5M5w3fgmpEwvF1Tr9KO951J/R+2+g9xfivEw1L27vHtLeW+Byqb3MpPZmUdnnUa+h97fCpeMX47xctU2J8beoc6i30bvb4ILxLwHlfqqambxPorLPIGXfDhcdZyxIjFh8Z5b2Ecn24trqnVk93UQv3TNxZ9Zx4M+GD1fhu3sJfPdnwj8FL/gc8Ioa/NPwarhQas+8T2sPN16DPwdeAxOSvVf3oGjvNamG/ESfr6nleQ616Sopz0C3mKf3eHm492t5noEXf6F+/3RiXAd7CHzfVPjKEhyrtwY/Sp8i2ZQt6dYJE7Y1Yrm/EeGIzcXXoZzMw70UjWQUNwOWLRtYWK52hZm9DLYvg9plcBlNLaaJ6QXaoFWtLybKRHVzuEz0m8TJJW1/VMKJ06ttj0ZUKnJWMbnt0+En4UQkRuAjnwn/1MTYfDo8meNHpTm+oTbHkQacgaYi0+ZLzPN+Lc8zn6eOSW36KfxuFb4hSuDjnwn/7L8rH83vXjK/j0r236uk+W1KTLYznV7uYYTP1XLjpNz6T7aDzN2jE/m/4FiR2MGE5h6TaO5bIs1B4EloXWjf7ZlSpwjfWoM/G/5YbCMEbh+Bd0+FryzFsYlr8G/DhyS7MXdCDSf6Pr3cw9U5QIB+Um5wSrkkFi+Bf2Iq70LtdgPNJ9o9Hb6Gp7jdBN79SXgylk9IY3mFOJaIxbpDOANFuaeNpViHopanxr/wWH5amwiePiHh6RX/vk2T+vDTCfiQh8D7jwN/TQ3+OXi5yOtQH4JusQ++4/ahq5bnEByAm/5dvxF+d7E/rOUZpXdIc5xzC9qJOSZxCEn7n5Rs3nzV9qtUmBCgekr7p8OfDUoT8NhxAqqmwJcQ/NFJ8E+BQg1eq2Q+AU/KJ3Mswp+D4BO180mcAZ9PTu1rGuV5hcyxmOdp0FadY7Vd+Wl9CNTgf4r6MKeq1yLwwlT4yhISq7EKPwq+K42lxyrjP30snwW5f9/XiRiQ4/uQvKln/wutImdXDhMPgCdhERVtfAjA8RcfRAI0tvmjarby/8lYTY87+Z+UQWJV8g0oz3MiDoz/N1xa9T8wAeJ/MLmf8spSEttShOdUb/9JsrwPmkDVVwKVSdPsw0K1zDvhCtRz7CMwG22AEZh5ot8YNjwJ9lnYI/oI7BRByXygIftAiunrAsPlkI2h7bQTUg67w6bRQopmYNjptUGbw05TdvTPRWmIFZ9WJ8W7m3CjXy760R/KCEeerHnSY6m3aOI/EQG4FWLPenjjvn2fiAO8bx/7cIXd/pPtlaemhQNehhKpv/7/9Pj/Kj3egNbFb5Byn5LWxZukcpVaetK6SOJ7k/XzGWmOXkMvRN/LOoSA2PeSyk+UOx3+bGipwkfjBD76mfBPQTgBr2U+BX5/Df5pqKi1p0DgP7s950AawVd9MnAG7JNRy5Gv9Zmjanmeg/JanoaomCd+vDzsFbU8z0Dl5+jHRLt+OtGPZB2BT0yFryzBcdZr8KPU7ZIM1xblqv5HgBr/UWUuhcoFNNpVNpc9coWM5XhGoaB4mQyEJ4U1lzM8CWz+5BES2hyr8nTkphl8+CBqISIGnyEQ4XGg86d/CZmfvbx9kxju/EIYqfz+q18lvKyyFMc7R+16VvKL+uNx8ej/E3wU+3tXYxML4pkCU1mO43ajdhwi7Xj+qNgOtZup+b7JUFsnw7z9ctXbagJGCwD9FfaAIMLgtr4htbVRpcINUEltnRQr3ADay1YDx0I6LGhUSmytSslVNIftVUnMcINe4GTVmOGTAkscehK7lojRwyUXROySWIsivnNn5dVdu6RI4q/dXZkD77n7NTGaOG4riSdOcHNUouGoiJsQ5BvNYTRX+Sm4OR3+KWj+QvDnEHiRz+ZbcAaKyk+jr+l5MuCtah2FPKmjMJED3501/mfmfuYckAJtYAA8WB6Z4YeFwNoAFfCn6XCz2ZufaYBR9H87HGg30OZwZCmE/RDCEjZ9X5uAfGJRgkr0M4sZqpFc68hEVkagOR+J5M30zE6fJm3wtzM9jeTc25Fg5JHAQDjseJi+G/SgqZEDCEm4ehynpb2ULJWy+Jz7GLGlPaa3oPUWh+ERYwVmiaW0MKojcTLxOkye0ikxWuDE7TYNcCJoIG9pg0WLhubdNBQDnIgXUlloojQjClDm/m9lVzVEBuadVD7x+o3FYO/67pb6wsrzhnp3DqeO3KkxKX+rsTtcOlUiXxj7fn29O1csZLT21q7igh5vJh4xfesJSynmjLk0yeEdva1rFvR5e84otqzo8AW7VjZ//azHba3RZKorFzOpnA4b1Wu3F72xTIPf2OCqPO9bVWrv5bVWgdhijT03xf/rrRqfaCxN9v+a7tv9FFqBq77dVd/fybgk+iBj+N9L8Mur8DXf7gm8wEHUH2YHmF+BDjAIflXevCgLF9rhQhvM23ps1OJmGG1ubO5rphXN9maqua0NdLmFzsCMGRalG7r9/sD6+l311OJ6GK1vrO+rpxX19nqqPp2W19XBuszPM0g26spQwQwMZAIZSxEtNUOWtrZ02u93dwnGg/Tq/Z39/XXhg/SW+9Tq/A/pLUAOOPpcLINlk8cy5Irjo6Pk6rQkxPbl2VHp9lmEFcszWVtyVLK9Hl2uK1mRyJbRlXRSsuiCAInJLz495MSIgOJXPkfu1m6H6NsgynA0xqai9FP8RX6wEQmBCuyARytPzJ3T5+3o7xwYWhJoDOU8Jz+wq+D3lQqUI7DbUGzMrvevkrN6jfuK+q6ZSfmZMoXLdb1Z//EV/u55I3ZVHdWU3V/yaYOZXp97yantvoasLfSPnnqj25WLrhysNHeXMmHY5HFo8i0NpcqMfYNueJEjqW1Y11pp6Bzp3uQsWzmziehpb0f7x8up99CY+coqGS2jAcsCFqDv5GipZEsmoVV6wD4FkA9HEIWY4eUyq27tfJnHNkJt8myd2zjoOW3BbHJPECzCm5gtQANcZaVSqVDQgFEolai4LL79bDSTTaLCcHAajg+IERiLZosZ3qRRxyirxdiXm7kqlKN6Gi5avOEHve2XDD2+Z9NNqNxZMAv/jMr1gXTZZDabTDqX0ynI1DqZ3ex0ohQBiJfjCUdHcTUZce3NinWJ8djFQECBMLnmmlzelDW6KfhnmVKQ6zsiSp2aVyhD6mz2tHIuEs5v5iIUDenXbEGPTW0Ny8JDA1320Iae+y++7DvPz3K69iq8gSDusxdmKYFZC2Kgr+yNRnif3y84nQ6HQa8UlEqeDbrdQX8k4vc7nE691EzU0MMZjGuZJPYDwPhpS2LLHHwhYDV2D8Yz0mo+kItUBwujWVb8dENK0PlS3ljYpBeCvErBBv1WhVmtqfe0dc1ORmFIXnLZOB9FMXzborwlE9Co5K7W1oL5pBu+uT015PHNy/3m8hm963M5Z1LU26+Defg8swqNc2fZi48jOMS6nV6NhvNarV6r00sDA6fU0FCvR9DJ0WwS8d1R0ZsBdyeJdjn49tcMuVmXx1E28+QaHYkwyPVh4g3tJiN8vnSNM9UYU8b8s2YMDJ5pNYadwilNDafC8eesMm3S09YuZEKmtLf5pJNW38VqBB1vjRoMpoZToiF8bx28lwL0O8CMhDDTg8Ci8gseWQjgOznhxMWcPFe7FRvfiI2v7eJx9E+6elkiBWwhg6ujI9+fTs3sWBxL2+r1hVVOV6DBa5C5w3N7T6HezHesMHnt9rpo+cT9N7m1IUvPHdqYyWJXUYlgsoBGogSb4fvMZhAE2bIZy9tun8xqUcvUgtPttFjwsSsQ512XFcgtoi+OktkXMRQPlHhOg/kMuQQXTTLBUZ5cFgrf9y/z8Bq1DO086UjKMuQNM7SPD+l6C7sZq8VBef7c1StEkk0hdaqp3SVnTNYe7eyhJoGzadcN7uwYRPW7YZHSM9vEO2q0Wo1MJ4O8DLVVo9XqeLF52SRq2xHbYX3JihCUtM2EvR1glVoNZnyqVKD0Da1aU1jdb8s5DOUGy4Wnh9otPmbbO90nN7Tdt2vHvc31a1vB+NqKcOBY8xwRt9wwh+rfguqvL+tprYCGSZBraUGQ4YVdJjZAR/iE7bD1CK5elJvpMFp/0TzmsY0OxHiPppHSmy/aHm63BLqTzVqzTz1kzzmMHVTLOMLhtw+81big4Z3uLfG2+3ftvLc5sRafNXYi3vQ2qt8GQqChbFD6GTxRJjvDcPagSxCkKTpyNEMmSKRJq/AiRiQsNBDWL3J9gkgeiGaIxlbW5Ewtm4Fvp/MtfGso2Gas93rb5zVblFpWpVYL53J1frddpVrlohT/pR39js4shNuyG3PrQ/re4pVfjqdgXbReJzfwMTxOTsRPzMw+tMAOlv24iSGfxWpVqzidLuj2qdRWi9bt0HEGLb73CIYkjoKanSH3AOMTXRzMbpRcGCqMSjhmKBJHFrHxOCwdj7GrgMQdsrKJAQMCOB6as8dulntM8kRdqTzLknEtCacask6n2684dZHWqWY5vcGv9mq66ft/2OZSuYX56cQCr36XUSMk1bvPoyh/k63l9hHIn5IT4yCHUH+UaNzNiDp6yh4L3h3IPQEI7XRAsHt8PpICoUsp53kl6Q5pNb6OIkNWjaOjerRqiAef5LbCItCJl91PzAmR3MRFFjPJfO6RHLRGGpoi/u6sp2hKmC2m/kJ9Z3PM15zzxRroO56r/HelMm/OYlvGZmroTixLxs+YXT//wkI0W06lFqJ5aEDtppG86wa5ssVqsaAZ0OsZ4LYyKrVFy5jw+INkJknuBj6cwfZlmKLFcUeNJBdaS2xn4m7WIi/S07WcXB3+7vrhvq612oHyrJWthbN3h5oXuEMFDczeUl64yLB81bmb9joc8aArM/h9T18se8saQkcW1C4fswZxvQXlBofDjDixzKdSmS4S4OkCXCisFaiM0ClQAQEK6B0dCLgEhcbncLlMIq4cOYTJ7AhBFOJNigkP92I0IzIjhBxGiW1iPDFJi3U4grtitpBPymdxRHpNaG2R8bSqV2eZLVfE6FghOLh4G8olNw8G3BH6WWPrnZTbzvOnaG56pmVr/vR/7l1w+rkOe3R5kNwvoAT/oiJo7cQ3yJqUKpUeTavdaFc55RzPyw0GpZzQpE7EiRrfFO9tJ2fZpLURwhnyWSnuhdjACPbNtQUu+NZ5ye719VZbVMNyqXSheIKvG/5EmQmH0ipqyHXlokd29n+lb0m4273h7oWc3EjGeMa4R+2BrwM1qCtreJ6RMUAFKRmP9lMPIRGTAcljWbTNJ1bGo4d1RKZhfZG8L4cVeYhXZdWed/wfKb/ZODAnr3MqD//xn67v/HjBm62uhm5SfuVC9RvgQTAEznwItNCpB0vNxhK+zOMg3XiALaF/s+MH6UxZHmhvLxbraYpHAm5ZMTCQrYtGm1taXPinPFtvNOv1ZrMPt6keYBcvssC8eCxbZaZjh8hN4Ely1k5sy0l6FpvNsEY+UsjnAn4NVNGiwIFVkJDMOnoUBVwLh3lbUWQchLIiRfzdBhMMNgC2mNVvPNi53Gu55LlxUPlL5YXKa5VnLzadMLt/84yyLBlO+ZPNl295iud11gT3tdn9S0xt8YaFi+rO1LaZ4qdZL/8ZZKAbxtAfdfhSS3ukbuC0H5u3Rp1Ko83lcdmMyq6uEp9vKHXc+K5/KL4hxEesP++ap0uuXbsxPdCy4gml0e72uO1GZUKUYcYfHvfQ3wFJNEmm/YCGDMCjQ+EZwwSK50nnM1F3j6not/4IBRfhUWi+tU74AnAhqhooK8x+t2DU0rTWfZAuPuByRWUKB9pqHPAKWj+Pb7DYcr9ZKfcj3HwSe9khoecodmQVxxsvGiQ6I65KFOIwZpCxlFaKdogGU8ejoefx0GqdHz+2t9SUa17+r+BHCmFjLq7qoim4aOvGl7au/dnlVyz50f5zS8U/XjfPG4T/dMG5PVcomgJ5/c51v9tUedLQebPRhPVUq8GN4FpKBiIgDZaWE9GIy+5wqFyCVquUqVRJSubyusxml1mldDB2lGowyLx0qL6ehikkND0paqoI3x0V5Tl8z/nhLDaVFePNY8xCi2HRlyc74Vw4CTHXNeHryyxIxo4QToGtbEw8MatBnbu2cjjE6gx6VqnRMmqZyixTKSgZyyg0EHJWl1vVF1LqDDL/jBmLb+xXaDVsUzGpMIaNLC9TMSyt9KmVTJdJpuFpg1E7wylXcDCH5vhrVBsim4uBHfENo8nMCag/CjnNmUxaQTDQtAJzOswnspPka3Etr95vj3kaLXqMoY2AxWhu8XtlSobR0mqz12wXvNZ6iGQUen4gKHeVjdqYI9JWavLNNXtzMrlML+LafqoTnEnvA36ENT6vx8ba7UqTyWhE0pXSaDLZvF6bzem00DIZi7CpukdBzREpldwIPUn6zxKx1YDvi4/gHYvYTOw9S9a0mtx/pt2u08pVWlbG8xpWYzNYHd6AlragsVWjJp+UjRg1ctaS0RvTnmB7U6NruLGxzmhSGnCbb6K6wWb6UrQad5bdNptZD4HMjdYPvFhA2ut12xwaQaNQaDRm0mBRZMUrW0Zs7+TVwiBFuP3EYoEvJbeQYESb5QqdXKNgEXuDrJOXe2hGByOJYEJwMHK3QlBy9EyZTbB5BZqu51rnWhOmrqvbsiYhpDKYx8dBqrKaOZdp1IeV92B9hM5GOcd/B9xlJQVBJsNgxW724Pij92uEXBYk42JUzfFxxAe2YuN2lO/ear7Kr0CE5LPgaHkUtJB8uhz5lityFpQ/Xg3LCf53ypjafiGCywBRHa9ZDa8EGZApexkarF2XyZSr/WHoDWW9MbcB9ausN0udqnZM6lulb6JdYpmV10iZCdS+lrIVlTmrj7RPbCdDD5WtttwQamRZhVo5hBpeVqlJa3HhE6WL/f6/LR+Ux3fzGd6pDzP/xOUre5gTmHl4fFkcF95fNtIU6Ovr6ipD0NUejZZpqg92gmQ+SYqRxgCGmKO4DOUPxTKoEbEM2lsro6urrQ2V0dbk86EyumDr/34ZQDG+iX6U9OXvYhnwDrEM6ppaGcGgx4vK8DhwPBMqCN3TyiA4ws+v4jjzayoFbgEmgmeIhkIYx0FSwiqp3SkCf68ID9+pwVvMChrj5f8Efj0MwZe4bgR/G8F7+/hh6kfAgE+S3z5gNisUZegFJOiLSCfnEfieGryDwOvKcghE6JAEjcerchOzlb4YwZ4ilk2FUSEEtiNjrSvDlhosor+lVIJ5FcGuQGMbVvagT5QDvI3PJf79e6mufbW6HBN1ZTJ1qK6O6XX9ZVpZjml1fep7oBj7NrOV6qzV5aTnfbRarGswU8eXYd+kuipnUgn67WpZmtVgNc4BrR8X0G5DR4N6ox5bBwG9ChEXHcO8xejM4e8DanUuRkEdni5MVyJZ/d+UCbjxLfRNzGp9mJWJcwUvBC9iPKDGf3MgFDIay1RyEh5I8Gtq8A4Cj8YAbQMJdG4CD3oqi7g99BuovWWxbOZlsJrgWOUbBxwOrXYCa8AE/LEavGMC/ogEH5sMP33dcMJ3xn5enQ8VM3U+xhun8HkE+/E7IIFhkySwagKPlqDLkW+1RvxGfC6BuX08L8UF+N8qR+SPzB9E/ojLYXfBBWLb52J+CIcntR3zMAyLeRjBu7Yq7EzMs+Cc/whWasO71TaoX2OC440ibLmM29A1vdx3q+WqX4O/qcI2N+Ny2/4jWFCHYBfwSYRPNIZFvDXBLQCusoECPT25XJnqK6u1ub6yXJnrAxLmSnVQL/M8qqNezAcyXEKsIxbTaMqwbkp7Pjfs8+Aapp6bgaj/2AaCsyBN/USkh5cPdHcHAmVq1mS+eAg8ytxJ4N+cK8JnqvB/O9DYKAhlqnMy/K9R+W6uF5e/hOA48CF4Qj9i6fMn2jKKyr6VwL45JMLaqrBiyb3Vkl1IzriD13Lt4FrwEgzCAbga7oX3wMfgb+Dr8H2Kp4xUgOqghql11BnUOdRF1FeoG6lvUN+m7qV+SD1FPU/9AgmOlokrDIpu2oI3ini3a/RAtI+0kFul8B4RS4BaiC8KwHfOmPiAJVs9YxPvQyB7IHzShvaYPlGFQ3TD+NNibobkvi7aYrZkI77qKUsbbIf0pAo5PmLAmlIuDomkjEsK44dAXvLlg/jOr2ykmDX4sJ8luQIMFS5uX3FPqmkmSC7vRXsBIsNGuKoCFhWBm+SGkoGOqMue+Ena66bFg6EpnXDDZjhteNCHqGjDgvyEQhxtlaQ3koxfmPqu2kWsjcGbyEyR9MU80RXzlJ5gTQieIDQI+P4z8ScqGv+mid4pU8j6ImSsyN1WeK6w3hkBTH4OkecCSRad7bVk8mFN7ZbPtUOxK+2QaKrRl6G6C4jUtAVFfKEvVhOYJd1MaNpvyEekmvE8TzyFak8sgmBR/8gtbzTevOFhgmR/hJ9C6MmcIU9GC6odkk/mSwpaxcuVPEUzNrlGo1eZWBXadqrNCY3GYAsYsgVVpiHdQ1EWf0v47xRN3X9yq74k402Rgi/bYlYXYgWPSlsu7GmJfPmqijnndIZTHalkEx2pU+keo82akEzBM7QC7jZUjvijDKtWq+3qvJNVsagWS5yTaRxwayjhD2ftnrhczxqDY78IdHicbZG9jo62jNJSZ9F5NZ4As9MS4j1wYdQtd6KNrtHnKPAOJe826qNBhYaVjyVYmZxWOyJumyo5OxK0q8LxhNtts1jzLjrC6JRczB8IqM0MHWGNalnJI2OhjQs7WJ6GlYtOs0c0Ey3nNLI2w8Q46JmxrKszoB9uVfSaexrVXl02YbQHuz8O4WS5OdxUr+41B7qctTfUkMFuMnkFo00pU5rH3uijlhnkGlqulGnMQpBRMgqn1iywHMVVvh7XUpTOwCg1as5srKzBPylOqSAJKrWMooZnawwso5JDC6cLauR+ndysoGTW4EGa5RkYTiVkH62Z/IsaswQPKmTi82917qjZ3OiOXWWp8+g/+rVCodcJaqePUUEL2sezlJyhOa2BV1ArvXVut0vJ61k1qzDKfT6TzfF3qNDqZKyCU6sYGUdTcGx6gs3T4Ya/MgfnyGW0d+zE6sOXpAcm4u5wjW3UxuysTq2xnZq1yrQqjUlB8faISmZQqk2Ksfm1R7inS+O00f+NP5kbFSyt0Go5uV0X8cXtaupnFEd52z0yq1zfEWJ/ZNcEg7wtm5LpZHOMSp1XJ8w7qA+aHA0+Qy6m0SpZOeutk7l16/L76kzaWH3cLfC++j/2WsKaOQqNSsV7uw+q7Rq/vk6nsSvroRcX3+aRm5V6b8bAVMY//rLDYeNQU22uunaTWeGPJgzhFoNGS6cGHH+eVTksU6u9XrtP5nFaXHUFr19hyLUKdpUjQ2uUNpuZd0JWZdCktBpLTiYzmxqMppBGrfDVW1YWNYJKvUaw8N6E66RWh5emzvBofYk9Nq9ZO/ar4ozJDQ5YH5nccebuyu293eE6p90hpJR+M5NMZPzJK+BCnEjJdVqbELJOpI9tFAStjGa8CpoTtFqNV2OxoS9zg0bjtstUrM5BP58dkplcsuS1O2VWh1157rcqVjHFmmpf2ELSOlf0NcKmZoWWhp0KA2q3Au7Vx7SDrKDT0FBn1NMfnzr19xy9RzuocLHkB3U1q1RwgsZIMTzsdBvMcn+Ut7B+vUyQ0TpKFqcUlVBQpZIh5JOrVKp7Fb5gUKNwGZWGokFuUg9N+z0WavI3wZ8YXFqv0sHS6somvVvrVTjR4+zaU77J13SHVmB0PgNtoD40mimaV1Z+ojApKYpXOhUWJfryOalEZQv6IP6XirG78N4EpEErGADrDmTaGru76/iDdL6sDTCBOvTPAMBMi9XqOEg3lpWGfF9zR4cQZoH7IH3SfsFqsaQepregongcwS5JPO1K2GgCH7YeI1rDpF68RFw4JqanU+KNikQlJJ3Diotk7aBGsrGpmlI0oyVLsqxACwQvmd/gZaTAbB0O1Z/oc5nXbNr39ctv+2a44YrGFTN2rN9z1QU/3pbY2BZxdC5ZM2db5YZlXYXCnObCQMsshz3os6dtfhhSKblwtHhjW6qtM5G59sqbt1/2cuyWnyxbtjESOMmrYARXYZd3TmP7R/9Kz04lWlf29ZiLQaNTKVdJMv0tk/ZVPKsHiz+MfXo6lll5GZEnE6I8SbuQPGkpayAY6tVYy3CgrFTlBrBipCb3HV8GJXkSYZynDuepm56HWUjyNEzPU24S7GXYivO0Ts4D6irbeRmOXSy1rZ/6OXoh6gFm9XJZtD2cNUVvUNlO/ZP9bq1d/eDFGnw4TIxP66fBMwtJ+bhNnLJ/VxW6o0MmQ9AdNehJ+/PrEfwr4l4A/H3sv0XZO5vF+/PC1P15Pxucuv9GOfrH14HP8V6q641qXWgv0UPrxLoaG3Fd+Wm6APb2qWWhT475Kfgc78W6mG/U6uqFbfST0ki0tKDKKFiaMm64PG7xtPJ6AWB3g8/xHvRWlsCHmbA+rHqS2EuOaqbdJwBk4I3xP/BX802IAywBa8AWcAb4CrgDfA+qy2eMLJq/65St23fsOHX79nkDg93z5s9P1tenY4pYc6lEgcJVd37nhptv/c53LrvkkrPP3HPOnlhhz55CjA5+37x+ywlLlwa3BLzetcKWc84+mzvhxOVLuR27Tpk/MjI4OH94zpzhzhkzOpO3f+vW79x03WWXNTcnkwHv2i2bNsWi0ULuIL27LOcEvZ5TqRTcxFkfMdxC/x89IpluHT18JHN0VDKaIcYzGWzrkxFeHD0yWlWkI7YjjOKPo6M60R6QqK7JScCRIzhZ/IVTxURUpq6qk88IEzYjEzuB6n6A7G6ItFsoGkTTDBonT32eKh8bOfGwh0jHRB7HMi0uySDxtSIUz+CQwGyWHrEpiLjVMLhpA8qC5H/MRFEFzfjYSDo14mQNcrN+eDAe8Jx141BDvf/s3Mbli1s9jXa/31lwUnTzbqPNWdoye5Wm7Yq4P4ANyfRN10crZzhcGZ8/XVrgMDHB1rBJF+zjTCxXydttS56NsonwV6+Nh/yuOrjG4WL8BmeETq1tsWoNjEIhZzSqHS06s5pdn2+e/VCALgzbLzh36epg64qlq6mmXd/287xRyFzY0LDtCofdEjqjbYU/bta4tblZF1Saux3uEdiUMa/aWZmxLxR2w4uaPMtPrzTspP42mC7YhjdGe2TygKp0E7/sYs4T+6i+wWIOzs04GaNANbcVZApFkPEXBpmQrrsnnN7x0XvX/9y6Z27n4xe72lty+s5BRfsfKjefdPslO5l8KVNIc06uUBq4d0tsM1CNf3d8k/J2hPv1CPfXgy+BK8HXwA/AQ+BpcBT8HbwP55a/seqJpQ8nBzq/8pXzz9t97bWn79h6zu7dvQh1RxYuXDxz7pw5Q0MzZy4Z/MM/3nv1b2++997vf/vbZ5859NwhZ+nhEugcPHRosBOUHua8H/7g29+/8ZZbbrxRbWAO3ON13HPhpZfemmsBF158+aW33HnjjZb9zrffefO91//8+8VDM0cWzpmzcOFvf//7Gb29zjU/eWrlV66+/todO84/f/e5Z5117uZTTtm8eaXfffDAkkHBiSjlAHj22QY5g40O8HGMMIa/MkePHM5Uja8IWRxFFCEcqSK2aGyGz2+EoxlCQy8iyBczBOqoeIKdPHIYvzxUBZWIB/1HDv2mURCGyuqqNhrE9oRYWArkA5GkuPaTDTnNo40t2u4R4hGtB3x4gyiZYon/Q59JJBvJwA2DIpIIRwxmF8zS4jaa440Wsus3ikfTYmnsZ9FbCJMyS+gtJJEe2jfi/SddvdKQh7mIZAsjPuGYp+j5i5HirR89vfk3m3V2u3eePWhkVC7L1kZjYensxtxgu4o6+ej+eNemb69YE90xN9JkNDRF6KHK96667rThDfUXrYjdsLV7Rs/Ob3qDucYrjpxRTqDtNnWLsSG4+SN3Q0PXpmi0uRAK0VZCtammKtUKIUK1HzyFqLZyESZb/n5CwIqhD2ZQertXwHaXaN/FyZQ8zcHGeCoQcXxNMNMwEnKpLYJiUzO3BRG2xkjLFQq2SthrPknYMDSjZIu6TWy0tbc1qmysP3de39cuOO0VzXuDnu0j8YJabZRV3rasuvn2jHlhuW1tNLzx6rmhnv401HzlD0rqW7HcNauttKBu7rpwtWbsq9ThtnT61FlNLQ1x+2A6T+iel2G655ZexHvj72Kyv4GQ/bVJizkwO+2Uecd+p2/u7LRzBqPGLRjTSNZ0eyoPmYvNS1qo2xwBv9poVbWM7a1yBGuppWSVOMKa2y85nZk5jSMAHJ2hclB+GuIJNPCCOCiA1eBs8GVwLXgCtpXPu+6J/Y898sjjDzz80EMHDjzwwP5zrrzmgn2XXXPNztNP3wgoasW6Nes3Ds6cObdn5YoVixPp9OrF+3sWL+7ZT9//lM/ndtnCYUGnsNps9/zgB7ffdtv3rr//8QMPPPYIKu2RR3ZecdVl11x03uk7d97jC0TDOh3ayzvMZocMLYGyH9yzn4ZwxcqV+/HSqL7utq/ffued1zUk0tlsmSyWw8PXrVt33eDgdSBZvW4WO5qIiyAivmPk0BtReQZfDDmVK2AQcSElNiHisa5k6paZRsgSDyALpa5qkoVN4/Ddk7pJDEE3mR8I2MACq3RCn0WYkYmFcPKaSG5c56U7c6sWXXx1pcQsARsgEk1X6AsR6BdiMPzTm365/uPy8elNa7cvJoskX1ddLgtqZ8LTtmPnOWf+aG+Xx6T0GVvlSta9bdvB/WedZVY2BEYCcZl7rG2C1rTKHS16s+p4tFbZWPn7v+UMZ9EPPbfl0NjxiOf1pMXiRxSDiOeDZybWT3h5z+ZFnbacx1e/aM/cGbubXJ2hgM6qHpqzoauzp2d1e4tnVRfUlBdZF134VI2ImltKZomI1t5x8SeI6MObPi/NL0T0xoHG8a2qJxgKFEEnGAKLwFKwEtxcblmxbNmSkZFVrWEkhYNYyOsNeTwuEAqtki9QGpgFs/q6upyzlq9cuXgp7BuY0QVb25sa4cIFLus8VwIvirGox1sMu9Dj/Uo5g204D2fGsC3ki5ljaK3DLiLSWkc+EObCpCgkZo4c1pE9LMJcbGBoFdBv9CSh96RFzEdMT2lJw00WsYhoT3mc1WwCo0OT8HxinUHUoUV4qHriX6+c9upp7t75y/OVb17/l/m+fEPU6O5pEJcN+kLd8jmDdo0GUrs/sYCM/baKfR98p/oEV1ZZPLNszY83bUZ/MNTVklu/anHQ23nlynD/4FCsfUMM8+6VW95cuDj1pUVTefgFEwgzZxLujBM2O1b50UmP7EF/xD6ue9ytdVJvoFk8txxetGieUccai8XWQiFdF+0IRVvTxmg6HTXSi5XqQrHoiNbVDWEPDYe/AX+1sQB97V+0SKdSYFsqjWZGG5H9j2EZ/lgGSTYvHqsZA2ernAibrY2SGcLWMlmraIHCIhaAb/fF2vGC6M7DZDNuRgyviI8SyBO5CJc26QJkRnGg5IB0DbdFZTI1t7VYhEx5MPYvblz+WrrZqNY40t3zV2QCpUxDMu8tFGR8m+Cty4ccPo3VZ1hic+u4teVlYXdDPGEvDnflU0l7tC1uLs1d7Pklrbc4Nbqg2/APj9dkzrqyW09e1R+Pl2eW49mip8nf0rZhZtxnd9TH4vbNkdZyf7ZyV8BrtmvY+q5ZXfXuRN4ca4vbOXGPXBo/wGbov+rDbAPZ0f4F3vThH8ie8MBk/YP6L+M//ax08TyUc1TtUND+dwFbRrvILvAKOEDyncyk2LeqNh9oj3kZayTv3x1/4/O8xzYG3Ln6MPMvcTdMGVjXF08HyfE9nMB9gPp7Aqmnl36Uc+N66I+lvfAeaht3tj6s/hPZC3fh3Jo1iMXcUXt/Pe9D7/888R7vlbkZZDwjY6uYV9kOfVh3NSm/C35p7GVS/23M2lr5j04tX9kz/h77ykT5XBsah9+iNxx+T8oNjB+gb+JSeo59U7RDJDYRGeADu8oRhgFms91utFgdjMHpFQy8UqHwUTTHeGU870UiiDfgcXqwjs1F82VBUCoMMl5vdPgoq4XmjIg8jiDxnVh4Y+aGL5GAVY1bchSRCF6jj4h+bpJxWTplyGcjgXw2iXhQbYGzZE0B/GfAIZfonpfU//WUo3wCXlr0qaBu2Wx1Zz4/9gK8u0CvHhgY+Frs9AdFRn7+Os0KlFD5ReVtKMBkTQeF+6jndGKsJl9lFvUyx6O5Y6VRz7MJEY6eh++0Uv5BTIcydt+npwNdZRZzM30WSn+V6NaMVOTj5TW9y1YJtyOsEdgrc9Ec9AAwSS/zqe+lcl+olqvsojhqXMqXZl+u5kNzupHlp5X7Ge+BbbyLLtH3oLn/x4QdBP2SaAchaBG8CfpLNwAxhtNH9MnMxQj2HWJ76gfX0M+yfwUMGAG3lIupBGhemFMHg16vwwyjNFo2PE61QsFxI2qdTquU8Wp1GQwO5mjQ2Tm0MNoMmXCeBtjzLQdSCHd0Q0Nmvc6pdniU/pFwgJf5CfIg1DmC1sQMMeXDEQrwJSSIm8LkUbL+YQEwO4oRh2wDj+C9pa5UIk4q2BGjJMp2EY4vILQqIrQq5MlpJxLPLPgMk48gFEOIhf84Hi2FLigqfgM68UCWmJCLShXRMUjyx8Em5UXqJ6n2RadaZstuvI1ua4y57RdqaI2yD8KNp8ovucmVK6uVMtmuzXNuTfdaLE3+0jxHomxXWbr6TB6tTO6P7ogvSc8OpFeaNfDVgd5WFbxroDCQbXelz9qrKZv0dd39mmLUqfMIKHnDyu2WOoNHvWZJk6CCUVvcYGiN9632pNsKdfVWX39sdcsJ26IrS8saOq+MZfAc2cGjzALOC7KgF1Fz1OHobywXcmmDQasT1EpjmuehVy5jqXS5HImEQo6mps5CwWvD5OxAU6IyZnWdnUqZWmApXY2UsXTejjVd+lLVFjSJJyGbPZSRJuAQEd+JlILGPp9FQ4gGPpJDwodExuKxto4oqZD47AtE8sWC+C/fAiO8kaciRnHMyYCj0aZ+30Wx9NUXCdsTuuE51GnbKI6Vd/f3zy/EFn/9a5U/ubZ/eUZgtPf8pnY4HDv1YNgze1GoEO7ft3rha/QvBgxB48Cyrl9cfWRgcCB/Rt83K29/edvqyvurVlLljE23LrnwhHXXKYzKBzNo7lbNK7UXZt/Yt6Rzzm9EvSgA9FoG0RFzK6Y/5lr4OElHg8zkSPptYjq208I+5ih9M0m/XUofIen14+8zL5L0h6T0HYRO72K2gwWsU88xV5LfMfT7t+h3hLlyfDeBvBKcD0R/pO9BKzxGXwZMwF1WyGUyBmhkcj11ELq+BLAXBySCYVZUCeJNiAV7AVU9Oszw2OZNRXeLL142j2SzQ211UZo+zWotFGdEikVPybntqyf39cXqxDiSt0AzfJl5CdUVBrGyYPZ4NGKNAYdeJpfqPJQ5QlzXJMXK6KfVTIvegRMteXl6Sxx6T8ya8QcCgXTK56fhcdoF87a4R+cPJJMBv9+P22gDAeYM+mngBnWgs6xTyJVKDaMNeYDbHbcE3FEkqT0IlHK5VoNN6nnc5HaiiBpF8hraB0LRLhinZPGoBYijNe+LFIJF0UFDdJyiTRFRGMbH94w/1HvxXF/vvBOaKldRP4PFFQllyOCaQaRgg9ug+FE8iaTaoQUyMwzL6+OltYuHPLbeX+71RU8Spdm64eE5/pXW1o4lkQCY3A8XiIK2slalVKsFDkljAMRs/gjphVqp1AncJ3ohdmJqH+jj9cE8pQtnrK8bGhyMfkonZv2QyOWzSA9YrdVr+mQfbrukx9rauSQaEGMWovazO5F8com0RlmYm6akXzo1fXwP7u8k+H5pTaqmXzqRjlYZW+V3tXmuB2kwUnY2pBKxWGjyjGdT8VgafI5pJx5nU+d+4vjv82AALUXk/wKY8L1dcP2uz4EOlVJlHbwB/9XGlTupNk69VJK9eEr6pRPpCI8ilfeYV+kDII52rPPvTQQO0vn7Mh60c0k/6HQqS1pBMP6QLgAliNCrH0jmBK029xPE772Ao3cDK/BCP6Lpo8eIRkbA/iHkmJSETn4R324nnjT4iLajKLoNTag6whGeqxG4KdIgHqVmm2CRedVsmfdA5YFLf3vVzIbspS1LI+Hde/50+OabIXvT1rMGZp+0qb3pAUdjxOZaoDXzUPF0e3vnFQ1Lzh++ZucFj8XOX7Z8wVld3XPmrFWbDDS1bfXVV339xst/dXZ71mPrhIQv+sHPqVc5AWiBvazQ4uMrGdDKeOJRAfGlCoQnamgFWvELdthGFalXQ/3zVmy/fGRoyeWnrVw8kmHv51rOerTyZuWrr896A26DxsfObuNx2UZwOuVjNIDGHrs0DSlAvC6T4pY8nZLDAKR8lbWnwa8xmo/X0TdgPzwmAlu4IjBjPq3WaIBMr1EzpoNkfEU+fUj0uKsOlyiNFMRxDDf4/PmOeGxAXwiG046GQMNS9slEINjasmT3ckva3tDga26weJUGjCMN4GHuQvZPQlhH5FfmLyzxBxsf4rzMndwjiHoU92GXouRoJpWm8z4Tfz87cifn/YbqammvdjqbYX4t7dWQ/AnfHnsQ0x58Zfw9IkeejuTTgdo5Xhd4D0u34OuVhCRnfuZ7sKFyIvUs8xu07r1FcLUf3Df+JrbVrGyXncvIUPq7Yjq7S7Lj384lcLryMTGdevPT0xHOk7Nr9pdgPlgJ8mX54MCASu1qyRDpMgvKNL9/ZOXiFe6H6RPRNkUN2sewRlAUJonvUCoNJUNAol+rLVuiSV47NGGUN3FGsqiJsp8ovIjexYgi6mDtuK1GEUBD8diuz0SbC3Od8U5Lwe+LBcIpRaPG0OnsT4aXFF6+7KxZm6DJudi7tHl1qr/ryosHl4VnRk1F/5adlUrl+d+tHHZq0oGWsFrZ2/cM/cjCpQs97uElIz4qT1OMoHTkHdGIJRBqUJb7VsdKDYaoSRc2Dr9ZH3HHdDIFbbF6Z9jnNp7gy1Xe7rDPSFg66781f/FA56UrF9VvbI8NRiPRE4IBeNRis/EzVF6vW7Ea+2SRc332AOKzJRDdnyllGz0H6RPvUyjdP0bDV49IoGZT0V4qkdFEQ4g2ZmQ8knBiAMUhRGMguo+KYoHZQlWHhnr5499R+4whgzZqP8Vbn5dl0NiUuuw9cUWsUPYamqLpWa4Fvas6N3fPa+9ot9vaOjocaPcmWGI6jd84EqzPKZr6cdejPrVHxwgmm+pNzqAWnKqAIO9ZMevcvfA3gl7PDymsVpN8tRgbidggIHzpBLNAwwMaractR2FcyYNOhCu9s/qGvBhXPJ/AFUQ9uuz/EFV8NbyY8d1Pw4s/XvpZeEH9rIYHeCj+B5hAvTll5jEtlcb3wNfpl4ATRICrQw4saFw8iGy2oCVDQ8sAC9A2bOzoMTThWPMdaKPzUlh7iY+5oORcZTRn4euCq846qDILclNRk5ldcvcMnjC32LjLNay16RWzOmGbb90Z57W07zl9bZimfe0jjV+97LrNW27IU7eqzU5tMCnK3+Ob6B3YjkDyVemCdzBnYisJOBtgWWJGZSPjZcqILxwiWpX1EILbCb+4ij7KXIXSRyW+8yZwk/Q11MuMAqUfJrqQ/pl/l+70moP2SxnRbpvwv1PHf0H4Wx+iB8meBOtOtj0r8b3jpuMxZDPsVVV+isp5negDbqWOVT6UdDEJ/L7GL8lb8Frlw5qu5jPeg1Jl++TyxXJx/+BjVT45KX9EzIn7yYLP8x6UYAitB7+s6u50j1H3Ua8Amug9bOyFQIVki3YQKavbW0vNzY60uq6Ol1ETllbkLAcf5GSrjKEavsREY930FOd3whRE+2SfFC4kS05LaD7CR4qWIm37+FbqI4VbKMwZdDiPVR5IJY0Rm42TyW0ah1LN8Dq5WaPLuaGBUzKsoIzwOiOr2J2eEVmY6wphCulKOdrfXLhs6UNwK8NronVpY53VWW/UGTxKvc1mQWUwrMHGyy2adda4IdgHS8sCM1MnhAckXQ/qs57T3VfDxXO5BgkXed0T1H7GUNXRsEJVR4PSr6PeJXN5HhrrDydsYPgIfgvepv8gzfVnvgdJyHACs1rPYb1iVc/HWiU9X02PJ+r3mFsk/eGEfk+SB1H7r67ZbG3jDkn5sR7Uyv5dSr+ea5Hy4/St7KpxfM/1bmYB/V1U/xm1/JmaTgnDnczyn5YOqMrPkCAShseQjFIAjrIyl8kUUimdLuJFEtQR4lKKZahUug7GyOR/HtxwwxpywHDldFdILjcqw/bjoMR8CSVkgpFl2W9WcYJiGHVdLDWBBkbLFDRYa4kbDIVADQ9QP95D/VD/H/ZDXXngM/oxGbVZdvfn7QdG56n9GE8htDhEOYADcXXjgx6Xy2JRaCnUh0OkD6l00Sj60BNRBh+AiseOuMEm3NZDb9yj13FqjTtxpq/JMaMuypos5ybXNjz88OXeAb/KZVGNNM2WK+3ZofRyz9zcy0vyS/A5Wif4obzIx8E2sB3cDO4CD4Inweb7V3936W04KIBt0/ZTNz3x8E0XXXX5deeecUbv3fUPZLMLens3efBJywMPLNXg75kzl5rxSUyptHSyWSe23CR/oqOynph4Zo9kjmbITm8UX6dWwnwIuyuQmCxivJpI1WSKuGKIITmkdZzCHgUG6dYduhoOqGo1JZ7d4kt5fFhUj1TD30iCPE2cA6YF3RKPk8k+CR8mSzsm7O8g3ngpBtqCJOQWsR2t+kGQ2FXy4thHzauHez0yrUxl17RlV0RjwZ45fXNXNTbFXUlj3ps/sX5xm7fJpQ/oTqN4wWHcpnJHC2FPZ1vBhONy8WbtFYVo3bKS8kyZoul8x/CWi2fBbTQls3k3tc5uLPbNnrth+fIPdv31jI/vtbuyerfBpPcGYjGN2sTo9XG7Sm9ieErlDFnwAzPiqLNqnWZ1yGVJfnDAPWNBosGqqoPXOlwU5VdYNBEYUrvToWinIyxnaautazgWzBe/5K7XJTQalzOws2WZ3+yVN+WMsXRLqFJMtER0xmDGLUUAs2RdlRn7wiExBtiSXZUtcOSMmf5Eq6EUa+/I5+buuO2+Bx88RJ/60pkvV94dSBdU6qDe25i1Z7xyWVBlDjTaZnI2N+vJROOcITn2z1RQa/XpLR5H5ZtbHG0WTqk0MPMKg4zBIevpNsRtO7GOgeAodwhsBaeBveAysOj+k/Ys2YnxU3PyaaecfH79JQQpTyZIecklSySkXCIh5ZLPRsr/O0z8TET8FPT6n2HUiSJGfVnEqLMQRl3pWrBp78DxMQrKj48t/yGKjPhdQlMnRhEzQZG73VkdQhH70KYu93Ex5OMPjzP9aI8+h/4FPJF9B+iA6n4dUCrIKXwqbZAutMqLXklzSqsH4vUzTyoUcrkC+w6VGDixsemk/hj8FttY31DEMtP/A3AhvNUAAAB4nGNgZGBgYGdf1yWwwCqe3+Yr03wOBhB4Ivy5CUb/+vXnrwADRxGQC5IE6gAAexgN0gAAeJxjYGRg4Cj685eBQYDh169fVQIMDEARZCB4HACahAbWAAAAeJzdXHt4VcW1X+fs2XufBOSh4RGQ90OigUB4KO+XIg/BEEh4Kq0NUEWLNRURb6mmKiCJEpCUVyjFipaASrVWgaux2iIiaNWgUkUEQQG1haBFHpn7W2vPPtk5cEK89f5z832/b82ePXtmzZo1a9aamZPwl3Q14S+8HuhJpHKpo5qhv8Lz6/Y2eR52Hvpj0KwAfdQupdH2Nn3WzqalyBt4Ier0pJvUARobS1FXEehiUBs0OdxTbwa2AHsMPgX2g9ehwLXOtZSP+pYAbZC/Ft8tR3oBUIDvi1HmbkPvZWo1QPtMy2gJyi5DuvAcWqK32dtpFdIPg68JoJmxlPm0mtE8Q+8xNAP9G462O/sUZVMhyxZM0WZz8+yi/BKkC2pK3QJy0XaCna3Pot46yGuoiFr7FP3j/jZ1NlFzjMVKpOeBJoImoo6bK8dKn3WelTKTWd5qD40Cr9Pst2iCbdFMdUBv4LGwG1PYvYMWo94lgOvLFemmoHXdf1IR6tpoZJTtvIvvn6FMtzFoOWU5A6WvC3m8gRx88xO1kyaGP6XmRh6NDe3oPIax2EEFzi1oF/11UkTPgn3sBUxQPehyoCfedQUmWafQxlqpY2G4Lz1jnaZn1EbKRr0vJK6nRxOglxH0MSGbit1LqVjdQUsSe9GyCNEyPBf6+gy9eYMRGNsajQm+vS52bkRIr3eb0Xijz20Dei3yi9Uj6VsPHj+9Nsiz/11kMOScCRlW6mhsO/2RP+6cORoz31D/lUBH4ARw6Pz6rHcaPb7X9HF6tM+x+ryaOqkUac+br7+lVdCrsXZt1FVb+iVjF8tPvPkU5cPot1VB45wSKlS1qQXLxv0djQUmcX1Gl5NQvj7zg3RPaSuFBlmfYO6xHdpGDdEm+e369sHpKu1IPehn0+h8yqVrZD4coDyeO3juZtoYK8BYM6DX10Hvrgca2/OosXqIMsPr9WvRcpgDPD/ULuAAPcSyYfC8AWZY/ejq8JOwtR9SEs8t9R4twTg+YDAX828dj7M6CrvGcikB/oI5qikT43OoEjSvEvqQKkFbDIwR82OwUo2W+ZZs5lpTdZJGqCdRfy5dzPZEeC0EWH63Y671MMilQWwvfCrjcxRj/RBdL30so/lWCeYfZGStpvksU79spD/GagHm3dPQ4zy0O4RaOMuAE9TY6Y65/hD6fQ2+zaP59m59iBE+RumM0MOw7QppMMSwiNJVGtL7iUKf02RrB90OuS0D7gQeRb/KGVxOym6gKQaXM8LrQ63wfgvgpy/x0pL3hkG5wboAUA5rzXp9OvwV2m6F+sPg62uPJ6se5kkM8M1NBhbQDOzfDHq/wXaDQq99/VfgVaDc5P8hCKsTNWcg3Yvo7DNEFROAp4nO3A76MvL+BPo6kZ4Nugloj3Rf0JnAU0jvAqaZ59dN2Z9Wgv90CwP4AHoKyswD/RJYBYyuBLenG3jfnMnz2uO29Aykj4Ne67XH31ds8doXmHYr1hme/wz6UuCZ+4D2K/Z7bUr74KViM2gbYAXKvIjn3l7bFU94vFc0Av2FaY+8fsp3T1RCY5h0Jr7n/uUCxUYGXO8dHio+9/JDIdBBeN4ICnnrMfEhssZ46N+B5gMveONSsdbj++wJvEsGOpr389VY6Mezshanqqcw740+Yg1ebl9C+exrGXuTZWgbLmO9oE/Aln3B+uG8q7e4/fUW6w29xVmu17kz9OvOc3oVbFqKsYlF6i1agTo9mwf7y3m8NmOe5PP6w/bQWe/5OXZ7msZzGukVUh5rM/PH9tAppGwpezfWdazJaONNsZNHaZS1ikbxmo8682BHbuU8tZ8WiR2BL2G9CTztlVFjaJTYuFlI8/uDUq6WtUjeZzotsZ6U0yysI6Psu/HdYjw/SbPsF/F+JdV3XJrFtg/t7+R8WS+f9PJkPd1P0/GcyP5CJAx+QdlOyvubKSmwtt0lsj1Av2Fb5UAzVB9q5szEmOynRPZl2P5iDfsl22xey9T78JvgtwjaYh14D8+foo41sJ91YPPupw7chjoGPwp1y9oCWVvv0WiGGYOFvFaJzI/CJyuv9MWEsm80kZa6DShNLcA4bKLxvM7yeIW76zdYDyKl1CRyL/wXoivBK4/vcnUK/WTd2SZ0pYz9Avq9/aw+xXW6vakRfLlUKVMqclphF1NLM/ZFMu6log9LZS1lvUSdznvI5zXzA5SHLCKJtCJyGa1wvqEmbhkVS1ubaFxkAHySUlK8rkv/sS5YWbDlSfo78Tk2aM3ro6xhjBDeNaBkkUGZrBWZhi5k2VlHqQGvwegjr7O18c0C9TjdgbUv3ymF71FGHZwyyPMo+jKDrkK6UJXo02ZdH4h6iNvHu9Gy/rHPOkC/LX5DKTV2B8haSsyH8MPrPdpP7EsTnF7QkxPUBP1t6u5CezdifcoWn6WW+1M8T4c/yvMAuhhZTfnuB3hv0RD0b7Cfz+Mu+vyA1nYq1fJp5Fua4O5A/v3Uxm5Cbbg9tztl+e36PjnWqbrGJrJdLfBw9m+wtVcA18kYgm/Q+qBNfd2yDkLuS9CnBfos+u+K3m6n+TL+GAPWARkHjL/0vZLWB73IaURN1BnoMesP5OEmYFyfp/kJYVruTsGYbaPe6rfULconfHUzViH2H3xq5FXbeQc692tqIPMI4xegHEstdvZA/2/DfDWU9TzKazF4ex1tQk9FVwxPUWrq8ucSj3E83zvq+yKmYZ8tVh5M2ccJyFVowBfNDlLWedY7niOiOzHU543nIOshzxXR1wVUH89NfflEaSndKL59P7rRnQNfaSMNcV6jwfZgGqKG0+BIE2rpPk7J7Pu702CvOBZ4RuxlR3sl5Is4jX1QX1aR9pjbhynZmU1LnRm00P2OlHNYnzb9mRSNHdlmwhZHPkL9j1Jygo36x0C23H9Pxqu82FuXqDJdXKtYn0pYob9zWsEmOIA/NoegJy8B5bCNh2iipHdDjnNoDafda2FX+F0+rYF9XuPOpzVOKmKJ9SiTRn3QXp58d4gWOq3x7Xd4Poj619FsqWsF/czZQRnOZbBVrU1bXP521JnnlVcDUecRynGaQJ+yQJcjtvR8wjtDb+qCcEi/Ep5K08Kd9Xp1KQ1yu1EhkI81qNCeirpugA05AhzHuvdn5NWlQshI3nGZcG+U7473e/DM5ZCnHqahkv6E5uA5P9wbvvoRyKod/E68txrB1nAbi+ln6m35htvLd9NAP8Pzv2ki1r5CeT4MXThNExH7pjv9uT3NPud2qy21jii6lYF+ZsAWDAawsulbgA0A/ECd7fk0Fe8Dk+EA3WjyAPmmFvKzzLeTDb0TyDHl8F4/ZNKDDXK8Mvz92Y9NugZ/wtMGLy1+1C7YpF+CXgn5w9+C10w6xH0DZf9qg9WQ36P/f4B+rqSB1hNYh6dBhkcoL5yGeGYUZP4VzYOe/5KfVSp1sL6iEdZJsfXz7ES6Uso1xFr8BWWoCfi+lHLUHynH0kg3BpZCR/Cd/QLG+ifUUe1GPTdWItwD3yVQhvtLGpK4jIaEnwCdDUzz9sPQfjHDWYk4ogy+wQF6ILxMbw4XUEnoMDW3B+rN8OvqoT8XAd0hb/Z/2b9FPyv+BaQi/wyqgo9MuUzx7ZoI172SSqy+8O33YM53gE9SSnNDX5AT2ko3wr8Syvmg8+106hl+iXowZSDu7uYD+TczrFmUyHDTaQAD/oJAdQaPnYXPbgynDqUwuG4foSK92akH/+MQXYYyKWi/DWKtVkj3Q93jmR+/LFgfEoOhMc+Op4uij7DK+npgtfGpUVYPA+aa/OHAN2puaD6QASg1l1aDdgQ9ApQBq4CtwNeqO+RfQKUsf6SfFVmAZ9SxA3KqG9qqvwFtxjJjnqN8G7nFQ1CesUD/r/dlbNLTAs9pQGtf9tXBH5dzxobHBLI/H2Q8AB6vhH6wEaA8Pj78sYwFj18QPI6xsErRtte/8VYTahKFkVs8GD0YJDob0AvnV3Q1I/QkdeA6ofspJvYx8VYFVko9h2PYyBlKj2ykdDzPBxA36f6eTeP4VjcIPYdY/98S6z2AZxdxCZcdbzCLy/o6D714HPhvYK8vW5YpzyfWYe5nTcbeH2d/rPz5UmV8AjLmuv05EpUpyzsw3n7dnBZekYaOvgkcCs4/X7a+DP1vDB8pVXjtXDlX/XkaracnJUtdMygtlE3zuT8sD+F3I/UUHrw+pQRlwPkyhpU2oB/s/xHI/zazLtTncfBw9gb4o13ZJ0W6D8oo0JWg3wHTrTP0tYmTm5v53tzE2Nd7ZfSfvJhc9guCafL8X6YSn7cFxhksjkGat+7pbkAXXm8UanJggeH7/Rh+XF3xVZdjvV1OTeHn5rPPJ3FoXcQr8H8QA9aRWMTssUnMfQzUQyv4S2Oxho/AuzGCwyjH8QYg/q8Xi4522iLe2CcxRy3ZSyPYg0+A4/j2S8SIHJOwn8yxDurgWIH9JwuxiF2IlXEtpQNkwQdAWYGyQP+L0kN3IKbci/QzQHPktwa9C5iNdHvQOcAkYIPJv4fS7STUZSPNaIVyz3vUMntXsn/1lgerJdpAfvgNlLsfc+A48oYCicAwAy6zFX46vxsk5dLD8Fus66DnTU16MN7tASLeHpns3R037/wygyrLuD/icwr9Cvu/vPflNuO0LgP+aiHNULla490eyLMVyv06/C+0/RGNck7zXrDsozZFfhLGIUmdlD3aeV591NhpJzEkn1Pc7u2nQg84VmpG0zg2tDbr13i8JM4k2eccFtjjHRjd2+1Ho0VnoBtmf7eAYwaRZaLAYXmxLEP/okSAWF6yh/kLPLfy5MvpMKxW6GGkM/B+mCdvlqU1Bd9MQd4pT/Yy9jxGPVEecrcGADfi+YgBZBn+DBSwXvL4CH/B9rFisQfxCX8LIHaseC9Ap3iQfS8u83kgdioSn+pcGj3bM+cX1dManvvxHoyM07nnfbGU94h6+8+I5d/xwOOvd/nnKbFUeWd9Szyqjxr6saE7OH5kvYilcc8CDb3wuYXZ76nc9wmeD8bSCbHnhPGoCpwfno/W+BwxW2vWe5/6MeGF6Dmxa5zzxwBdjPmy15wt1PHO16iAx5xhvygx1ahqzpZ/GFpDfYxHwfMtwA2yFwd9utD4x6XmXPRCNHa8HP9M9ALUH4941HkRa1cTyD0J/OyhMfZjiImugox437YamD1lcsr1cac8SGkwQ/Z5zwOnOcph1Xef0sfdpyqp7AdXA+cRfPcIUaSFPh5pEaSUxDDn0IB+HngN2At8CTwLlFohfdxC9KkK9XFVGKRYHwpljcg8H5xitFuMdrLQHiJmdzv4RQQna3w1cPJQtgLf3SR9LOc952qxC+0gQow8iHYexDen0M4poeUMX+6+HH25oG+fm7P9TH//298DZ/yn44g686tD/HHR5Ywfqt/V8W5v038HPuY0bMhH5szuI+/sDHVU5flh4fsQ+gi44zyw3UXZ4wblkOtB4B+8lhj8xdwz+YJ1y4IOMORejADtxOpBuYF55jkn5yeH9AfucP0xzwM+w2Hwec/55ONO1X+HDn7sFoHuwje3yPkhnw99BHtKsl9gaLgE4F2WLLFxcl8ntAIZJdG9mI+Adh6tgF+qz+C7gXKfpyfsGtH9/jvQhj5CR6nAKmMgLiyjFyC/W9Df982eTcPzAe+6AxcDrU26K8BrUpp1BXwo2/icQ82ZKdLgOdGcfbBvcZFZd1tFShHj7qQiWXMWwpdrSrOR35L3myPPYO7mypnWxXIvZZukm0sds7D+ZdOlyrsDcIV6FbHXdEp3r6IMPpd2fmP8mVzKQZ9Xug0Qox2mxpGj9Jh9UP+bz7xEviG6wdlAk4FkQ1OAzkAa+38ocz1ktzyGLmO4ZaFb0MYjqgQxRxkVqw1Mw61VWci2S/Rhm0Lb7ZLwXEmfQ2MRKvXeMWUE333f/P8NwrvtEpqG9BG7DH5CGS1mhHfTZAbLyj0a6gy09Cne/1G9At+aaRndC1yOsiMjV4SWRWaEXnCzqJ5DdAKYqQZQL3sAXalKqb9qgPiWqB3ys0DZz6lv/HpH5pE3bsOghzsDPqHv44mv4TSlCeZMSyFdrD4kJzIJOrSXHJTrIOeu/0Xz+TzRXgHfnu9JsA0N0TC5Z3BYdGk41we9HWhi163QlQoGjzWD7xP5QP7vGeFbaXZoD+WEp4IephyfR6znqfZf4Z/dS30EQ8EHYNfzoFKgN/fQ8ISnYZ8qaFjCAsj0ZhoWeRe0Kw1z30T+5HMp6r8TfRoBWhs0OeD3yrNTi4qtCeI7NIQcbbcL5sgkSnIT4F8spMzEpTQhUk/81EtQ5iLnI0pErJTkrsA82QPcac4KDkKmHWkSx1fWFtRxOXwiRozfqDaibzdQH1PfxX696jHE258g3vozZTDUL9BnRhHsEBDeSB2dITTWepSWRO6F/z2ECtkvdvrQMkdRompOfVB/HYm7iVbxO/UC6vnM4AD1E3/sQVpld4MvacrYOTRR/ZwmmrsX261LKYvvizBkbMZTcycJsj/D+qL3oS+uOdNa7I6ELOZShg0qPuo61LUZstonZwOZ/jP4gh+hT6G+RGPL2K9hmgQekiCDFshv6jxHzTEPUkU/O3l3/uwxwkcjsVUYG6cXpQlf+2lRJJkmmjPtK/C+le/DWlMpQ/paLv0u8H1K99boec6P0SbvUzQMxGEcN7Sz74K9ZT420EL1IOKRWmirEH3LRl9yqb/1NWxzJ28vAfMk01oGHd6PfqzQx2zErSZ2noryN/EcYz84YTqF1VH9uWvTeKVgA3PJlnM8yIzbtj6jDlYq9Qmfpg7uFHx/UmLvQrWCxgkO0HToz3hgAoP1kaE2QY9cWhY+ibG+C2iAuTITOtOVMpxrIQM//j5ATZkvWTdSMBYrqb6dBvox8BbmwVZ9ld1YXwV6mbqO6oCvJnKvaBH8x2z0LR96XkZLoetL0P7P3W1S51h7Mmxbf++uEmxEmdw3Wk9rADmvsFtTYzcbGAn5dUfs+il1TngL8gigdhPECWnE91H2yRnD3ZRuv0497cWU7jSkPDsZc7ctDXTqQlfHUwf4VB15rZDziQDkTMQHn42sDZyNLMU6eh9sFp+LIB08F+Ezkeh5iDkLOd85iJyncL34Tsr8gwaG9umX5ZwhVW9m/Cdp3kcM3470sqppNRs23j+PqEHa7LH7++3XR/dWI7z/ijLZenNN0tH92UzYhZdovPC5SG/mZ2sVePwVXcMInaCp4VSaCtoQtGGA1getHzqh38G374Q7UQHyBiNvcGg5DQm/TCOBLN5X5TYZ8fbP1UzMFSMnwUnoJ6B+QhbDvglrXzVQt2I8Gb3Qr2A6UC+W6C6B85gBfprPeaLYR+HQk5gXBehbAfyct6mT+yL09Z9AI+qecD+1qbW34qvYu0/4xqvnSfA9mnqBpgTyhhqaYqif/zOmsifv6rega6fkjGsf+r2aZevxzc9BPeLxiadj30N/qpyNqb14BwTTskfOeptaNR2tMwboxxA11oxzIF1F1w/RZdF0Vb1og/5vZsj5RCb309PRaL+NnrBs+HxRvUb1YFdbI90klkbkwC0knj/HAuyf8P1IczdjiNtM7ndN5DUQ72YAg7FOXcp2R87K11Ouial5ryAbWKu8u9UjgfYA3+kcZzBG9kW8u4rrzR3LLKGIF9yd1Ne/h2Z8/EfNXthvjN9exGsI32kS3+UAFft30eQ+Esqa+2hFxidL5b0Q9jvY5/Du8oJPz1fj/cCzoO3Rfi7iHP69wuVmL3eeWdfHGn5lbfL2EKWva83+8JLA/jDH1gvZ/xF/Q+7Qyh5bQXRvP1f8rDqyx98MaxzfN28mNnxwZZwq6/HSaJ+2yf7xsDjIUv79JQPwNBf8Heb7bsDbAd5iUVAFuXS11VXGj/t8EdA7vJPv4uoK2YtErMOAvnxgYktb5VAXvi/D98ft5+AX5WCNyYFPx+B7PatopnUCY/AczXGK6HfIpzAsS/hbahf+kprAd7yS79qgfl7Xp6LOV0UfcpgH/SVoC3UQczyXfgTcgra3R/ciIBs8D2VfwMSoHOPeL/dlzd1e5g/tp/l7WaHsij+g7D60M4KBNlsI0HezN3Qnf8/HECZGXBqlgLefp3cD7wLfMg8+RM8MpC7xIeVe7iXiQ6ynnebebnvgR0BPLsO+H8onBvZqvd9iQDf4Djr7sJX7cd6+sJkzt+H7SeZedgcTczI6cKzr743LvU1/PzjmNzfKO+/YKjyloW2s8eIPnNTDGGwXqgOvCRcqow7BrlXznm30heqoCcy+RUNDWzL9Ier9vrDXUKegfGJlFJvn3384X5mYNbhLvDr/PwG+xBvANuBv/6ftYF0PEdZroB7pLURn5xOdfoXoDJ9zwUqdgd9+Ngs4BjTG882g8JhP7zPnYTuBNcA1ptw68207rzyXO3UKtId33/40/PrTK5HeBYxF+lXQR0G/Qfm5QDd8mwFgfM/8Hc98hh5GuhdwGGgPuAAii9OrgVlsZ8y5OeME8E/fZ4CO1OW7MZjbixjwF3bCP0pgHynoS/4Q/pG5+3DBuyzx/Kea+lLxfKW48YK5/8J3X9wBaGfAOX591K8KpmsSEwT9MJPexDhPvqSD/llsOijTyrHRHwZ9cn+84skqKBvEFmlAb+BiYBNwG9/hYP4taJj1mf4GZb+J5xPGo2ou3cF3ZfBcF891zR7XWTWOimIwOBZWPaFpsbDqCW0XC5PfJBbIZzooFsgfdB4+4pWLx0e8/PaxQH77H4CPePW2iQXy21TD34hYIH/E9+AjnpzbxgL5bavhY1QskD8qlg/ozJXsE7G9Mjhr7vbwb2NOcpr3cfkOZDT+WsU6zvNAbFv0z8yvTf48wzerjR17nvFD7UlUYwOr3vsyczNejFcTG1YT+xOM/eLFgfHSVWzUeWzzhc4Dzfmpf4b6Wuzzhc49UWZ7ELHvfXsj9/O30yr5rREo74tBRzqb9bcMKAXeBj6oCuph9jD4LvPVhg4HhqnHaLJ1N/VX82moGgPbO4+6qCmgC2my6goZcIz6CNIzKdu6j3qr+xDL3Ie4aCVim/soQy2AX90bc4vLPQRf+jHKsPn8/UMqSrgcceeHlG81pN72Mlpu9lrHhptRnrqd8sJ3ye9Cx4YzzO86c+V3PzdxeX4nd07QG/U1YqlteHcM9EEgBf3vS5PtixHXZNAy621KUSeQn4oYsQPe1QaGo3w+6BjQb73zAZWMckdpkVpMic5oSlJrEdOvowjqa+HwmcCLKJtKV9lD0f8CfHOM2tp16WHh4Xxgnh40PBmEM/R34GkR6PvAXp+XWAgfQTAfsXUD3E/pN3iJbYshcuhrykIeQA+0+zZwEDgGXsaxjOwPqsopCOHRB1XlV2Tng2UYBMsziNg+GbCsg5C++oDso0C/eRxE/v64NwI47Y17C+njMJrMfZK+zNGn/TFXveg64ZvPETH2qjnWWOYL7di/put4vO2ZKDMZ/TJ1Gh1aJH3lcpO5br1XeOP3ZfieeXgD79FnbpffsyzdVLLcESjzEMrcgzJZlKzOGH6/AvX5/xT6jbqc5VizsmmIL2v55k8UEv4vNnL3eefxZ95Rp73a8O4i/2XKcf6CunajfCni3D8ibwuwg4Y5n8o4JVg54NE7P47Gw/HOlWW+1hQ8r2uKD2XuB5F/IfC8N+hpaJdAnkCN1AuCz2In7kKfXcqz2nNaf3ehetgWKf9+YjUIN9NbfTsV2wb0QAERaw7VjdqvIHbDtvIcMXOY4+BwOj0GFAGjgJbAdKBLmNfVdGpuMAi4FGgH8DeNgFoXTaUhddI51tWb694klH9bsgJ4DlgVbz2usgbzfeXAO6x3PwXygn51vHTgTrXs7cdro8q6GYwnRuod6nH9puqny9RavdNtg/UjUH/cs4Ya8Mb/s8RdQl/W6qvXR94hqnUtXQUZXR3XXwkg3h5z3H3lwP56MB28Kx6NEwK/weFzIvO7nsv59xb8uxV1N+zFhcD30i/DvO1MSaE51InPFVDHyGDfovfSTewTlF/osHcfPehnBcelOl/PSka/ko3eBPpazb581KeC3/EW8C37Jwl5NIgBfyPjfwAICK6geJxV1wm0lfMXP/7PPefcc86lqIRKUhRJKpoHikIIISSpEN/UpdKVNGjQpDlCJTRrVBq40txNc90GTW6DZmnkRpT8Xv3Xf63f+p219nqe5/PZ+73f+733c57nCeH/+zX+fy1lKTsfQqQka8R6s+wQogVZLdaSjWSrGb9YadYihNSxLJMdCyFeiNVnndgUtjOEBPgE30QrJj4hPiE+aS0pb7JHCFdUYLCuGBbClV1DyDOCZbHcEPLikxefvPjkncdg5r0YwlU4XQXvqm0hXG396pwQ8sVCyN+Awci/kB0KoUCSyXmNtWtmMzwLwiyonoKDmNhrxV1bjY0J4bqMEK5PZ86vX8/kKlSW4VfIWiH5C9OksPyFrRW2VphORdRZRB1FrBVRRxGaFMHphqIhFHV9oxqK0aAYzsXwKUaDm2hwEw1u6s/kKo5HcbjFcSgOtzgNitOgBL4lxJegQQn13kznm+W5GfdbrJfUg1JqK6WHt8K5zXppOW6nY5kZIdxxgqmjrNg75S/HysOtIPYu2HfrVUU8K7ULobL6qtCuaj6mj9VxqkG7mo61+N0j9l77teWvQ+v71F63YQj18H6gUggPwnnIdX1+j1h7VJ0N9OCxPCE8XofhYjs0pP2T9p42L41o9Yw5eFbdz6m5Md2aqPUF5y+qtRmc5mdCeAmfl/m8Im9LXF6l56tqfw3+a2Jeg/0/e/+z1wrfVuJa4d6KFq+7fr0e04vX6fQ6vNbFGTKt5W5Nv9b7Q2ij7jb82kxktEiHkU6XdHW+AeMNOd+E+abrtuaiLQ3b4tmWnu30sz2N36J1B/PUgW8Hvehg5jLgZljLEJshf4b8b8v/tjl8W4/exr2j+I6uO+rbO3h1olmny0f8OsF9F6d3HTvj0ZnWnfl2pnNna12sdbHWBdcu6u+Ce1fxXWneFY+u/LrSoStu3fh1E9tNnm5i36Pfe2p+j77v6cV7auluLrqrrTu+3eXtbq66i+1p9ntdNv69+L+v373V15eu/ez3V8cAMz3ATA+ANUCdA9U1EM5AnLQ9DMJxkL4NouEgMzDY/TbYvA/GZQgbhu9wXD90/Ii2H+Pyid6M1KPR5uIzfMfA/NwsfCn/l/KMbRrCODjj1TYetwm0nqi+SfwmwZws31f8p+A2RX1T4U2HM0OOmfr4tfNZjrPl+obfHPXMlW+e/s13/S3umfqwwDwu5LNIvkW4LxG/hA5LzfFyemfpcxbOK2n2oz6vUusq2q3GY43a19BqLf91dFnPNuCyyV62/NmuN8u7hRZbYWxT1094b1fjdv3boa4dcu7EZZe52CXHz/jk2NvL9uG033/QL9YO2D8o7hCuh83AETmOiD0q9lf1HJfnN3qdoMMp+pzWt7Py/i7+d9d/mI9cM3UOr3Pw/hTzF+3/oul5Nf3t+DfuF8zCBf+zF/Xr0uyQEpaGFM+JlNRtISXRMqSkDQspV1YLKXmLhpSrOoWUqw+FlHytQkr+siGlQEm2M6RcszqkFMxg+0PKtWKuqxVSru8RUgrlhpQiMVaQ8S3Sn50IKTc0YDkhpSicGyuw9cz1jfaK8fG/mnJTOyZX8cZsCrNfoiHD7+ZKrHdIuaUQs1eSf8kZIaVUfYZHKXG3quE2e7fhcLsY/6MpZRYy13eo546uzPod50NKWbWUla+sOu7E9c6skFLOWjm1l/dYLa+mCmIqjA0pd6WHlLvt3c23omNFvpVwrAS38iDmWKURg11VbVUnMjmq2avGt3o+hmP1eSGlBuwa1mrKXUsttS4fca7F/x7He+Hei3dtfrWd17ZmFFLq0K2O/Pc53p+H0fN+eHXlrXsspNRT2wP0fkDMA3g8SJ8H9eRB2j7UlOlTfef1z4SUh3F8eExIeaQeu3y09iifR8U1aMFGMBwfo8tjuDym34/r6eN69gTcJxwb0qah/E/S6Ul9egqfp9T9NG5Pq6mRmhvh+oy+PUPDZy6GlGf5PMvnOXkb83se1yZ0aQL/BXvNnDeD1dx6iyRz3cJMviTXS+bkZbgv4/iK/ZbmsiU9XnX+qpjXcH3NLLwG63/WPE9SXsehNQ1am5s2ZjPd/hv4v2mu3+TXFv92xVlmSGmvV2/xeQtmB34dcM6gUwa+b8N+m7b+81PeplVH/ehort7B4R2avmPuOtGvs3X/8SldcO9C767mppt5eg9GD73uYZZ70LeHOnqI7ymuJ5495e8pby919FJnL1r1pndveXvL2zubwesDuw/t+tKjL4591dmP/v3o1N/1B84/gPmB/nwAY4BZHYDXALUNoNtAuQbp7WDXQ8zLULoMEzNcncPV9SHsj9Q0wv7HuH6M6ydq+ITvp2r7FO5IGoySY7QaR+P1mTyf0/NzM/gF89+e8qXYL2n5pf+WL/EeS+dx9B7PJsCYqC8T9XuSOibrz1e4TaHHVMdp5nl6HUazGbBm4vw1n1l4zFbLNzjP4TsX/jzzNV8/v8UvUw3fm9kf8FxofRGMxc4Xw1yiR0vxWM5nufXl+C1X2wr7K/R5BZ4r+K1QTxYNsvj+aD5/lH8VnqvlXa3u1dbXyLHG/b5OP9fJvU4N63Bbh8N63Dbo7UY5Nl4+wt0oZpNcm1xn88/mn20mNuOymd9W/d2mdz/Z99xI2U4fz4yUHXTYoTc79HaH2dhBux309SxJ2alXu9hu/HfLvVsPfpY7B1aO/8E9MPaqeR/d95upA+o4YBYOwjwE+xBtD8M9LOao+GNq/9Xar+614+bvNzNw0qydpPNJWKdwPoXjKfN2Sv2ePSln1HLG+hnXZ+l5Vp2/q+sPeuWyc/T70/z+5f46b/+8mTkP6x9z84+4C9Yu0OWCui/IfQHXi3j86/zSZYP3nzn5j0b/7Q+RlAohElkfIlHnqckQiY8IkaRjcmmIpPUIkSvahciV6SGSh0/e8yFy9aAQye9zqECnELkmJ0QKsusKhsj1lUKkUP8QKdw1RIpkhcgNMG6oHyJFJ4bIjatDpNixECmeJ0RKnAmRW+DdMoYd8okFp5T4WzNC5DYxt7m+jX/pogxemVohUhamZ0ikfOMQqdAwRO5yrIh3JZiV5aicGSJV5K8iV9UpIVIN9xrOPQMi91YLkTqlQ+Q+fvc3DZG6Y0Ok3rwQedD5QztD5OEWIfII/0fhPpodIg1ahchjsRB5vGSIPNEgRBrCeBL+U7k+BWE04vMM32dwf5bvc7Cfw7cx3Z7HswleTej0gvxNxb5o/0WxzZw3o2dzuV9qFCIvq+GVywbjlZEMxqtqfW1GiPyPbyv1vF6I0as1rDZ0Sccp/USIvGnf/2uknVzt8G9Hp3YLGd/2etM+H6vDYLcX215v36LxW/i/heNbOHTQtw6wMuicoc4M3DLUmWHNu3jEO3ikI606bguRd/TlHdze0aN34L0jtpMcncR10sdO+vAunHfp8q46OovvrLbOw0KkC/39Z0e60q0bnd/j3x3/HmrpocaeePZSc2+19pG/H/79xX4A27tzZKC8g9jgliEyBP5QMzQU1nAafngxRD6i3Qg4H8v/CZ7ejSOf6s1IvR1dj/EbLXY07t6XI5+pc4wZ/tzxC/Yl/cbyG4vXWHjj7I3HfzzuE8zBBLpOpNkkfCfJO5nvZDy/UoNPi8gUekzVh6n8ppmpabNDZLpZna4XM2DMpPtMtczE6Wv3xSz1znIvzabhN7jNkWOO/s3Vq7k0n0eL+WqZz+dbvL9T+3fOMx0z5fhe7gXq/QHHH3BYaH2huEVqWayWxfYX69kSWiwRv8T9sNQMLnXPLcN3GYzl8q7QvxX2/C9HssSvNBsrafajtVXOV+G6GsZqPNfQZq3+rDXj68zhepzXy7FBvg38Nqpvo3o3yeHdPZKNw2Y1baHLFvVsxddrdGQbHX+C/RONt+OwQw077O+k4S4cd8mzy/Vumv2Mxx5a7ZVrL133id9ntvardz89fpHnF/08oP8H8D4o30H32SE5D9HlEL0P69cRM3ME1lHxR+0dNR/H5D2mll/h/4rTr+7X4/x+M1u/wf/N2gkcT/I7ye8UO60np9V12oyc0auz8p/V57M0Pgv/rHz+pyO/y/k7vD/k+sP8/mHvD/dHrvpy8c11D+TaPwfzHA3/gvGXmPN8/qbN33D+MWv/4HlB/MXLxvdfXP7Vi0v6/J/c/20L0VCQjQnRlPQQjTQI0ajrWEmWE6Kpx0I0bi/hOsnS8rAWLDNEr8jHWrJ5IXqluCtnhGie8yGad2yIXmX96uwQzVcrRPN3DdECfAqWDtFrK4XodZ1C9PqLIVpoGNsZooV7h+gNPUK0aLUQLcbnJtcl5LrZ+S3ylFwfoqXsl3K8dQTD6za5brdXpl2I3tEwRMsOYhOZPGX3h2i5LMavAqy7capor+LCEK2Me2X5K8tdeUqIVlFbFTFVGzNY1fCt1ihEaxRluNaczVaH6D243SPPvWq7V957T4RobT6167MMBr+2WmqfCdE6yRC9v16I1hVbj34PhBD1vh99SI769H4kN0QflfMxej/O73F+T4j1zh59ko5PwX1KHu/n0WcrsJEh+pyaGotv7Pz5GMP1efybyPeCHC/Qs2n/EH1R7hcPhWhz+rUozuC+RIuX6fOKfC3V9yr8V+n4qphWeLWy31re1vRq47oNvzbytNG/dD1Od55u741CrCmD9Qb938TDu3r0TXq+ie+b8rbFty1ubWndzn47++3gtVsaop4p0fbw29O+PR3ay/8Wrd9Sfwe+HZx7r492sJ5B6wwc39aDt/X+bRw8S6Id+XR03VF+z5ToO+r0PIm+Q4d39fpdvXlXzZ4d0c5601lcZ/3vou9dcehGs/fMt+dHtDututOjp2NPGL3o1wuXXuLfx6E3rD78+srX1+z1lb8frfrTob9e9ZfvA70cAG+AXg1Q/0D1DVTvQPGDYQ0WM4QGnjnRIXQboo9D9XyoOoareXgdJu9wOT8sG6If0egjvh/B/kj9HzuO5DNSfZ5B0c9oNwbnz9U+Vq7x7jPv7dEJ+jcB9kTrE3GapAeT1f6Vur6CP8WMTLM2zdp0czSdDtPN9Qz5ZsCdCfdrfGfRaBbf2TSZDf8bsXPlmEuHubDnwp5H23m0nWfm56lzvh7Nhztf/d/i/q0efgf/O76ZsDPx+57+38P63lwsgLvAf8IC8QvE/6CHP9DkB+cLabVIHYvVuFj9i/VuiZlaQocl+C71/7PUnudQdKmcS/VjKW2WiVtGg2VmcRncZWZ3GbzlcnlORZfTfrn15fyX47nc3goxK2Bl6V2WHmfBy6LBShqsNO+r9GOVvKvUvsr9ulr+NXh7jkXXuF5jJtbo71qc1qphLay1cq2l11q6rxXrmyO6QcxGGm2Sb5O52cRnM6xt+GyXZyfbbS/nsuGwx3GP/b002wt/n1r24bxfnQdocoC2B6wdNIcH3QcH8T2oNwf17ZCZOqQ/h3A5pBeHzc5h9+xhuhxW+xH38xFcj+DhmRY9YiaO6MsRXI7o1zHz8CvNfqPlCX08QY+TtD6lplPyn7Z/mlan9eUMnmf06oz1s9bPwj4r9+/W/+B/Tp6/5DlPx/N4nxfzt/7/TbcLNL+A0wW5L8r1r+tLZuASbS6JvUS//7JDLGVpiEUcI/vZmRCLBpaPrWY7Qyy1QojF00Ms0TTEko5p9nxvxNL4XpmHtWPzQixPvRC7KsYcr64WYvmc54Obv3GIFYBRYH2IFazEMkPs2gYhdh38QrVCrHBWiBWZEmJFM0LsxhYhVqxhiN3UNcSKTwyxm3HxDRIrOTvESpUOsVvt3wavNLu9UYj55oiVgXOH87L1Q+xOOe90XQ5WeXEVrN0l192DQqyitUq5IValZIhVhVXVdVU1VxsbYtXlq7EwxGrKWUtd9xYPsdplQ6wO/Pu2hVjdViFWD+8H+4dY/WSIPYyzZ0zs0RMh9ri9JxyfKhhiTw8LsUZFQ+wZfJ7rFGKN8W9Mr+fp1WRGiDXl8yIdm40IsebsJRxfkesV9bWE9yo+/6NVK2utaetZEUvH/03XbdXQ3t5btO2ARwbfjvrTifadC7GcEOsqV1fHbsdCrHvLEOtBp55q6GWttxy99bqPfvW11hduP3z6We93McT6y9cf7gf4faBW/7exATgPPBRig8QPlmsIG6quYbT6kNYjaDnC+cfsEz4jXY/Ea5Tr0SND7DMcxsD5Qp4v9X4s7LG0Gkdv7+2x8bSeQOcJdJhgBibgPdH8TBzDzofYJP6TrE1W12R1T4blPzc2WR2TrX9l/SvrX9HSO35sihxT5JxCqyl0mYLTVP2aan0qrKm9mZqmqmMav2n8psOYDmO62Zqu/un0mKG2GbSbYX+GWmbgORPPmTBmyjXTmu+E2Nd0/5qOX/P72px8TcdZNJhlbZb5mmW2ZsOabaZnyz0bp9nq/waWb4rYN3T4xsx9A38OjnPgz+E3B4c5OM615tkQmyvnXDPnuyM2T07Phtg8fZgHf555nyd+vvX5dRiN5tP2W3V/K96zIvYtn+9o/B2cTPVm0jhTrZn6nEnH78V+D/N7nL+n/fdq8wyJLcDRcyS2gGYLaPmDWn7A/QfaLDQvC+Ev5LuI7yL4i8Qucs8v0rvFZnYxzMXmbbGeLdazxXItkX8JvZfQewkOS9S6RK1LXS/FbykNl8mxjBbLaLFM7mVyL5dvubldLs9yNS2nt2+j2AocV8BZQZ8V7qEs+mfhl6UnWfqUZW0lvJXwVlpbqeaVePwo9kc8foT3o778SEPPo9gqPFbTY7W8nkOxtfzXmul19Fyn3nX6sQ7n9fisV996XNbb3+De3ED7DercSKeNNN6o7k38NuGzCb9s69n0yBa/WY7NOG2+fK7+LeZ3i/xbrG3BcwvuW8VuhbnVvbFN7DZz5ZkW24b/T7T4iT4/6e1PuG/Xg+3mbLu52I7Tduvb9WEHPXbIucP/70417FTfTvs76bJLvl36uwvn3fLvhrlb/G567Ib5sx7+LOfP+PyMz896nYNTDh1y8Myhew7fHFi+AWN7XO+Btcec7lXfXvrshbdXvr347MVnH5779Gyf/8R9YvepZT/f/Xz30+sX/xW/6K3vxdhB9flGjB0Sf8gMHOZ3WOxh14fl8JyNHdGPI66P6MFR/I+KO4rPMVocw9mzNvYr/X91T/xqNo/DP+76uN4ex+c3eL/hfIIWJ8SepPNJ9Z2Ee5LPSVxOiTnF7xSMU3Q8DfM0bqdxP0OfM3p4ls9Z989Z/r/D+B3G73r3OwzfmrE/rP1hJv4Q9wd+ufZyYZ0zN74xY+dw+RPnP/X6T/Pwl179pZ6/1P+Xnv9l7TzM82r9Ww/+puvfav6Hbv84/0fcPzS6YK4vwLmA6wX4F+Fc1KuL5u9f+nkPiP2rzn/141/32iX5vQ/ELlm7hKdv1th/rv9bGFJDUdaVbQupKWVZf5YTUiMFWX3mOpLJjoXUaCXWko1gfGJ8Yg2Z69hqdj6kptZjI9mZkBoXH58RUhP5mLiEfMkka8r4p8FLGxtSr8jD5LkyxsRcOYjhkwe3PO1YVkjNK1deGHmte/9IvQrW1eKvhp+vJMMhv/j84vOLz58dUguIKdCYjWH4X8P/mokhtaB8BXuw3JB6LS7Xwr+uAoNx3fqQej2c6xux3gxOIf6F5C5kvxDfQmorjFthPAqrtYiaisApov4bToTUorCKylt0HjsUUm8szYaF1GKBtWJqKHYxpN6ES3EYJeQpwbcE35vxv1lNN9P3FrrdUofR4Jb9IbUkzFIwStHM93vqbXjdVovBKe28tPPS6Uy9peW4XR23q/l2td4u3rtU6h2FmLrL4lF2NtsZUu9Uy50NGI53qq8c/uU6MXWW519eb8rzK0/D8mqsoN4K1iuoq0I1hnMF3CrArCCuQv//39R0F7y7rVXkW5GGFXGvCLeSuamkT5X0sRLNKpu9yuawMv2rqLkKzlXlqQq/mj5Ws1adT3Ux1elUA+caLZg6a8KuiUNN+WvS0jteas2lTM216FWL1vfaq02XOvp1H5/7aVxXrgdhPESPh+V+BFYDvB/H6Ul7jfB9hvbPimmMT5PiIbWpWpqptQVuL1l7RW7vdamvmcHX9OR1PXtdTOuMkNrGfrr639DjN/XnTfhtadLObLXDx7d7agfrGfh2hNeRLp3Yu/y7qLmbmeoOryce7+PeR//66FMfGvZRW1+97SuPb+rUftb7uaf66ZF3vNQP8PGel/oBHQbIMQDnAXwH6PEAfR9grgfINRD+QBoPpMNAcQPtDYQ9CJ9B5mAQjEHWB9FkEOzBeA2WazAdBuM9WM1D+A7BZYiahtBqCO2Gwh2qZ0PlHOr/YyiOw+g3TC3D+AzDdThew83BcNfDafihGN/vqR/q5Yf8PqTfRzh+ovZRfEfRepQco/RvFJ6j5BmF02hzPhr2aPp4J00dY2+M9c9p8Ll6P8fxiykh9Uu4Y/mNpd84WOP4jlej99RU3/+pE+gwQa6J6p/kPpok92T8v8JpCuyp+jXd3E03OzPwnmm2vCOmfo3T1+6LWTSaTa/Z4nzzp87Rx7k0mGdm5+v7fPHf6v13cmbCy9SD72EtcC8tUNMCHBaqZSH+i+i5yBx510pdTJfFsHzLpy6Wb4nYJc6X0HQprKU4LqPPMmvL1L1c7HL1rpB7BZ8sc7fS3kq4P6r7Rzr8CGeVXKv0cxWdVuGxRo61erlOf9fZ36C+DfqwEf5G9WXLlW2etvDZoqdb1brVfG+zvg32T47eVVK3i9ku/3ZcdtBuB312yrPT3i467KaH943UHPfcHrXvwW+vHuwzo/v5/6LeA9YP6O8hdR2W7zA9j8A4Iu8R/kflOqqmY/pxTM88+1OP8/lNfb/p3wnYJ/XzpDk9ifMpWp6S87TazsA8A8M3d+pZs/C7On7H9w8+uXLlmrtzuPxJZ8/o1L/gnxd3Xn//lvdvs/oPHv/o1wX7F3C+oE8XzcxFNf6Lw7/wLtH1EvxLtPyPz3/2/6Pzf2dCPKwO8ZSibGKIR5qGeDTJ1od4LD3EU9uFeLwl2xninpvxZNkQT8vDxFwxLMSvrMByQjxPZojndbyqFYN5tb18DUI8fyWWFeIF7F8zJcQLFmKlGZ9r5bv2BLsY4tc1ZP1D/Hp713cK8UKuC7UI8cLyFa4V4kVibCHbxvjfUJBZv6ER6xriRUuy7BC/kXmmxT3P4sVnh3gJ6yVwvRnmLfiXFFOqfojfKs7zKl5a3aXxvn1eiJcRc8egEC8rpqza71TbnZePMxjMcnVCvLy98urx3Il7rsQr7A/xu5zflRHidzcOcc+UeCV1V8bX8yNeGbZnR7zqUoZ3tZEhXn1EiNfApSZta9HnnuLMXm1+dWDcp+77cayrrrqHQrwe7R6g2wN4eEbEH8LjIef1ezNYD+dj8j6ipkdhPKruR+VroJ7H6Pg4Lo/be8LeEzCfoHlD+RvqwZNqeEqup9T3tNyNYD1D22fsPcv3WXo8J09jMc87f149TfS/STUmron1F+jRlO+L1prRsTkuLRxfwvFlx5byt6R1S7la6s+r+L1Gt//VC/FW9lqp73Vz93puiLemSRtYbeRJxyOdT7rrdFjpYt6w9obZeuNYiLeVv61je3W1h/EWrA5wMvDLwCVD7gy6dqTxO5eNHu+ar85iutKlGy27qam7Geghroce9nDdg18Ps9bL7PXS/15jmBp7qfV9Od7n/z6898W8T5v3cXufXr3NS2/8e+t7Hz59xPYx833U3Od8iPfVt77w+zrvh3s/NfYX059e/c1ofxgfqO0DtXygVs+7+CCcBokZzH8w7MHmZ7DeDsFjiP0htBwidqj5GKbWD0OIf0Tnj2F/ag5Hyek5FR8FdxTc0er4TK/HuJ89l+Kf68vnZuNz8/CFmr6k95eux8Efh9c4PMbpy3j3z3g8JujFBFgT5ZhIl0nmb5Iav6LXV+qaQvsp4qbQfgpeU/CYivtUa1PtT6P/NLmmqWMavtP5T7c/U20zrc1U29d6N0tvZln7xr3xDY3mwJ9D1znuhzni5pqDufozF9+5dJjPbz6/+bC+Vd+3/DLNRSZdMq1nWs+EmalfmXgvwGsBPgv5LBS7UM6FZmIhrRb2CPFF6luE82L7S9Txoz6spe1aHH13xzfQbyNtN6pzk5o20XET3TbZ26Tfm+i2iW7Z6suGnw0/G4dsHLJhZdMyG362nmzWk8167/kV34rXT/Z3wPW9HN8Fd5c++V6O71bLbrXkOOZcPsLLgZejNzl6kqMPOfTLwS0H3l717KXVPhz2+d/aB8u3cHwf/ffp4z4c9pl138XxX+z/ov+/mJlf7P9i/xf7B+AdUM8BHA7icFDug+o9qJ6D8h+U/6D8B+U/RKfD6j6ihiNqPyrvUbi+k+NH5T3qfjhK/6P0PyrnUfUe1aujeuUbOn5M/DHcj8nl2zn+K6xf9ei4/6Tjch6X8ze8Tqrr5OWjej1P4yfFnFTvKb06DeOsnLly5e78v3ZOP/+E8Re8f+juOzX+r5m65D69BOe/SiERWrFDIZHSiE1kziO1QiJah2WFRGp6SMQdE/tDIo2P78TElfVCIg+/q8oy11cXZGNDwndgIt+8kMgP55pqIVHQ+XVFQ+L6xiFRSEzhGONX5FhI3LAwJIpa832WKDY7JG7KExIlWoTELayknKVwuHVnSPimSpQZExJ34FpWnjsbhkT5ESFxV76QuDsZEhXtVXJeqSVbHxKVezB5qxQKiWqlQ6I6Tr5TEjXF3dM0JO5ldXC777LlhMT9fOuqrV6DkHgwsBMh8ZD1+nI/7PjI0pB4XJ4nYDWU50l5npbjGTU9y6cx/Z4fxs6HxAsVmGNTnJuqoekUdiYkPCMSL9LpRfyawWrmupm4ZjOY/eY4NnfdHJcWOLSA06ITu3ydGxIvuX7J/kuZzPXLrl9W08t0ftn1K3r1Cv9XaPoKvJZ8Wzq+RptW8rWG2Vp9remeLvebammrtna4tqdHe3neommH1SHxNqyO4t+Ro5PYTtY6q6WLmK561JU+3cxBN1jv4d/dsQc9etKpN2362O+LUz94/XDonx0SA+wPtD5oZEgMHhQSQzKYuKHFmVxD6TScBh/R7SN1fGQeRjh+jPPHavK/nvgExqe4fgrj020hMZLvKMfRsD7Dc4zcvjUSX3RlYr6g9RdyjlXjOL7j5B2nlvF8x+vdeDi+ORITzNQE1/7fExPUMOFiSEykwcR2jN6TzO8kvZtMt8l0mIzLV7h+5TgFx6k0mYrDVHVO04/p4qab8emuZ5jZGfLOlONrmLPgzaLJbHV/Q89v5JoDdy7feeZzvp5+S7dMvt9bW2iGFzouEr+I5v6fE4vU5f85sZg2i10vVutimEthLqXRMnvLnC+DuwzmMvou681ougzn5fZ9nySWy7Uct+U4LXcPrnBvrtDzFTReAXeFmVjhvshSXxasLPpm0SzLf0GWfCvpsrI+U/tK9a7Ea5X4VeJXiV8lfpX41eJXi18tfjWNV+O7Wu/XqGmNOtfQdA3cNXDXwF0Ldy3ftfiuFb+OBuvkWSfPOnnWybNOT9frwXr1rdfv9eZnvVnwvZTY4D9pg35uUPMGGBvUvFHNG9W8Uc0b1bxRzRvVvMn97BmW8PxKbKL7Jv3fZGay5cz235Stlmy1ZKslG79sOTbLsVmOzXJsFrfZDGzW9836tBlfz7TEFjVswXkLzlvk2+I+2WL2tsDeoudb1b5V7Vvx34rTVj5bcdqK0zactuG0DfY2nLbhtE3cTzj9hNNP5usn97XvvMRP7rPter3dLGzHYzse2/HYLscO87XDzOwwEzvk32HWd+rxTj3aqa6d6tqprp0479KjXXq0i+679GiXHnn+JnbjuRvP3Xq0W49202C3+n5W38/q+1l9P+vJz3rys57k6EmOmnxXJjyXE3uc71HDXvh74e+F7zszsRf+Xvj74O+Dvw/+Pvj74O+Dvx/+fvj74e+Hvx/+fvie14lfYHpOJ36B/4t+HNCPA+rwrE4cFHfQ/iEaHrJ3GMYRa0dgHpX7mJ796tqzNXGc3r/JdxK3U/Q7ZVZO2ztNl9N0PaMvZ/mdpf/vevGH8z/E/CFPrl7kws6lY65+5Jq1XPxz6Zxr3nLlO4fXOTHncD6n9nNynIN5Tk2ey4k/6fKXPp+Hc57/345/O/4j3wW9ugjrXzVcsvZfp5AMF0MypRXbFpKRoqwlG8v2h2TUetR5dClzHQusMZsXkqn5WCNmP/VESMarsf5sZ0gmijPYieyQTPJL2kvyS8qV1pCNYedD8ooGbFhI+u5NXtmV8c/DN4+1PMdCMm9BVoels5Esi50JyasKsXqsHcPt6jwMr6unhGQ+5/l6M1j5Y6wWa8F6hGQB1wVgFRjBFrJDDKdr5ClYkuWG5LXwr4N1XWZIXk+P6yeGZCGYhTIY/EJwC+FeGGZhuYuIK6KOIrgUgXuD/RvpVKwsU8NNYorTsQSfm+uH5C14lywdkqX4lKLVreJvtXcr/FvF30rbW/XiVlxuw+u2Sgz32+DehltpepamZWn7ZWhWhn8Ze2X0wLtM8k59KpdkNC2njnL6UI525dRTTr5yuJenX3nrFeh8t17dvTokveskveskK/GrRJfKrivjVRn/ynJV0Ycqs0OyqriqrqvJW12NNeSqAb8GzjXF1DID9/C5R6/updu98GrPCMk66qwj/j7H+waF5P1qu1/N9+NbF8+660OyHrx6OD5g/QEcHoTzoOuH8HhIn+rj8jD9Hob5CD6PuH5UbAN9aiD+MfwfU8vjZuhxtT0hxxO4NZSzIb5P4vckzZ6k1VP65zs9+XRTRtdGjo3k8v6VfIaevteTz9HpOdwbi2ss/nn6Pi9PE/xegPmC/jelX1M8m+L7opzN8GrOv7n5asGnBZwWanxJzMt6/rIev6wHr8j/CqyWMFvq56tqeFU9r4l/Tc7/4f4/uK3MSit8X+fTmm9r9bShue/6ZDr8dFzfsPamuDfFtzXvbXFt5z5rp7727tH2evGWut6y3kFNHcx0htgMfcjQy7fp+za+Ha11hPGOo+/7ZCe5O7mXOsn/Lpx38e6MRxc6d4XTFb+u4rvB9t6WfI9vd+vdLx9d98Cxh/2eavb9n+wl9n11vU8n3/jJ3jB749hHXX3U4Ls+2RdWX7r2w6mfPvc3Mx/QY6B5HgRnMBvifhiqvqH6Ndy9NRzucHk+hPOh+/tD/h/lhOQI9X2sr5/Q9lO8PpVzpOModY2i/yizOgr+KBqOsjda30bTbzT+o/VmNMzP8P0M7mc4f8b3M75jxI9xv4/Bb4y4z11/Du9zMV+o8wt5v5T3Szhf4jJWzrF4jqXXWL0Y574Yp/Zx4sfDH29vPNwJZnuCtYnwJvqPnOT/ahK8SWqdZH4m6c0kfpPoNFkPJjv/yqx/Jd9X5m+K8yl4TKHRFHmmqnuqnFNpPNX9Mw3uNHmnwZrGZ5p5mE6vmWZnphwz1TRTnTPVOVMPvob/tdmdRZNZ/GfJO9v5bPp/Y5a/kXeOWubo3Vy4c+WYp975zueL/dbxW8fvHDP5ZcL9Xp7v6bpArgXwfsDlB3ELcVmEu3fQ5GJ+S/R0qZzL7C+n5QpxWfRZSY8f6ekdMLnG9Rr7a9W9Vv3r6LMer/X+Z9ebjQ36sdH5Jmub4GfTM9tcbNb3LXJsM1M/4bdDzTv1apc6dsP5mWY/0yxHfTnq2UO3PXD20HwPP+8eyT3w9tB4D789YvaoaS/8vfq51/2z18zsxW+v2veJ20/j/XJ5v0gewPcA7IN8DtHzMH6Hzfths3TELHinSB6l/zH34K/yHafLcXodp/txXH9zfoLPSbxOyn+KNqf4n6bZGfnP4HrG/+BZdZ5V7+/u7T+s5ZrvXH5/4vkXOy//eZh/4/s3v3/04YKcF2nsPSH5r/v3kv3/8oS0kBHSUkqziyEtmmTVWCs2kq1m1mMVWGPWn2WyYyEttShrwLqyGWx/SIvnY3VYOzaWZYe0RIxVYi3ZCAYzcT6kJeVMwkz2YLOZ+DTxaeK9S6SlWU+znmb9CryuwOsKvLxXpF2xlJ0JaVc6v9L5lc7zFGf1mHryjGHrWW5Iy1uS4Zm3E8MpL0555b9K/qvUcXUhVp+p42p1XL0tpOXDOR/O+XDON4gtZIdCWn56ee9Iy88vf05IK+C6gOsC6i0wkcnpvSPtmrKsKcPvGvyuwcN7SFrBRqw3m8f4XcvvWn7XpjP5r80Kad5P0q6j0XU7GX7Xy3093OvlKwTLe0paIZoUxq2wWguLKYyz95S0IjQrIucNzm9wXpSWN9LlRnre6PpGet4othidi9krxq8Y3sXkukktNzkWp3Xxy0e5i9OpBI4l1HgzPW52fQsNb8GhZGB4l8S7lBylzEgpmKXwLHUipN1mfkrT7nZa3i62DL3LqK2M2srALwO/DLw75LtDD+6wf4f1suLKTglpd+J4p/M76VROneVdlxdboUVIu4vv3XAr4lBRbyviUdFsVlRLRRpVVGNFcZXMaCVzU8mcVdL/SnAryVFZzsrWK4urrJ7K6qkCqwrcKuqpgncVuldRR1UYVelXlX5V6VcVdjXx1cRXMzfV+FczD9XUXR2n6mqtrjfVzXp1fKursQbcGjjUgFsDvxpqr6nmmuJr4lVTfE3xtfSglvha4mupuZZ6auFbi/89eNyj1nv07B7z7T0s7V6x96rpXj61caqtT7XVVNt+bfu1zV0dcXXE1cGzjjx15LmPlve5V+6T4z457jNf94u9X9778b5fn+4373XxqSu+rr7WtVfXbNUTW891PTzqia1n9h6096DaHqTZgzTzPpdWX90P0+1h14/Ae5TPo+7TBvAfK8gcH5fzCTmewLWh++BJOj1Jn6fM09P4Pk3vRjg+o+fP0OBZdT2nlufcQ8/RtrHYxvYai3lezPNyPC/383I2MY9N7DXBuYn9JnK/oJYXaP6C/5EXzMsL7sMX8H+BTt730prK1RRuU9xfdL++6H59Ua4X8XjRmnfAtGb0bWYum+HcDGZzmM1hNjcfzenbXC9a6EUL89ECnxbyt2Kv0/h1mr5uLlvj1tqed7601vK1ht1G7W3ka4NDG9q0wbmNWUs3l+n802mZTvN0e23heddLe4eOnfh0pklneJ1p1tl+Z3V1VldndXWhURe1dKF1Fxp34dOFjl30qotZ6MKnq7ntSt+ueHTT3264dFOr97+0bmasG57daNDNfdJNze/h9J663/Pf0N1aT7PcE8eedOhJ855ietK3J4694PXC5315e+Pg3TCtNw1707U3Hn3w7UO3PvTsi1M/WN4R07wjpvWD3Q+n/tb607M/Pv1p0B92f/dtfz4DaD0A90FqGITnIGuDxA2yNhjPwWIH4zYYt8H6PljsYDMymO6D+QwRP0Tvh9JyKJ2G4jgUx6H6MBS3oWoYitdQeg7Vv6H6N4zvML7D+A7jO5wWw+19SN+P5fyERp/W+j9DgfaEAAEAABHHAtIAPACUAAYAAgAQAC8AVgAAB0sCwgAFAAJ4nLVZ3W8jVxW/qb1fYVNKd2lLY2evVNRNkJuPViLtLlRM7HHsrmObsZM0T9V45jqezWRmNDNeK+IRkBB9QIg/oI+oDwhVPCLECwiJfWufeCrwVsEbEgIhBOece2c84zihuxKEHZ977rnn43fOPXfmljHWKAzZAqP/LXzxGa7oBXal8A1FP8OKhZaiC+xO4ceKLrLFwu8UfYXdLPxV0VfZjeKSoq+xreJ3FH2dvVT8VNE3mH7le4peurZ464+geaFYAFvPvvwXRRfZyy//i+grwF9cflHRRfbC8itEXwX+1eX7ii6y55erRF8D/vXlQ0UX2e1lk+jrwL+5PFF0kb20/H2ib0CQKxQd0gsQ16aiQU9hR9EF9nbh24oGnYWPFH2FvVT4WNFX2fOFfyr6GhsUX1T0dbZZ/Jmib7AfFv+h6KVnb1/5PdGLGPvyB4qG2Jd/TvQXgP/88mNFF9nK8qdE36QY/6No8Kd0g+hngf9c6Y6ii6xU2iL6OdRT6iga9JQsom8hhqXvKhowLL1P9G30p/SBosGfkvTny8C/XXqs6CLjpT8R/QLKlwuKBvnyLaK/gvLlDUWDfFknehlzWj5WNOS0HBFdRn/K7ysa/Cn/hOg7JP9TRaP8L4j+Kua0/FjRkNPyH4j+GuJT/puiAZ/yv4l+DfWs3FI06FkhrK4T/ivbigb/V3aJprhWLEUjn/y8KeV/pGjkE1Y3KS8rv1Q02F35LfuQcfY622RbbBuoPhsxAb97zGce/IvZGQuIU4VRCDQ+TeA7JLEOMxpz4Y8zA3jHsD5mEY0E/AqQfgRPmySX2CL9awBnADOCTYDbIQse2E5stcDCGegfgy4Oun3Q6zALaAvoAObC1BZPI9hkbwD1ajraZhXywwQNAchysGuCHdRhsRMl+w6MRsDF2TH4GaVxIRYOxeJe6M+Q8OBsB8YDmEGuSWjkY5R6fBUpJytjmLUoXhwNQfcE1obEGYOUTehx4Cc5aYJPiI5D6zzC9z6tFyQh2CnYRLRtenLlUSLLiR8BB/EL0ixO48D5GLxwYGUEKLAP+eubW9u8PxJ8z/f8+CwQvOqHgR+aseN761xzXW44x6M44oaIRPhI2Ot8aXFpsSEGoZjwTiC8Pq5qmWf+OOauf+xY3PKDsxBXcTSw+QZ/FX+2K9ww3WDEG6Zn+dYJcN/xRx5vjO0IbfVHTsTdrJ6hH/IdZ+A6lulyZRFkfDDKI38cWgJ+hvHEDAUfe7YIeYyRNPu85VjCi8R9HgnBxelA2LawuSu53BaRFToBhkg2bBGbjhsBIBphhzlmWuiY8LMD2LmAHNvxXXjObp17mSU8FeZsFSQdSoWfFsAaLFco3yPtHHXy1T3HCn0MZI3N1camwowdUN1EaW63IY+4N9iBCCMMaHt9842snrwWqSRrRRavSaWIm9+mQsNSPaGiHj5V41A+Q7ZMHoemLU7N8IT7w4trjT2xFXaRrvNp4pn+UyMlE1DiwU7HDjWEP0ft1teoq/iw0xzCt00zIwLRBKiw63TJiZBmHIKuB8/prkZAt9hb7E3oVWnKOe2TWmhOHO+Yd4ZDKEb+Gjf8gePxtmONfNeMKrxrxqFjOSbvmVTSEd96601Uc66csDOMIaaA+oDsCEOKO6YOd0RdiFMyz6jryC4Rp50vkUaeT/0X+xPGJihOm+QC1SErVCYe2QkoernWUlqEGpukOyAkTkEqpjlcNSA/ko43271itUL20vAcZ5jGUEnH0+55Hp2AxjassWBcUZ0UTyxpt5LamY1AZn5COFl0tszDbKIidejUcel8Sc7CWexxjUvUKsiv5br5fO3Sh6fFNntWJHUe0umQ1G2yieZFkFg/79f9TA1gJDKWmOwl2zOk8+WM6scHlDw6U80LI5W1Z+aqSp6NvnrKqCSNp3Sgzmr0Nslmogcl8Y3gshqV7zWeysxUe7JDHIVySG8PDvWCWOU2ectJmtWQOoNLkSZI5yu7QtkxibZVLZw/92d3wyq9/2Cs99gG/Alqq2jjhE53QZk1gYcoHYNEMrehdL438y6xpnbwtGNEKWqJN0/ytvY53454aUZHK9HBy2lFPwSezFVSOYLeLF31VjWt8Mve+JLKvPitL8leN91BUeYslXmX1SCUvWOqaU/lv0Jxh+qNTPYg7BAm5UDmOqlnWV+BOhGkBTxX5BuYl1aLyaZvvrN97f+QjxQlk2L31RmW9BGbOGPARu6V6XHL6ZR0Vd2sJj5enF+G52Lu3RcyvpbByKbTxs31m/MxXqKPurBD6xLp+V2uMtPlEuxnVyNqsq9m4078mn6XTHfO9ERKclihvu+TlWE6FpkKwf4lMxSBtulJK70ekC9CnVjjNJfZfiJzuKEyHtFOcVMfkr2dr6XPj2r2pJdRZk+cfE1PkZgQjqdPmcfkVMDvJk8hIzIe2PREm1NcHoKElTlD4kt6sjwBbIogOfnunevmJmj1qfPM/xqV75TJiTPFKDnVpjhl+0p+VUT9QuZroGKff/6aF2Q1TBGIqFI90i53kjyFs6f701ZB9qxrMJ0kOqwOo0M4PQ3iNIGH78MGzBzAqAbcGnDugkRPzd+ljB3SmdQAuX0676QOA55tGB9Rr6szTmMcPQD5NujCtTp7l2zooK1Hkgbp3gNuC351JYcrqsDZhzHSu9QNpb02rJLf1011PkpP+8DnaYR5r5pkMfFsD0YG6G+oWQ10N0kf+o/260S3Uz/rylONMELNqLMKHrVohNx9+O2CXI/saxSz9LZNMdRhXsaikwdoeV3FKuUQnwM1gzlC/1rwN41KIwwa5M0Uvyr8dsFz1L8Ls306KTqwskaR9gg9XWGG0bZoNI1KZqpK0SCqiEEN6D34t5tiZ9BT+mJktOWxO6T5qZSMT1PPKiHXoZHMRpVGfcoVzlZULg2KY9bqIVWiTlIaRdxLK6RO1Su9T6pT2uhkPJH2MLdZX5Kq5pfsEaklmd9XmT6PC6KuESboVy+1fJFm+GJObw54NA4C1xE2H/pevM6P/DE/Nc/4OBI8xnsVZPPY51YozFhUuO1EgWueVbjp2TwIHZi1QETArxnxQISnThyDusEZ3akkNycxTETcDxNiiBYq+Es3L6k7QejbYyuucLwzgrUVXJMYgO/dyQg+eDOeTcCo41nu2MYLpsR733PP+KqzJm9wMuKg4TJv5YUPfmaHIsLPabwUmBrA5amu+4TAqgNWYnGKNwihA1Ztf+K5vmnn0TMlVCLEcHwwBc9xHIxjbgsME2VGwg3yiK5zzTtT4pgQUAj4jJyBAz6v420aXmQMfdf16W5AgV3hAzMCb30vvdZK0rA6iuPg3saG8NYnzokTCNsx1/3weANHGyD5nroAW4MEU2FE6BqqmX9jN++m7WMl0UKJTxDohz5EheCIR8L1Awl4/k4Pwczd6mF4XUxQRLdTEDvAIGDdcWgCOnaFD0MhsIKskRkeQ9SIM+AFWQUF3B/EpuMhLCbdKya19vnjQJfMKPItx8QasX1rfApZMeX1n+MCNquoMRcv76mLxU/WyCNb4G2WzMRcOT5x4hGyMyVXUSWH3ifTrgO1Km2jrlBeroIF2kgYYYWf+rYzxF9BgARjCCga0aYF1YMxbuAImapOIMINCDwSrosaMNsKpbmuyk0PJuXGUUiTE5ORf3pJjLgVxqEHzghSYPs88smXh8KKkxKbVjJsANuhzXcvKXNz4D8SmRtiz49x45BHuNWCaa2oqWhkQlwDkdu/ZibUEB2IYignvHKELSy3+2UQyF3X0HmvU+8faobOmz3eNToHzZpe43e1HozvVvhhs9/o7Pc5SBhau3/EO3WutY/4g2a7VuH6u11D7/V4x+DNvW6rqQOv2a629mvN9i7fgXXtTp+3mrAfQWm/w9GgUtXUe6hsTzeqDRhqO81Ws39U4fVmv40666BU413N6Der+y3N4N19o9vp6WC+BmrbzXbdACv6nt7ur4NV4HH9AAa819BaLTKl7YP3BvlX7XSPjOZuo88bnVZNB+aODp5pOy1dmoKgqi2tuVfhNW1P29VpVQe0GCSmvDts6MQCexr8v9pvdtoYRrXT7hswrECURj9detjs6RWuGc0eAlI3OqAe4YQVHVIC69q61IJQ81xGQATH+z196ktN11qgq4eLs8JwFrbhlfWYXlzxlTh/xz07F7PxwhK8Hn82I5flD+lVPD+f8OqkKZ6ZTbmFHxR+VfhN4dfw/CgvMzOT+OVc4nMyh5c5+OHwiK5KwNMZ+Xnzu3R5Ec1ITrl1iNRlJ+zvsOoz4M7GMzubrIxUpP4FmrPzB0Tn5RJeg8aPCNdZmdm5Ln2qhPTZIz9uzmZWzJfI4jjr78xc8U7x7eL9YrX49eKbxW8Vv1l8UHwrv+ICif4F9ZTl1+fEmPAe4HhhC/+bRm4+y39A9RtAPmajyM0sfIn9ufAKfILmZDLclrqamK23LP9J6vIJ8H0ivf+jdv8LZbf5/nicbJwFdNtI97crZtwuM3O3lmZG8rJlawpb2sJ228U0Tdu0adIGSsvMzMzMzMzMzMzM/KXxz1bf//n2nDd37Ej3GcnWfebmzNtB4qCB//7Za9Brg/4//wWP9f8QBomDpEH3DHpz0EOCKEiCLCiCKmiCLhiCKViCLTiCK3iCLwRCKCwnDBaWF1YQVhRWElYWVhFWFVYTVhfWENYU1hLWFtYR1hXWE9YXNhA2FDYSNhY2ETYVNhM2F4YIWwhDhZIQCbFABCowIRFSoSxsKWwlbC1sI2wrbCdsL1SETKgKNSEXuDBMGC6MEEYKOwijhNHCGGGsME7YURgvTBAmCpOEnYTJws7CFGGqsIuwq7CbsLuwh7Cn0CJME1qF6UKbMEOYKcwS2oXZwhyhQ5grdApdwjxhvtAt9Ai9Qp+wQFgoLBIWC0uEvYS9hX2EfYX9hP2FA4QDhYOEg4VDhEOFw4TDhSOEI4WjhKOFY4RjheOE44UThBOFk4SThVOEU4XThNOFM4QzhbOEs4VzhHOF84TzhQuEC4WLhIuFS4RLhcuEy4UrhCuFq4SrhWuEa4XrhOuFG4QbhZuEm4VbhFuF24TbhTuEO4W7hLuFe4R7hfuE+4UHhAeFh4SHhUeER4XHhMeFJ4QnhaeEp4VnhGeF54TnhReEF4WXhJeFV4RXhdeE14U3hDeFt4S3hXeEd4X3hPeFD4QPhY+Ej4VPhE+Fz4TPhS+EL4WvhK+Fb4Rvhe+E74UfhB+Fn4SfhV+EX4XfhN+FP4Q/hb+Ev4V/hH+F/8RBoiCKoiTKoiKqoibqoiGaoiXaoiO6oif6YiCG4nLiYHF5cQVxRXElcWVxFXFVcTVxdXENcU1xLXFtcR1xXXE9cX1xA3FDcSNxY3ETcVNxM3FzcYi4hThULImRGItEpCITEzEVy+KW4lbi1uI24rbiduL2YkXMxKpYE3ORi8PE4eIIcaS4gzhKHC2OEceK48QdxfHiBHGiOEncSZws7ixOEaeKu4i7iruJu4t7iHuKLeI0sVWcLraJM8SZ4iyxXZwtzhE7xLlip9glzhPni91ij9gr9okLxIXiInGxuETcS9xb3EfcV9xP3F88QDxQPEg8WDxEPFQ8TDxcPEI8UjxKPFo8RjxWPE48XjxBPFE8STxZPEU8VTxNPF08QzxTPEs8WzxHPFc8TzxfvEC8ULxIvFi8RLxUvEy8XLxCvFK8SrxavEa8VrxOvF68QbxRvEm8WbxFvFW8TbxdvEO8U7xLvFu8R7xXvE+8X3xAfFB8SHxYfER8VHxMfFx8QnxSfEp8WnxGfFZ8TnxefEF8UXxJfFl8RXxVfE18XXxDfFN8S3xbfEd8V3xPfF/8QPxQ/Ej8WPxE/FT8TPxc/EL8UvxK/Fr8RvxW/E78XvxB/FH8SfxZ/EX8VfxN/F38Q/xT/Ev8W/xH/Ff8TxokCZIoSZIsKZIqaZIuGZIpWZItOZIreZIvBVIoLScNlpaXVpBWlFaSVpZWkVaVVpNWl9aQ1pTWktaW1pHWldaT1pc2kDaUNpI2ljaRNpU2kzaXhkhbSEOlkhRJsUQkKjEpkVKpLG0pbSVtLW0jbSttJ20vVaRMqko1KZe4NEwaLo2QRko7SKOk0dIYaaw0TtpRGi9NkCZKk6SdpMnSztIUaaq0i7SrtJu0u7SHtKfUIk2TWqXpUps0Q5opzZLapdnSHKlDmit1Sl3SPGm+1C31SL1Sn7RAWigtkhZLS6S9pL2lfaR9pf2k/aUDpAOlg6SDpUOkQ6XDpMOlI6QjpaOko6VjpGOl46TjpROkE6WTpJOlU6RTpdOk06UzBp0lnSmdJZ0tnSOdK50nnS9dIF0oXSRdLF0iXSpdJl0uXSFdKV0lXS1dI10rXSddL90g3SjdJN0s3SLdKt0m3S7dId0p3SXdLd0j3SvdJ90vPSA9KD0kPSw9Ij0qPSY9Lj0hPSk9JT0tPSM9Kz0nPS+9IL0ovSS9LL0ivSq9Jr0uvSG9Kb0lvS29I70rvSe9L30gfSh9JH0sfSJ9Kn0mfS59IX0pfSV9LX0jfSt9J30v/SD9KP0k/Sz9Iv0q/Sb9Lv0h/Sn9Jf0t/SP9K/0nD5IFWZQlWZYVWZU1WZcN2ZQt2ZYd2ZU92ZcDOZSXkwfLy8sryCvKK8kry6vIq8qryavLa8hrymvJa8vryOvK68nryxvIG8obyRvLm8ibypvJm8tD5C3koXJJjuRYJjKVmZzIqVyWt5S3kreWt5G3lbeTt5crciZX5Zqcy1weJg+XR8gj5R3kUfJoeYw8Vh4n7yiPlyfIE+VJ8k7yZHlneYo8Vd5F3lXeTd5d3kPeU26Rp8mt8nS5TZ4hz5Rnye3ybHmO3CHPlTvlLnmePF/ulnvkXrlPXiAvlBfJi+Ul8l7y3vI+8r7yfvL+8gHygfJB8sHyIfKh8mHy4fIR8pHyUfLR8jHysfJx8vHyCfKJ8knyyfIp8qnyafLp8hnymfJZ8tnyOfK58nny+fIF8oXyRfLF8iXypfJl8uXyFfKV8lXy1fI18rXydfL18g3yjfJN8s3yLfKt8m3y7fId8p3yXfLd8j3yvfJ98v3yA/KD8kPyw/Ij8qPyY/Lj8hPyk/JT8tPyM/Kz8nPy8/IL8ovyS/LL8ivyq/Jr8uvyG/Kb8lvy2/I78rvye/L78gfyh/JH8sfyJ/Kn8mfy5/IX8pfyV/LX8jfyt/J38vfyD/KP8k/yz/Iv8q/yb/Lv8h/yn/Jf8t/yP/K/8n/KIEVQREVSZEVRVEVTdMVQTMVSbMVRXMVTfCVQQmU5ZbCyvLKCsqKykrKysoqyqrKasrqyhrKmspaytrKOsq6ynrK+soGyobKRsrGyibKpspmyuTJE2UIZqpSUSIkVolCFKYmSKmVlS2UrZWtlG2VbZTtle6WiZEpVqSm5wpVhynBlhDJS2UEZpYxWxihjlXHKjsp4ZYIyUZmk7KRMVnZWpihTlV2UXZXdlN2VPZQ9lRZlmtKqTFfalBnKTGWW0q7MVuYoHcpcpVPpUuYp85VupUfpVfqUBcpCZZGyWFmi7KXsreyj7Kvsp+yvHKAcqBykHKwcohyqHKYcrhyhHKkcpRytHKMcqxynHK+coJyonKScrJyinKqcppyunKGcqZylnK2co5yrnKecr1ygXKhcpFysXKJcqlymXK5coVypXKVcrVyjXKtcp1yv3KDcqNyk3Kzcotyq3Kbcrtyh3Kncpdyt3KPcq9yn3K88oDyoPKQ8rDyiPKo8pjyuPKE8qTylPK08ozyrPKc8r7ygvKi8pLysvKK8qrymvK68obypvKW8rbyjvKu8p7yvfKB8qHykfKx8onyqfKZ8rnyhfKl8pXytfKN8q3ynfK/8oPyo/KT8rPyi/Kr8pvyu/KH8qfyl/K38o/yr/KcOUgVVVCVVVhVVVTVVVw3VVC3VVh3VVT3VVwM1VJdTB6vLqyuoK6orqSurq6irqqupq6trqGuqa6lrq+uo66rrqeurG6gbqhupG6ubqJuqm6mbq0PULdShakmN1FglKlWZmqipWla3VLdSt1a3UbdVt1O3VytqplbVmpqrXB2mDldHqCPVHdRR6mh1jDpWHafuqI5XJ6gT1UnqTupkdWd1ijpV3UXdVd1N3V3dQ91TbVGnqa3qdLVNnaHOVGep7epsdY7aoc5VO9UudZ46X+1We9RetU9doC5UF6mL1SXqXure6j7qvup+6v7qAeqB6kHqweoh6qHqYerh6hHqkepR6tHqMeqx6nHq8eoJ6onqSerJ6inqqepp6unqGeqZ6lnq2eo56rnqeer56gXqhepF6sXqJeql6mXq5eoV6pXqVerV6jXqtep16vXqDeqN6k3qzeot6q3qbert6h3qnepd6t3qPeq96n3q/eoD6oPqQ+rD6iPqo+pj6uPqE+qT6lPq0+oz6rPqc+rz6gvqi+pL6svqK+qr6mvq6+ob6pvqW+rb6jvqu+p76vvqB+qH6kfqx+on6qfqZ+rn6hfql+pX6tfqN+q36nfq9+oP6o/qT+rP6i/qr+pv6u/qH+qf6l/q3+o/6r/qf9ogTdBETdJkTdFUTdN0zdBMzdJszdFczdN8LdBCbTltsLa8toK2oraStrK2iraqtpq2uraGtqa2lra2to62rraetr62gbahtpG2sbaJtqm2mba5NkTbQhuqlbRIizWiUY1piZZqZW1LbStta20bbVttO217raJlWlWrabnGtWHacG2ENlLbQRuljdbGaGO1cdqO2nhtgjZRm6TtpE3WdtamaFO1XbRdtd203bU9tD21Fm2a1qpN19q0GdpMbZbWrs3W5mgd2lytU+vS5mnztW6tR+vV+rQF2kJtkbZYW6Ltpe2t7aPtq+2n7a8doB2oHaQdrB2iHaodph2uHaEdqR2lHa0dox2rHacdr52gnaidpJ2snaKdqp2mna6doZ2pnaWdrZ2jnaudp52vXaBdqF2kXaxdol2qXaZdrl2hXaldpV2tXaNdq12nXa/doN2o3aTdrN2i3ardpt2u3aHdqd2l3a3do92r3afdrz2gPag9pD2sPaI9qj2mPa49oT2pPaU9rT2jPas9pz2vvaC9qL2kvay9or2qvaa9rr2hvam9pb2tvaO9q72nva99oH2ofaR9rH2ifap9pn2ufaF9qX2lfa19o32rfad9r/2g/aj9pP2s/aL9qv2m/a79of2p/aX9rf2j/av9pw/SBV3UJV3WFV3VNV3XDd3ULd3WHd3VPd3XAz3Ul9MH68vrK+gr6ivpK+ur6Kvqq+mr62voa+pr6Wvr6+jr6uvp6+sb6BvqG+kb65vom+qb6ZvrQ/Qt9KF6SY/0WCc61Zme6Kle1rfUt9K31rfRt9W307fXK3qmV/WanutcH6YP10foI/Ud9FH6aH2MPlYfp++oj9cn6BP1SfpO+mR9Z32KPlXfRd9V303fXd9D31Nv0afprfp0vU2foc/UZ+nt+mx9jt6hz9U79S59nj5f79Z79F69T1+gL9QX6Yv1Jfpe+t76Pvq++n76/voB+oH6QfrB+iH6ofph+uH6EfqR+lH60fox+rH6cfrx+gn6ifpJ+sn6Kfqp+mn66foZ+pn6WfrZ+jn6ufp5+vn6BfqF+kX6xfol+qX6Zfrl+hX6lfpV+tX6Nfq1+nX69foN+o36TfrN+i36rfpt+u36Hfqd+l363fo9+r36ffr9+gP6g/pD+sP6I/qj+mP64/oT+pP6U/rT+jP6s/pz+vP6C/qL+kv6y/or+qv6a/rr+hv6m/pb+tv6O/q7+nv6+/oH+of6R/rH+if6p/pn+uf6F/qX+lf61/o3+rf6d/r3+g/6j/pP+s/6L/qv+m/67/of+p/6X/rf+j/6v/p/xiBDMERDMmRDMVRDM3TDMEzDMmzDMVzDM3wjMEJjOWOwsbyxgrGisZKxsrGKsaqxmrG6sYaxprGWsbaxjrGusZ6xvrGBsaGxkbGxsYmxqbGZsbkxxNjCGGqUjMiIDWJQgxmJkRplY0tjK2NrYxtjW2M7Y3ujYmRG1agZucGNYcZwY4Qx0tjBGGWMNsYYY41xxo7GeGOCMdGYZOxkTDZ2NqYYU41djF2N3YzdjT2MPY0WY5rRakw32owZxkxjltFuzDbmGB3GXKPT6DLmGfONbqPH6DX6jAXGQmORsdhYYuxl7G3sY+xr7GfsbxxgHGgcZBxsHGIcahxmHG4cYRxpHGUcbRxjHGscZxxvnGCcaJxknGycYpxqnGacbpxhnGmcZZxtnGOca5xnnG9cYFxoXGRcbFxiXGpcZlxuXGFcaVxlXG1cY1xrXGdcb9xg3GjcZNxs3GLcatxm3G7cYdxp3GXcbdxj3GvcZ9xvPGA8aDxkPGw8YjxqPGY8bjxhPGk8ZTxtPGM8azxnPG+8YLxovGS8bLxivGq8ZrxuvGG8abxlvG28Y7xrvGe8b3xgfGh8ZHxsfGJ8anxmfG58YXxpfGV8bXxjfGt8Z3xv/GD8aPxk/Gz8Yvxq/Gb8bvxh/Gn8Zfxt/GP8a/xnDjIFUzQlUzYVUzU1UzcN0zQt0zYd0zU90zcDMzSXMweby5srmCuaK5krm6uYq5qrmauba5hrmmuZa5vrmOua65nrmxuYG5obmRubm5ibmpuZm5tDzC3MoWbJjMzYJCY1mZmYqVk2tzS3Mrc2tzG3NbcztzcrZmZWzZqZm9wcZg43R5gjzR3MUeZoc4w51hxn7miONyeYE81J5k7mZHNnc4o51dzF3NXczdzd3MPc02wxp5mt5nSzzZxhzjRnme3mbHOO2WHONTvNLnOeOd/sNnvMXrPPXGAuNBeZi80l5l7m3uY+5r7mfub+5gHmgeZB5sHmIeah5mHm4eYR5pHmUebR5jHmseZx5vHmCeaJ5knmyeYp5qnmaebp5hnmmeZZ5tnmOea55nnm+eYF5oXmRebF5iXmpeZl5uXmFeaV5lXm1eY15rXmdeb15g3mjeZN5s3mLeat5m3m7eYd5p3mXebd5j3mveZ95v3mA+aD5kPmw+Yj5qPmY+bj5hPmk+ZT5tPmM+az5nPm8+YL5ovmS+bL5ivmq+Zr5uvmG+ab5lvm2+Y75rvme+b75gfmh+ZH5sfmJ+an5mfm5+YX5pfmV+bX5jfmt+Z35vfmD+aP5k/mz+Yv5q/mb+bv5h/mn+Zf5t/mP+a/5n/WIEuwREuyZEuxVEuzdMuwTMuybMuxXMuzfCuwQms5a7C1vLWCtaK1krWytYq1qrWatbq1hrWmtZa1trWOta61nrW+tYG1obWRtbG1ibWptZm1uTXE2sIaapWsyIotYlGLWYmVWmVrS2sra2trG2tbaztre6tiZVbVqlm5xa1h1nBrhDXS2sEaZY22xlhjrXHWjtZ4a4I10Zpk7WRNtna2plhTrV2sXa3drN2tPaw9rRZrmtVqTbfarBnWTGuW1W7NtuZYHdZcq9PqsuZZ861uq8fqtfqsBdZCa5G12Fpi7WXtbe1j7WvtZ+1vHWAdaB1kHWwdYh1qHWYdbh1hHWkdZR1tHWMdax1nHW+dYJ1onWSdbJ1inWqdZp1unWGdaZ1lnW2dY51rnWedb11gXWhdZF1sXWJdal1mXW5dYV1pXWVdbV1jXWtdZ11v3WDdaN1k3WzdYt1q3Wbdbt1h3WndZd1t3WPda91n3W89YD1oPWQ9bD1iPWo9Zj1uPWE9aT1lPW09Yz1rPWc9b71gvWi9ZL1svWK9ar1mvW69Yb1pvWW9bb1jvWu9Z71vfWB9aH1kfWx9Yn1qfWZ9bn1hfWl9ZX1tfWN9a31nfW/9YP1o/WT9bP1i/Wr9Zv1u/WH9af1l/W39Y/1r/WcPsgVbtCVbthVbtTVbtw3btC3bth3btT3btwM7tJezB9vL2yvYK9or2Svbq9ir2qvZq9tr2Gvaa9lr2+vY69rr2evbG9gb2hvZG9ub2Jvam9mb20PsLeyhdsmO7NgmNrWZndipXba3tLeyt7a3sbe1t7O3tyt2Zlftmp3b3B5mD7dH2CPtHexR9mh7jD3WHmfvaI+3J9gT7Un2TvZke2d7ij3V3sXe1d7N3t3ew97TbrGn2a32dLvNnmHPtGfZ7fZse47dYc+1O+0ue5493+62e+xeu89eYC+0F9mL7SX2Xvbe9j72vvZ+9v72AfaB9kH2wfYh9qH2Yfbh9hH2kfZR9tH2Mfax9nH28fYJ9on2SfbJ9in2qfZp9un2GfaZ9ln22fY59rn2efb59gX2hfZF9sX2Jfal9mX25fYV9pX2VfbV9jX2tfZ19vX2DfaN9k32zfYt9q32bfbt9h32nfZd9t32Pfa99n32/fYD9oP2Q/bD9iP2o/Zj9uP2E/aT9lP20/Yz9rP2c/bz9gv2i/ZL9sv2K/ar9mv26/Yb9pv2W/bb9jv2u/Z79vv2B/aH9kf2x/Yn9qf2Z/bn9hf2l/ZX9tf2N/a39nf29/YP9o/2T/bP9i/2r/Zv9u/2H/af9l/23/Y/9r/2f84gR3BER3JkR3FUR3N0x3BMx3Jsx3Fcx3N8J3BCZzlnsLO8s4KzorOSs7KzirOqs5qzurOGs6azlrO2s46zrrOes76zgbOhs5GzsbOJs6mzmbO5M8TZwhnqlJzIiR3iUIc5iZM6ZWdLZytna2cbZ1tnO2d7p+JkTtWpObnDnWHOcGeEM9LZwRnljHbGOGOdcc6OznhngjPRmeTs5Ex2dnamOFOdXZxdnd2c3Z09nD2dFmea0+pMd9qcGc5MZ5bT7sx25jgdzlyn0+ly5jnznW6nx+l1+pwFzkJnkbPYWeLs5ezt7OPs6+zn7O8c4BzoHOQc7BziHOoc5hzuHOEc6RzlHO0c4xzrHOcc75zgnOic5JzsnOKc6pzmnO6c4ZzpnOWc7ZzjnOuc55zvXOBc6FzkXOxc4lzqXOZc7lzhXOlc5VztXONc61znXO/c4Nzo3OTc7Nzi3Orc5tzu3OHc6dzl3O3c49zr3Ofc7zzgPOg85DzsPOI86jzmPO484TzpPOU87TzjPOs85zzvvOC86LzkvOy84rzqvOa87rzhvOm85bztvOO867znvO984HzofOR87HzifOp85nzufOF86XzlfO1843zrfOd87/zg/Oj85Pzs/OL86vzm/O784fzp/OX87fzj/Ov85w5yBVd0JVd2FVd1NVd3Ddd0Ldd2Hdd1Pdd3Azd0l3MHu8u7K7gruiu5K7uruKu6q7mru2u4a7pruWu767jruuu567sbuBu6G7kbu5u4m7qbuZu7Q9wt3KFuyY3c2CUudZmbuKlbdrd0t3K3drdxt3W3c7d3K27mVt2am7vcHeYOd0e4I90d3FHuaHeMO9Yd5+7ojncnuBPdSe5O7mR3Z3eKO9Xdxd3V3c3d3d3D3dNtcae5re50t82d4c50Z7nt7mx3jtvhznU73S53njvf7XZ73F63z13gLnQXuYvdJe5e7t7uPu6+7n7u/u4B7oHuQe7B7iHuoe5h7uHuEe6R7lHu0e4x7rHuce7x7gnuie5J7snuKe6p7mnu6e4Z7pnuWe7Z7jnuue557vnuBe6F7kXuxe4l7qXuZe7l7hXule5V7tXuNe617nXu9e4N7o3uTe7N7i3ure5t7u3uHe6d7l3u3e497r3ufe797gPug+5D7sPuI+6j7mPu4+4T7pPuU+7T7jPus+5z7vPuC+6L7kvuy+4r7qvua+7r7hvum+5b7tvuO+677nvu++4H7ofuR+7H7ifup+5n7ufuF+6X7lfu1+437rfud+737g/uj+5P7s/uL+6v7m/u7+4f7p/uX+7f7j/uv+5/3iBP8ERP8mRP8VRP83TP8EzP8mzP8VzP83wv8EJvOW+wt7y3greit5K3sreKt6q3mre6t4a3preWt7a3jreut563vreBt6G3kbext4m3qbeZt7k3xNvCG+qVvMiLPeJRj3mJl3plb0tvK29rbxtvW287b3uv4mVe1at5uce9Yd5wb4Q30tvBG+WN9sZ4Y71x3o7eeG+CN9Gb5O3kTfZ29qZ4U71dvF293bzdvT28Pb0Wb5rX6k332rwZ3kxvltfuzfbmeB3eXK/T6/LmefO9bq/H6/X6vAXeQm+Rt9hb4u3l7e3t4+3r7eft7x3gHegd5B3sHeId6h3mHe4d4R3pHeUd7R3jHesd5x3vneCd6J3kneyd4p3qnead7p3hnemd5Z3tneOd653nne9d4F3oXeRd7F3iXepd5l3uXeFd6V3lXe1d413rXedd793g3ejd5N3s3eLd6t3m3e7d4d3p3eXd7d3j3evd593vPeA96D3kPew94j3qPeY97j3hPek95T3tPeM96z3nPe+94L3oveS97L3iveq95r3uveG96b3lve29473rvee9733gfeh95H3sfeJ96n3mfe594X3pfeV97X3jfet9533v/eD96P3k/ez94v3q/eb97v3h/en95f3t/eP96/3nD/IFX/QlX/YVX/U1X/cN3/Qt3/Yd3/U93/cDP/SX8wf7y/sr+Cv6K/kr+6v4q/qr+av7a/hr+mv5a/vr+Ov66/nr+xv4G/ob+Rv7m/ib+pv5m/tD/C38oX7Jj/zYJz71mZ/4qV/2t/S38rf2t/G39bfzt/crfuZX/Zqf+9wf5g/3R/gj/R38Uf5of4w/1h/n7+iP9yf4E/1J/k7+ZH9nf4o/1d/F39Xfzd/d38Pf02/xp/mt/nS/zZ/hz/Rn+e3+bH+O3+HP9Tv9Ln+eP9/v9nv8Xr/PX+Av9Bf5i/0l/l7+3v4+/r7+fv7+/gH+gf5B/sH+If6h/mH+4f4R/pH+Uf7R/jH+sf5x/vH+Cf6J/kn+yf4p/qn+af7p/hn+mf5Z/tn+Of65/nn++f4F/oX+Rf7F/iX+pf5l/uX+Ff6V/lX+1f41/rX+df71/g3+jf5N/s3+Lf6t/m3+7f4d/p3+Xf7d/j3+vf59/v3+A/6D/kP+w/4j/qP+Y/7j/hP+k/5T/tP+M/6z/nP+8/4L/ov+S/7L/iv+q/5r/uv+G/6b/lv+2/47/rv+e/77/gf+h/5H/sf+J/6n/mf+5/4X/pf+V/7X/jf+t/53/vf+D/6P/k/+z/4v/q/+b/7v/h/+n/5f/t/+P/6//n/BoEAIxEAK5EAJ1EAL9MAIzMAK7MAJ3MAL/CAIwmC5YHCwfLBCsGKwUrBysEqwarBasHqwRrBmsFawdrBOsG6wXrB+sEGwYbBRsHGwSbBpsFmweTAk2CIYGpSCKIgDEtCABUmQBuVgy2CrYOtgm2DbYLtg+6ASZEE1qAV5wINhwfBgRDAy2CEYFYwOxgRjg3HBjsH4YEIwMZgU7BRMDnYOpgRTg12CXYPdgt2DPYI9g5ZgWtAaTA/aghnBzGBW0B7MDuYEHcHcoDPoCuYF84PuoCfoDfqCBcHCYFGwOFgS7BXsHewT7BvsF+wfHBAcGBwUHBwcEhwaHBYcHhwRHBkcFRwdHBMcGxwXHB+cEJwYnBScHJwSnBqcFpwenBGcGZwVnB2cE5wbnBecH1wQXBhcFFwcXBJcGlwWXB5cEVwZXBVcHVwTXBtcF1wf3BDcGNwU3BzcEtwa3BbcHtwR3BncFdwd3BPcG9wX3B88EDwYPBQ8HDwSPBo8FjwePBE8GTwVPB08EzwbPBc8H7wQvBi8FLwcvBK8GrwWvB68EbwZvBW8HbwTvBu8F7wffBB8GHwUfBx8EnwafBZ8HnwRfBl8FXwdfBN8G3wXfB/8EPwY/BT8HPwS/Br8Fvwe/BH8GfwV/B38E/wb/BcOCoVQDKVQDpVQDbVQD43QDK3QDp3QDb3QD4MwDJcLB4fLhyuEK4YrhSuHq4SrhquFq4drhGuGa4Vrh+uE64brheuHG4QbhhuFG4ebhJuGm4Wbh0PCLcKhYSmMwjgkIQ1ZmIRpWA63DLcKtw63CbcNtwu3DythFlbDWpiHPBwWDg9HhCPDHcJR4ehwTDg2HBfuGI4PJ4QTw0nhTuHkcOdwSjg13CXcNdwt3D3cI9wzbAmnha3h9LAtnBHODGeF7eHscE7YEc4NO8OucF44P+wOe8LesC9cEC4MF4WLwyXhXuHe4T7hvuF+4f7hAeGB4UHhweEh4aHhYeHh4RHhkeFR4dHhMeGx4XHh8eEJ4YnhSeHJ4SnhqeFp4enhGeGZ4Vnh2eE54bnheeH54QXhheFF4cXhJeGl4WXh5eEV4ZXhVeHV4TXhteF14fXhDeGN4U3hzeEt4a3hbeHt4R3hneFd4d3hPeG94X3h/Vplbktrd1en1lKPamVad9uCNrVlIGiVrpldnW1ztJZ6tKqt7d2tfXNndLQtslqLsVmd3tXb0tra1tlrtjaHaq21ZWnK6fVQ68/f0qvlALYBmNeBbQPBzItEbc2hlmMabfWo5vWMbQPBGrbMpGYuM6lhRa6ZRa6+zvahpShCjK3hy5w9qxjLw6e1dMuz+n+oI3rbO6a3qe0DQRuB+bdj/iPq82+v37ARmGl7PYojRorts62RyzBmF+P6HGKGmNhzZna3tXV2tHROb29VR7W09vW2qR0DAYdkiFV1VP0WdAwEeVT/9ckd/T/UMfWzOpc5i1BEpo6pn9VZv3GdLfO6enq7u+bNapPyzplSW+dMbSwurwuXN7Z+eV0DwRk7q69zZkt339yOlr5ep2vZV+r4Orl7GTLFpdFEHV8nd9fDhPqxPQPBmrDM7en5v7eH4aNisTqxfnJv/ZonLv2Aepd+QJPqH1Bf/QOahCvowxVMql9B30BQJnW3d85U+pb+dCb9z9X0LftKm4QPsg/f/MnLzHHhMuMpy4wXF2N1av0KlwwEc2rxVVzSHCodXZ0ze+pXlw5FLCHiqtMYkSDis0xxZ9MEMUUsI1YQ8Y1Jq4g1xByR12MZ/DL4ZXDL4JbBLYNbBrcMbhncMrhlcMvglsEtg1vmythZXd2dStfSn/X3KrjmCtgVsCtgV8CugF0BuwJ2BewK2BWwK2BXcmXSALOvYGa43gzsDOwM7AzsDOwM7AzsDOwM7AzsDOwM7AzXneF+V3G/q+BXwa+CXwW/Cn4V/Cr4VfCr4FfBr4JfBb8KfhX8Kvg18Gvg18CvgV8DvwZ+Dfwa+DXwa+DXwK+BXwO/Bn4N/Br4Ofg5+Dn4Ofg5+DlVh9Wf+pkDAe+CnoOeg56DnoOeg56DnoPOQeegc9A56Bx0jqvnuHqOq+fg87JZWVpJ6g95S3OoVfJ6bGmrV7ixPR0tPbPq465iPJAlGjoUsYQYIcaIBJEiMsQEMUUsI1YQM8QqYg0xR6zfjagEfgn8Evgl8Evgl8AvgV8CvwR+CfwS+CXwS+CXwC+BXwI/Aj8CH3KOIvAj8CPwI/Aj8CPwI/Aj8CPwI/Aj8CPwI/Bj8GPwY/Bj8GPwY/Ah7CgGPwY/Bj8GH7aOYvBj8GPwY/AJ+AR8Aj4Bn4APj0cEfAI+AZ+AT8An4BPwCfgEfAI+BZ+CT8Gn4FPwKfiwekTBp+BT8Cn4FHwKPgWfgk/BZ+Az8GH8iIHPwGfgM/AZ+Ax8Bj4Dn4HPwGfgM/AZ+An4CfgJ+An4CfgJ+An4CfgJ+An4CfgJ+An4CfgJ+An4cH8E90dwfwT3R3B/BPdHcH8E90dwfwT3R3B/BPdHcH8E90dwfwT3R3B/BPdHZfCxBoiwBoiwBoiwBoiwBoiwBoiwBoiwBoiwBoiwBoiwBoiwBojK4FfAr4CPdUCEdUCEdUCEdUCEdUCEdUCEdUCEdUCEdUCEdUCEdUCEdUBUAb8CfgY+1gIR1gIR1gIR1gIR1gIR1gIR1gIR1gIR1gIR1gIR1gIR1gIR1gIR1gIR1gIR1gIR1gIR1gIR1gIR1gIR1gIR3B/B+RGcH8H5EZwfwfkRnB/B+RGcH8H5EZwfwfkRnB/B+RGcH8HhERweweERHB7B4REcHsHhUY58OfLlyAeLR7B4BItHsHgEi0eweASLR7B4BItHsHgEi0eweASLR7B4BItHsHgEi0ccfA4+B5+Dz8Hn4HNuzOxuWdDW2jV3mjHg8aWjgd/FQyNjoAtZ5h2CSBEZYoKYOrO6uua0TOtasOxZFcQMsYpYQ8wR6/cihsNjODyGw2M4PIbDYzg8hsNjODyGw2M4PIbDYzg8hsNjODyGw2M4PIbDYzg8jiK7v8+Z1tbRtbC4KIg8hshjiDyGyGOIPIbIY4g8hshjiDyGyGOIPIbIY4g8hshjiDyGyGOIPIbIY4g8hshjiDyGyGOIPIbIY4g8hshjiDyGyGOIPIbIY4g8hshjiDyGyGOIPIbIY4g8hshjiDyGyGOIPIbIY4g8hshjiDyGyGOIPIbIY4g8hshjiDyGyGOIPIbIY4g8hshjiDyGyGOIPIbIY4g8hshjiDyGyGOIPIbIY4g8hshjiDyGyGOIPIbIY4g8hshjiDyGyGOIPIbIY4g8hshjiDyGyGOIPIbIY4g7hrhjiDuGuOOEK71dnV09zvT2tu62nvaegVdmpWPerJaBodHS2dXb1tHW3mLn83ra+/v7gbf1vBe/H9GFkT12bvvSv07UX0xa5mBz7Ny2mfWDgvb+w/+HpQyw5Kytt0UZ1jJ3bkt9Yv2GBk+e2v8rqZ+nTJzVP5KXApUdWubNa1FHtcydNr1FHN0njukTd27XMANxXLs0flaXMqF95twWaWJLn4bZSONmtUvV/v+N62mvYyple8QyM/JwYOO12dK8EXbbspff1rj89sblD+7731PrFzdwvjxt6cXNXHpxyvS2jt4WDbnkJUsvbekvewcubWkyZc7ApXUMXFp9kllV7OwTF7VrXfXrk7pndak9Sy+upAwEqbf/GsGX5vVfX2v///pfKl1Lb7y97D33/s807a5lP7W+ZT+1ruanVp8GpBvXhqoD0y3puFv4bkK6cY3I/XMoqQPnN36H7yOa7BhNdowmO0aTHaPJjtFkxxB0DEHHEHQMQccQdAxBxxB0DEHHEHQMQccQdAxBxxB0DEHHEHQMQccQdAxBxxB0DEHHEHQMQccQdAxBxxB0DEHHEHQMQccQdAxBxxB0DEHHEHTM63yCxpqgsSZorAkaawI1E6iZQM0EaiZorAkaawIpE0iZQMoEUiaQMoGUCaRMIGUCKRNImUDKBFImkDKBlAmkTCBlAikTSJlAygRSJpAygZQJpEwgZYLGmqCxJvAxgY8JfEzgYwIfE/iYwMcEPibwMYGPCXxM4GMCHxP4mMDHBD4m8DGBjwl8TOBjAh8T+JjAxwQ+JvAxgY8JfEzgYwIfE/iYwMcEPibwMYGPCXxM4GMCHxP4mMDHBD4m8DGBjwl8TOBjAh8T+JjAxwQ+JvAxgY8JfEzgYwIfE/iYwMcEPibwMYGPCXxM4GMCHxP4mMDHBD4m8DGBjwl8TOBjAh8T+JjAxwQ+JvAxgY8JfEzgYwIfE/iYwMcEPibwMYGPCXxM4GOCxpqgsSbwM4GfCfxM4GeCxpqgsSZorAkaa4LGmqCxJmisCRprgsaaoLEmaKwJGmuCxpqgsSZorAkaa4LGmqCxJmisCRprgsaaoLEmaKwJGmuCxpqgsSZorAkaa4LGmqCxJmisCRprgsaaoLEmaKwJGmuCxpqgsSZorAkaa4LGmqCxJmisCRprgsaaoLEmaKwJGmuCxpqgsSZorAkaa4LGmqCxJmisCRprgsaaoLEmaKwJGmuCxpqgsSZorAkaa4LGmqCxJmisCRprgsaaoLEmaKwJGmuCP7IT/JGdoNEm+CM7QcNN0HATNNwEDTdBw03gfoKGm6DhJmi4CdxP0HATNNwEDTeB/wl8T+B7At8T+J7A9wS+J/A9ge8JfE/gewLfE/iewPcEvifwPYHvCXxP4HsC3xP4nsD3BL4n8D2B7wl8T+B7At8T+J7A9wS+J/A9ge8JfE/gewLfE/iewPcEvqfwPYXvKXxP4XsK31P4nsL3FL6n8D2F7yl8T+F7Ct9T+J7C9xS+p/A9he8pfE/hewrfU/iewvcUvqfwPYXvKXxP4XsK31P4nsL3FL6n8D2F7yl8T+F7Ct9T+J7C9xS+p/A9he8pfE/hewrfU/iewvcUvqfwPIXnKTxP4XkKz1N4nsLzFJ6n8DyF5yk8T+F5Cs9TeJ7C8xSep/A8hecpPE/heQrPU3iewvMUnqfwPIXnKTxP4XkKz1N4nsLzFJ6n8DyF5yk8T+F5Cs9TeJ7C6xRep/A6hdcpvE7hdQqvU3idwusUXqfwOoXXKbxO4XUKr1N4ncLrFF6n8DqF1ym8TuF1Cq9TeJ3C6xRep/A6hdcpvE7hdQqvU3idwusUXqfwOoXXKbxO4XUKr1N4ncLrFF6n8DqF1ym8TuF1Cq9TeJ3C6xRep/A4hccpPE7hbwp/U/ibwt8U/qbwN4W/KfxN4W8Kf1P4m8LfFP6m8DeFvyn8TeFvCn9T+JvC3xT+pvA3hb8p/E3hbwp/U/ibwt8U/qbwN4W/KfxN4W8Kf1P4m8LfFP6m8DeFvyn8TeFvCn9T+JvC3xT+pvA3hb8p/E3hbwp/U/ibwt8U/qbwN4W/KfxL4V8K/1L4l8K/FP6l8C+tNc7H/NF/U/iYwscUPqbwMYWPKXxM4WMKH1P4mMLHFD6m8DGFjyl8TOFjCh9T+JjCtxS+pfAthW8pfEvhWwYvMniRwYsMXmRDG8dRRIaYIKaIZcQKYoZYRawh5oj1eTJ4kcGLDF5k8CKDFxm8yOBFBi8yeJHBiwxeZPAigxcZvMjgRQYvMniRwYsMXmTwIoMXGbzI4EUGLzJ4kcGLDF5k8CKDFxm8yOBFBi8y9MEMfmTwI4MfGfzI4EcGPzL4kcGPDH5k8CODHxn8yOBHBj8y+JHBjwx+ZPAjgx8Z/MjgRwY/MviRwY8MfmTwI4MfGfzI4EcGPzL4kcGPDH5k8CODHxn8yOBHBj8y9MEMfTCDLxl8yeBLBl8y+JLBlwy+ZPAlgy8ZfMngSwZfMviSwZcMvmTwJYMvGXzJ4EsGXzL4ksGXDL5k8CWDLxl8yeBLBk8yeJLBkwyeZPAkgycZPMngSQZPMniSwZMMnmTwJIMnGTzJ4EkGTzJ4ksGTDJ5k8CSDJxn6X4b+l8GbDN5k8CZD/8vgTwZ/MviTwZ8M/mTwJ4M/GfzJ4E8GfzL4k8GfDP5k8CeDPxn8yeBPBn8y+JPBnwz+ZPAngz8Z/MngTwZ/MviTwZ8M/mTwJ4M/GfzJ4E8GfzL4k8GfDP5k8CeDPxn8yeBPBn8y+JPBnwz+ZPAngz8Z/MngTwZ/MviTwZ8M/mTwJ4M/Gfpfhv6Xof9l6H8Z+l+G/peh/2Xofxn8y+BfBv8y+JfBvwz+ZfAvg38Z/MvgXwb/MviXwb8M/mXwL4N/GfzL4F8G/zL4l8G/DP5l8C+Dfxn8y+BfBv8y9MMM/TBDP8zQDzP4mTX8i36Xod9l6GsZ+lqGvpahr2Xoaxn62gT1M0H9TFA/E9TPBPUzQf1MUD8T1M8E9TNB/UxQPxPUzwT1M0H9TFA/E9TPBPUzQf1MUD8T1M8E9TNB/UxQPxPUzwT1M0H9TFA/E9TPBPUzQf1MUD8T1M8E9TNB/UxQPxPUzwT9RoI6mqCOJqijCepogjqaoI4mqKMJ6miCOpqgjiaooynqSIo6kqKOpKgjKepIijqSoo6kqCMp6kiKOpKijqSoIynqSIo6kqKOpKgjKepIijqSoo6kqCMp6kiK+pGifqSoHynqR4r6kaJ+pKgfKepHiucxxfOY4nlM8TymeB5TPI8pnscUz2OK5zGtNfLhOvA8pngeUzyPKZ7HFM9jiucxxfOY4nlM8TymeB5TPI8pnscUz2OK5zHF85jieUzxPKZYL6dYL6dYL6dYL6d4XlM8ryme1xR/n0rx96kUf59K8RyneI5TPMcpnuMUz3Faf45Ltfo6vD+WECPEGJEgUkSGmCCmiGXECmKGWEWsIeaI4JfAL4FfAr8Efgn8Evgl8Evgl8AvgV8CvwR+CfwS+CXwS+BH4EfgR+BH4EfgR+BH4EfgR+BH4EfgR+BH4EfgR+BH4Mfgx+DH4Mfgx+DH4Mfgx+DH4Mfgx+DH4Mfgx+DH4MfgE/AJ+AR8Aj4Bn4BPwCfgE/AJ+AR8Aj4Bn4BPwCfgU/Ap+BR8Cj4Fn4JPwafgU/Ap+BR8Cj4Fn4JPwafgM/AZ+Ax8Bj4Dn4HPwGfgM/AZ+Ax8Bj4Dn4HPwGfgJ+An4CfgJ+An4CfgJ+An4CfgJ+An4CfgJ+An4CfgJ+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4JfBL4NfBr8Mfhn8Mvhl8Mvgl8Evg18Gvwx+Gfwy+GXwy+BXwK+AXwG/An4F/Ar4FfAr4FfAr4BfAb8CfgX8CvgV8CvgZ+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+BXwa+CXwW/Cn4V/Cr4VfCr4FfBr4JfBZ+DA8/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EyecHXywM5kdWE9TK7/nxAXDgRjcmMbm7GwMaqfB8/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+TwTA7P5PBMDs/k8EwOz+RV8KvgV8Gvgl8FvwZ+Dfwa+DXwa+DXwK+BXwO/Bn4N/Br4NfBr4NfAr4FfAz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8HPwc/Bz8Hn4PPS+qU+oO4eCDgXdA56Bx0DjoHnYPOQeegc9A56LB/Dvtz2J/D/hz257A/h/057M9hfw77c9ifw/4c9uewP4f9OezPYX8O+3PYn8P+HPbnsD+H/Tnsz2F7Dttz2J7D9hy257A9h9057M5hdw67c9idw+4cduewO4fdOezOYXcOu3PYnUcNHq4PduewO4fdOezOYXcOu3PYncPuHHbnsDuH3TnszmF3Drtz2J3D7hx257A7h9057M5hdw67c9idw+YcNuewOYfNOWzOYXMOe3PYm8PeHPbmsDeHvTnszWFvDmtz2JrTRl7MH3bmsDOHnTnszGFnDjtz2JnDzhx25rAzh5057MxhZw47c9iZw84cduawM4edOezMYWcOO3PYmcPOHHbmsDOHnTnszGFnDjtzdH0cXR9H18fR9XF0fRxdH4eNOWzMYWMOG3PYmMPGHDbmaYOH64WNOWzMYWMOG3PYmMPGHDbmsDGHjTlszGFjDhtz2JjDxhw25rAxh405bMxhYw4bc9iYw8YcNuawMYeNOWzMYWMOG3PYmMPGHDbmsDGHjTlszGFjDhtz2JjDxhwW5rAwh4U5LMxhYQ4Lc1iYw8IcFuawMIeFOSzMYWEOC3NYmMO+HPblsC+HfTnsy2FfDvty2JfDvhz25bAvh3057MthXw7bctiWw7YctuWwLYdtOSzLYVkOy3JYlsOyHJblsCyHZTksy2FZDstyWJbDshyW5bAsh2U5LMthWQ7Lcg4eBw9e5fAph085fMrhUw6fcviUw6ccPuV1n0ZD6x7tjyXECDFGJIgUkSEmiCliGbGCmCFWEWuIDS43Z7TP7Otum97SM6v+Vok6fZ3T27p7Wrv6357W4czv6+ptW/rvmXT3tE3HMbweI2AiYCJgImCiXJ3b3jnwr6+0tXZ14uyYGG2LWjta5vZnxzs4Psa0KCJDfob8DPkZjmeN4zCfBLcxwe1KcLsS3K4EtyvB7UpwuxKcX8b5ZXwMZXwMZXwMZeStDHVauzq6Oud2dbb1tnQvxruR3NHe3YIXQFeYOq+tp/8ovAS5AnKlIk/v6pyJF7isCi6rgmllmFaGaWWYVoZpZZhWBmaGy81wuRmgGaAZbmuG25rhtmbgZ+Bn4FfBr681oxK+haX6Kqs/MsTEaOvpbZ/b0osvSqnu+f6Y60tv1az27ulG78KugUGP0f9WW/vMWb2z7N5Z3W0Y91gz2hc0xnZP//euEy/qqVJitHR3dy3saJvRqw2M+uaZA7F76WH1X07vWthZH03rhxk4bHqn3RxN62kzu7p7Zy39J3daOuz2zt6l3+/W3vauTqttfl/7gpaOts7WNmVWV19Pm9P/9e/omtne2tLR2dVrLj24f5Hd0TuvOZzWq0/oX40u/W/poITB0OYgbgyixoA0BmljUG4MWGOQNAYUA9LIEzVOpw0EbWSOG3mixjtR45iokYc2pkoaB8eNaUTNQYMeNeYTNweNX5EGotSENjJHjamS5sGNzKQxH9K8rkZm0jidNi+wmWfgHa1v3rSOrtY5Wv9nuDQq9VcdM+qxuxeve3tmtUxvUwZ+atPnDERjRntHR39R61qkDu+/OUmsDi+llNQDLZn1X3f3fw203u72lpl98+qxG6+nd9Zjxwx16T+/1DHQZUW0Wh1IEMdGe+eCaX39OXqXjuqHmF3z2jrxZs/c9v6vbUtrW//3bUHzhdTT16nOaJvb/42Tl/5Qeub1z1Vu7eibpsxqa+mHT29v6S810625fT34Dra5y4wbdRSbgKJqfdnbH0uIEWKMSBApIkNMEFPEMmIFMUOsItYQc0TwUYerCfgJ+An4qM9V1Ocq6nMV9bmK+lxFfa4m4CfgJ+An4Cfgo47jj7uVpBlTxDJiBTFDrCLWEHNEXo/1NrA/lhAjxBiRIFJEhgh+BH4EfgR+BH4EfgR+BH4Efgx+DH4Mfgx+DH4Mfgx+DH4Mfgx+DH4Mfgx+DH4Mfgw+AZ+AT8An4BPwCfgEfAI+AZ+AT8An4BPwCfgEfAI+BZ+CT8Gn4FPwKfgUfAo+BZ+CT8Gn4FPwKfgUfAo+A5+Bz8Bn4DPwGfgMfAY+A5+Bz8Bn4DPwGfgMfAZ+An4CfgJ+An4CfgJ+An4CfgJ+An4CfgJ+An4CfgJ+An4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Z3DK4ZXDL4JbBLYNbBrcMbhncMrhlcMvglsEtg1tucHHdFfAr4FfAr4BfAb8CfgX8CvgV8CvgV8CvgF8BvwJ+BfwK+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4GfgZ+Bn4VfCr4FfBr4JfBb8KfhX8KvhV8KvgV8GvIW8NeWvIV0OeGvLUkKeGPDXk4ZgHx3kc8+A4n+N8jvM5zueN8zEPjvvAcR847gPHfaj/mbOSof5mqL8Z6m+G+puh/maovxnqb4b6m6H+Zqi/Gepvhvqbof5mqL8Z6m+G+puh/maovxnqb4b6m6H+Zqi/Gepvhvqbof5mqL8Z6m+G+puh/maovxnqb4b6m6H+Zqi/Gepvhvqbof5mqL8Z6m+G+puh/maovxnqb4b6m6H+Zqi/Gepvhvqbof5mqL8Z6m+G+puh/maovxnqb4b6m6H+Zqi/GepvVq+/PK633Tyrt+H9MUYkiBSR1WMJvy/h9yX8vtT4fYJYQ8wReT1G4ETg1tcT/RF5I+SNkDdC3gh56+uJ/lhGrCBmiFVE8CPwI/Bj8GPwY/Bj8GPwY/Bj8GNwY3BjcGNwY3Bj8Ag4BByC/AT5CfISXBdBfoL8BPkJ8hPkJ7gu0uDguig4FBwKDsV1UHAoOBQcivwU+SnyU+RluA6G/Az5GfIz5GfIz5CfIT++ZxlDfob8DPkT5E+QP0H+BPkT5E+QP0H+BPkT5E+QP0H+BPlT5E+RP0X+FHlT5E2RL0W+FHlS5CkjTxl5yshTxjzLyFdGvjLmWUbeMvKWMc8y8peRv4K8FeSp4PtRQZ4K8lSQp4LzKzg/w/kZvs8Z5pdhfhnyZsibYZ4Z8mfIn+F7l4GTYb4ZeBm+dxm4VdyXKvg18Grg1cCrgVND/hry1pAnx/k55p3j/Bzn55hvjjw58uSYZ458OeaZY5458nPMk4PDcZ84eBzz5uBycDm4HFyO+8TB5+BzcDm4dX/yar2e90e8xvOE/pSjP+XoT3kV86ryxuv6vLDpkWPTI8emR45Nj7yG82qN4zG/GuZX4zgf88TmHY7NOxybdzg273BsruDYXMGxuYJjcwXH5gqOTRUcmyo4NlVwbKrg2FTBsamCY1MFx6YKjk0V/bF+HTme1zwFLwUnBSdF/hR58bxiswTHJgmOzREcmyM4NkdwbIrg2AzBsRmCYzMExyYIjk0QHJsgODY/cGx+4Nj8wLHpgWPTA8emB47NDhybHTg2O3BscuDY3MCxqYFjMwPHJgaOTQwcmxg4Ni9wbF7g2LzAsWmBY9MCx6YFjs0KHJsVODYrcGxS4NikwLFJgWNzAsfmBI7NCRybEjg2JXBsSuDYjMCxGYFjMwLHJgSOTQgcmxA4Nh9wbD7g2HzAsemAY9MBx6YDjs0GHJsNODYbcGwy4NhkwLHJgGNzAcfmAo7NBRybBjg2C/RHnI/nHNsCOLYFcGwL4NgWwLEtgGNbAMe2AM55VR/TMrdtdNuQoY1BqTGIGgPSGNDGgDUGSWOQNgZlo5FnaHNUao6i5ihujkhzRJsj1hwlzVHaHDUZUZMRNRlRkxE1GVGTETUZUZMRNRlRkxE1GXGTETcZcZMRNxlxkxE3GXGTETcZcZMRNxmkySBNBmkySJNBmgzSZJAmgzQZpMkgTQZtMmiTQZsM2mTQJoM2GbTJoE0GbTJok8GaDNZksCaDNRmsyWBNBmsyWJPBmgzWZCRNRtJkJE1G0mQkTUbSZCRNRtJkJE1G0mSkTUbaZKRNRtpkpE1G2mSkTUbaZKRNRtpklJuMcpNRbjLKTUa5ySg3GeUmo9xklJuMctlsPoNDi2GpGEbFMC6GpBjSYsiKYVIM02JY0EoFrVTQSgWtVNBKBa1U0EoFrVTQSgWtVNCighYVtKigRQUtKmhRQYsKWlTQooIWFbS4oMUFLS5ocUGLC1pc0OKCFhe0uKDFBY0UNFLQSEEjBY0UNFLQSEEjBY0UNFLQaEGjBY0WNFrQaEGjBY0WNFrQaEGjBY0VNFbQWEFjBY0VNFbQWEFjBY0VNFbQkoKWFLSkoCUFLSloSUFLClpS0JKClhS0tKClBS0taGlBSwtaWtDSgpYWtLSgpQWtXNDKBa1c0MoFrVzQygWtXNDKBa1c0IpaEhW1JCpqSVTUkqioJVFRS6KilkRFLYmKWhIVtSQqaklU1JKoqCVRUUuiopZERS2JiloSFbUkKmpJVNSSqKglUVFLoqKWREUtiYpaEhW1JCpqSVTUkqioJVFRS6KilkRFLYmKWhIVtSQqaklU1JKoqCVRUUuiopZERS2JiloSFbUkKmpJVNSSqKglUVFLoqKWREUtiYpaEhW1JCpqSVTUkqioJVFRS6KilkRFLYko1Wd2LJ43i5TjxoDUB8lQOrh/rbr0H1TZYyBmQ4e0ts6d93/eTAfebJySNgZlDJJGtoQ2BgkGaakxiBqDuDFonJXW58BINoBjtLQsLm2manDTBrc8tDFoUMoNSuNKk+aVlhtzK7PGoJG5jMzp0LgxII0BbQxwVho1jokax0SNY6LmMUlj0MgcYc5pPLQxKDUGUWPQyBw3MseNzHEjc9zIHDcyk8bBpHEwbRxDG8fQBp016KxBZ43T/19j19LcNo6Eb3nZSbxTuaRqbzu1py2XQYAAeBQlKuN5xJkk3mxySWkcT6IZP7J+7E721y/JBj5+4ECMTmigP3R/DaBJiBAlG7vb6MtGOzbasdGOi3ZctONiFC5GEVeFj6vCu2g5Lg/vomUXLftoOa4cH1eOjyvHx5XjfbTso+W4WnxcLT6uFh9Xi4+rxVfmr+ED5PvwAbIv61m9f7b+uLrfo9oNnYJUQNKQDKQSkoXkIHlIVZTajz9Rgg8NHxo+NHxo+NDwoeFDw4eGDwMfBj4MfBj4MPBh4MPAh4EPAx8GPkr4KOGjhI8SPkr4KOGjhI8SPkr4KOHDwoeFDwsfFj4sfFj4sPBh4cPCh4UPBx8OPhx8OPhw8OHgw8GHgw8HHw4+PHx4+PDw4eHDw4eHDw8fHj48fHj4qOCjgo8KPir4qOCjgo8KPir4qOCjij7aTz+QFKQCkoZkIJWQLCQHyUOCDwUfCj4UfCj4UPCh4EPBh4IPBR8KPgr4QJ4r5LlCnivkuUKeK+S5Qp4r5LlCnivkr0L+KuSvQv4q5K9C/ipkrULWKmStQtYqZK1CrirkqkKuKmSjQjYqZKNCNipko0I2KmSjQjYqZKNCNipko0I2KmSjQjYqZKNCNipko0LmKeSbQr4p5JtCvinkm0K+KeSbQr4p5JtCvinkm0K+KeSbQr4VyKMCeVQgj4qq3O33MHa5v75Y36ByfvphHTAaV3iNK7zGCtE6WHDF/q/ri1WoaK6UfSV2wNTqUgWATwDWheZ5QgMDrV3st0gATkuzV+S8rTDGB7ae2baVBFOF5pIxJWMMriEG2W+Q8waZbpCjphjaHCT0xf3UYIwNcs8g4wzyzJgwCNUsIYZUMyaEWtUpALZMiLNKxtnglmjKMKDVIgWAVxlmqmpSAEjaQHJ2QEPZVoa11la4q/WhuWBMMj/GFaFZM0YnGH8QmkvGyByGimNKniuztEIGZmygZljNsGTEy4PIZZ42F5Bi0Mkwlir0q3nwah68+oD41Lykax6/umCYYZhhmEnc6zDMNQ9hXaYYG5otY2yCMTEMxxiXYkxo9ozxKSaMUl0lzdjLlWUkk44zbgeljUyWPATJxa7EDaDElqr0IQ/mC+o3b9IKG8EupqxC14XiS5wtQuotk+S1uApYHfot6xQQcno5J+dtZRi0ZRK8xV3WYm9scQWwuN9aXJQtxtPiQmBL85Q+eOBav3/Vfux4Sh9Fchr00Rv7/EmDPuXGPiMNlql8MvJNqumGJKexG/vYjX3cxj5uYx+/sY//c58wkWb/7PLkLNyRXV95wh//6lL18CfJZ8HQGGbOYYa98t2Hx+4/1d6npe2fXmxQuimln1JWOaWNoClllpCdImSnCNmE0JMtgndTLN02PbMs3RRLN8Uya85PsfRTLP02ZrMs/RTLbI9qimU1xbKaYllt4zPLMlmXWI85lmOlnVK6KaWfUiYsswmCxNhGmSWSTZCxMjsy2VwYK7Mjk82FsTJLKJsLk/Flc2GszLLM5sJYmWWZzYXJgc7mwliZZZnNhbFy0meWZTLjmOkcy7HSTindlNJPKROW2aWHJbeNMssyu5DGyizL7J0kmwNY+1Mst+qZJeKm5i+bC2Nl1mc2F8bKLKFsLkyGkM2FsTLLMpsLY+WkzyzLZCwxhjmWY6WdUroppZ9SJiyzk4rJ3EaZZZnNhbEyyzKbC9nVhVU1xTKbC2NllmV2lY2VWZZZc5MDPRnfVmazqyybC2Nl1mc2F8bK7MhkcyHLEuxyLMdKO6V0U0o/pUxYZocLw7SNMssymwtjZZZlNhey84b5mmKZzYWxMssymwtjZZZl1lw2F8bKLMtsLoyVWZbZO0l2JWMFT7GcnIXJ4FOf8im6KOIz+ULHc8rCxJOWViohWUgOkodURSmeqBYeUlWFB28NP2Fq+JnVclShxz/yNEu+D1Gr91IuhsEs6yLXqJNGYaIP4plUKzlIHlIVpXjS2ErygMqV/FhX44ixlaoAUAkgjmsr6QAoUkAJyQWATgFgU6kAMAmgAskqkixTAEhWkSQ/ydTqIBqmR8ddJcFE254xPsVEqjgm1Dgc1DgSbKUY6TzpriK7BbtYDKugq+CBrysbhjUMaxi2ZNiSYcvEfXg06Sw9ie4qCSYwt4oxitxZelrdVQhWMEwzTDNMM8wwzDAsWQSqjOTLtBljXkbm6dSXmLJwpOFsOu8W82fDCrDppMezw1YK82erBOCwFlwkOUsBIIl0wrmhVj7yWiSdvP62/3PsPr/1gZFS6ff97wqeXJ7/0mf8BlD/85/TILONJTNlyW7DyW7DyW7DyW7g9Lfu/7u/Mkw5zDZ2xoQYsymyPObrfLaxsw2fcVx/D/9a/pUh2gjbytqY2EbYpLVNw7URtpW1r3DbZl15xLF5/AfM1+3YLezY6eg2UdoI28ramNhGWGrtKV/3OgwORcL1rL167qz7Pv2BSGzF9kHHr0q0koZkIJWQLCQHyUOKl1Udv5rUSvBRwUelw1dBmz4g2245sKkavh+aNC5zjfNMY1nkGsP5V1ly90XS+PB/p1eX+5dnH65vvpyd7l5enA6Vm/8Omkf973Sh+vDXy9srqq3/Q/2u138M/fqf8Rqq/Q96DR0v1uTwfs/l88XtefeTYSJ0HDrhgfjvxPu9b5E6vz2u89njxF8viq8e2PvppDuz/Tb8kzuNFM+l+EmKYykO96+vD/SdH6T4WYqVFL9J8bsUZ1L8W4obKb70Rc+oE8R3r+kNK+ml7qz7VdkSOimuT+7UUsylWEjRSLGU4pkU30lxKMX3UvwgxY9S/CTFcymOpHghxc9SvJTilRSvpTiW4p9SvJHiX1K8leJdX9ydCbW7R1Lu/Hh9trr+JPLRID94/eny6qIX7zU30tZtPbpf0xbwrM/9IEuydvLerPsNrdvzX89O/wjKm/XZB1E+msVfFhcns6v1xcdefDg/aS8GZ2cr6dOQ8YaMNyPjj5rE4M4h9Tukfofjfodpv+cDx50jsnFENo7GgR1RYEepvWOycUw2jsc8jtN+bwfs7ux8dXJ1eREG8Zfu5xyDovsBvNPfRTEfeuzMT1axw+NnH9qbxMnJ6cWN6BaDrpWvLlfSvtuwl2bw8rhJDew27LUha8+IWneFUkUhFuaphb3vRsHf/+6X1VWYq2Eodw+Z0SEZPyQGjw9T43cPJZ/2vh85EUrahtVO4yuKOiiGgO7/2JoOy2IMN2VQDPB7TVjCu0dM/Ggg/s3Rp9uLj6ur2/Oz1W2w/HJsuQwMX9LIvqKV82oU18NXScK8GrqJPSuTEO5hpa12XlOIrzHyxzTyxxzA8RDAg2Pk6TfHf4pl95jmZe/NOEveUCq8GQJ69CZZ+Xtvx5nxdpQZZObdYObxu9E6f0c50F9eOKP4UiIXu6Hhwaz7+CDDU5/eiPTg2er8fDUMq65MyAbZ6Qj8XYS3l8pVvHzGtvuHl7Hxh9Xnz6u4EM9/+SDy3Z9upXweyn+t43paYzruvpDGey8/XYqxV+uPgdm916vbMBPE6t6LT6HLPAovrtcUyqwKo9TFfXN5cSkj/ZcQ2tDysI1qqD3q4iF4YEktx2MDj4/OTz9yn85EMr1PQp+ksadpDhRXCq5orhiulFyxXHFc8VypuDLjSs2VOVcariypog64wiEoDkFxCIpDUByC4hAUh6A4BMUhKA5BcQiKQ1ALrnA8iuMpOJ6C4yk4noLjKTieguMpOJ6C4yk4noLjKTieguMpOJ6C4yk4noLjqSQe2bl+uLiUnWsvdDvXTgg7106UnatI3c61x3X7xB4nO9delJ1rD+x3j520s5JLV7dF3VnJBaeT91Z0yROlXIs7mXZKXTXslDoR+4K+S9gXiCJch7sKX/u6ergP2MrsnBKdhuicjug8Ok0oYKcgHQe/vFMQIPGIOwXi4OLLF61Uxp1Xj30+sMHtVhSDkZ1bon87dKCdVK86HuziviaKgXm4r3Xi6L4m3TiOsLPsPgDEnWUnJzvLroF2loIVHiKL607GZqar8Gamq8stQ6zhYttV0wtnbyde4qjixNvZwDLsdeZBIaPZezrr9jrSKpt/IYpgNQWrx8HqNFhNwWoKVnOwehSsxgat77UizyvyvBp5jrnSs0iGRD9Y9bPa216FmZcuxGhFjPZ+GxkPlJx0G8ZR8zhqGkeNcdQ0jgFu9VAp2gtxj7qhvjfdZqxv/UIRfxmP9Zd0rL8MI/Vodf759Op6dfFhuMIV4c6wNx9trPaejRpyrxt2fwpNrxtqh6crDk9XHJ6uODxdcXi64vB0xeHpisPTFYenKw4nNq6Cjwo+KvjAwY2r4CO++NX9EDYkBamApCEZSCUkGx6q8xmK5TMUy2cols9Q+JUaF16pkYqjL/R3lQHmDhimGFakFerD5yX84o1zfCriyrRCBko2YBlmGWYZxkdgbYVgjmF8CuYqrsy4UnNlnlbI9JxN8+mX49Mvx6dfjmfO8cw5njnHM+d45pzMXPLFdLfxy+wZDfqYjX1IE1defMep4Jc/Cn75o+CXPzS/jKL5ZRRdM4zfG9D83oCeM4xfdNALhi0YxgfUumFYwzA+rdZ8Wq2Tk8UqvnDQSgUkDclAKiFJfnp+v8jz+0V+RqPkZwXDCoYVDNMM0wzTDDMMMwwzDCsZVjKsZJhlmGWYZZhjmGOYY5hnmGeYZ1jFsIphFcNmDKu5IgvqKbNOnts/5RASTfjNhvh1hCV9HWGhc40m09jMksaelD5wA6KtvOdGWXjtR7Xh5Yr2xjtU2n1lrHS/zDZouiPjfl/UL732A2I8xbVJc/jygV02Q9duavo9Gs/gsPuyfNuwBwt+74OpWSH9D8l+CSuUX/lNgPbjXxWYKJ48xROueMIbhi3TCvWhu5rn19Q8v6bm+TU1XzMDfmfN1zqtkAFOO36BzfMLbL7mtKs5n/j9NF9zPtWcT/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"/><div class="c x0 y1 w2 h0"><div class="t m0 x1 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"><span class="fc6 sc0"> </span></div><div class="t m0 x1 h3 y3 ff2 fs0 fc1 sc0 ls0 ws0"><span class="fc6 sc0"> </span></div></div><div class="c x0 y4 w3 h4"><div class="t m0 x2 h2 y5 ff1 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y6 ff1 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y7 ff1 fs0 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y8 ff1 fs0 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x3 h5 y9 ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x3 h5 ya ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x3 h5 yb ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x3 h5 yc ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x3 h5 yd ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x3 h5 ye ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x3 h2 yf ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y10 ff3 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y11 ff3 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y12 ff3 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y13 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y14 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y15 ff3 fs1 fc3 sc0 ls0 ws0">Consolidated  statements  </div><div class="t m0 x4 h6 y16 ff3 fs1 fc3 sc0 ls0 ws0">DataWalk Capital Group </div><div class="t m0 x4 h7 y17 ff3 fs2 fc4 sc0 ls0 ws0">For the year ended December 31, <span class="_ _0"></span><span class="ls1">2024</span>. </div><div class="t m0 x4 h5 y18 ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y19 ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y1a ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y1b ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y1c ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y1d ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h8 y1e ff1 fs3 fc5 sc0 ls0 ws0"> </div><div class="t m0 x3 h2 y1f ff1 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 x3 h2 y20 ff1 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 x5 h2 y21 ff1 fs0 fc3 sc0 ls0 ws0">April 2025.</div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi x4 y22 w4 h9" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x6 ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x7 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">For the year ended December 31, <span class="ls1">2024</span>. </div><div class="t m0 x8 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x9 y27 w5 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 2 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hd y29 ff3 fs6 fc3 sc0 ls0 ws0">Table of contents </div><div class="t m0 x4 he y2a ff1 fs0 fc3 sc0 ls0 ws0">C<span class="fs4">ONSOLIDATED FINANCIAL STATEMENTS<span class="_ _0"></span> OF THE </span>D<span class="fs4">ATA</span>W<span class="fs4">ALK </span>C<span class="_ _0"></span><span class="fs4">APITAL </span>G<span class="fs4">ROUP</span> <span class="_ _4"></span><span class="ls2">........................................................<span class="ls0"> <span class="_ _5"></span>4<span class="ff2 fs6 fc0"> </span></span></span></div><div class="t m0 xa he y2b ff1 fs0 fc5 sc0 ls0 ws0">Consolidated statement of fin<span class="_ _5"></span>ancial position of the DataWalk Capital Group<span class="ls2">.......................................................</span> <span class="_ _5"></span>5<span class="ff2 fs6 fc0"> </span></div><div class="t m0 xa he y2c ff1 fs0 fc5 sc0 ls0 ws0">Consolidated income stateme<span class="_ _5"></span>nt w<span class="_ _0"></span>ith statement of compre<span class="_ _5"></span>hensive income of DataWalk Group <span class="_ _4"></span><span class="ls2">...........................<span class="ls0"> <span class="_ _5"></span>7<span class="_ _5"></span><span class="ff2 fs6 fc0"> </span></span></span></div><div class="t m0 xa he y2d ff1 fs0 fc5 sc0 ls0 ws0">Consolidated statement of cha<span class="_ _5"></span>ng<span class="_ _0"></span>es in equity of the Data<span class="_ _5"></span>Walk Capital Group <span class="ls2">......................................................</span> <span class="_ _5"></span>9<span class="ff2 fs6 fc0"> </span></div><div class="t m0 xa he y2e ff1 fs0 fc5 sc0 ls0 ws0">Consolidated statement of cash flo<span class="_ _5"></span>ws of the DataWalk Capital Group <span class="_ _5"></span><span class="ls2">...............................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">11<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 x4 he y2f ff1 fs0 fc3 sc0 ls0 ws0">N<span class="fs4">OTES TO THE CONSOLIDATED FINANCI<span class="_ _0"></span>AL STATEMENTS OF THE <span class="_ _0"></span></span>D<span class="fs4">ATA</span>W<span class="fs4">ALK </span>C<span class="fs4">APITAL </span>G<span class="_ _0"></span><span class="fs4">ROUP</span> <span class="_ _4"></span><span class="ls2">...............................<span class="ls0"> <span class="_ _6"></span><span class="ls1">12<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y30 ff1 fs0 fc5 sc0 ls0 ws0">Basic information <span class="_ _7"></span><span class="ls2">.................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">13<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y31 ff1 fs0 fc5 sc0 ls0 ws0">General information about t<span class="_ _8"></span>he Group <span class="_ _5"></span><span class="ls2">..................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">14<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y32 ff1 fs0 fc5 sc0 ls0 ws0">Composition of the parent <span class="_ _5"></span>company&apos;s bodies as of December 31, 2024. <span class="_ _4"></span><span class="ls2">.............................................................<span class="ls0"> <span class="_ _6"></span><span class="ls1">15<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa h2 y33 ff1 fs0 fc5 sc0 ls0 ws0">Basis for the preparation of the<span class="_ _8"></span> financial statements - including a desc<span class="_ _5"></span>ription of circumstances indicating a </div><div class="t m0 xa he y34 ff1 fs0 fc5 sc0 ls0 ws0">threat to the continuation of o<span class="_ _5"></span>per<span class="_ _0"></span>ations <span class="_ _7"></span><span class="ls2">................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls1">17<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y35 ff1 fs0 fc5 sc0 ls0 ws0">Statement of compliance <span class="_ _7"></span><span class="ls2">......................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">18<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y36 ff1 fs0 fc5 sc0 ls0 ws0">The impact of the political<span class="_ _8"></span> and economic situation on t<span class="_ _5"></span>he <span class="_ _0"></span>territory of Ukrai<span class="_ _8"></span>ne <span class="_ _9"></span><span class="ls2">...................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">19<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y37 ff1 fs0 fc5 sc0 ls0 ws0">Approval of consolidated fina<span class="_ _5"></span>ncial statements <span class="ls2">....................................................................................................</span> <span class="_ _5"></span><span class="ls1">19<span class="ff2 fs6 fc0 ls0"> </span></span></div><div class="t m0 xa he y38 ff1 fs0 fc5 sc0 ls0 ws0">Functional and reporting currency <span class="_ _6"></span><span class="ls2">.......................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls1">20<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y39 ff1 fs0 fc5 sc0 ls0 ws0">Estimates and professional ju<span class="_ _8"></span>dgment <span class="_ _7"></span><span class="ls2">...................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">20<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y3a ff1 fs0 fc5 sc0 ls0 ws0">Description of accounting pri<span class="_ _5"></span>nciples (policies) adopted <span class="_ _a"></span><span class="ls2">......................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">20<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y3b ff1 fs0 fc5 sc0 ls0 ws0">Changes in applied accountin<span class="_ _5"></span>g principles <span class="_ _4"></span><span class="ls2">............................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">33<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y3c ff1 fs0 fc5 sc0 ls0 ws0">New standards, interpretations an<span class="_ _5"></span>d <span class="_ _0"></span>amendments to publish<span class="_ _8"></span>ed standards <span class="_ _9"></span><span class="ls2">.............................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">34<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y3d ff1 fs0 fc5 sc0 ls0 ws0">Information on corrections of <span class="_ _5"></span>pr<span class="_ _0"></span>ior period errors <span class="ls2">................................................................................................</span> <span class="_ _6"></span><span class="ls1">34<span class="ff2 fs6 fc0 ls0"> </span></span></div><div class="t m0 x4 h2 y3e ff1 fs0 fc3 sc0 ls0 ws0">S<span class="fs4">ELECTED NOTES AND EXPLA<span class="_ _0"></span>NATIONS TO THE CONSOLIDATED F<span class="_ _0"></span>INANCIAL STATEMENTS OF THE <span class="_ _0"></span></span>D<span class="fs4">ATA</span>W<span class="fs4">ALK </span>G<span class="fs4">ROUP</span></div><div class="t m0 x4 he y3f ff1 fs0 fc3 sc0 ls0 ws0"> <span class="_ _5"></span><span class="ls2">.................................................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">35<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y40 ff1 fs0 fc5 sc0 ls0 ws0">Note 1.1 Property, plant and e<span class="_ _5"></span>qu<span class="_ _0"></span>ipment <span class="_ _9"></span><span class="ls2">...............................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls1">36<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y41 ff1 fs0 fc5 sc0 ls0 ws0">Note 1.2 Changes in property<span class="_ _5"></span>, p<span class="_ _0"></span>lant and equipment by t<span class="_ _5"></span>yp<span class="_ _0"></span>e groups <span class="_ _b"></span><span class="ls2">....................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">37<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y42 ff1 fs0 fc5 sc0 ls0 ws0">Note 2.1 Intangible assets <span class="_ _5"></span><span class="ls2">....................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">39<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y43 ff1 fs0 fc5 sc0 ls0 ws0">Note 2.2 Changes in inta<span class="_ _8"></span>ngible assets by type groups <span class="_ _6"></span><span class="ls2">.........................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">40<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y44 ff1 fs0 fc5 sc0 ls0 ws0">Note 2.3 Development costs in pro<span class="_ _5"></span>gr<span class="_ _0"></span>ess <span class="_ _7"></span><span class="ls2">................................................................................................<span class="_ _0"></span>..............<span class="ls0"> <span class="_ _6"></span><span class="ls1">42<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y45 ff1 fs0 fc5 sc0 ls0 ws0">Note 2.4 Costs of completed devel<span class="_ _5"></span>opment work <span class="ls2">................................................................................................</span>. <span class="_ _5"></span><span class="ls1">42<span class="ff2 fs6 fc0 ls0"> </span></span></div><div class="t m0 xa he y46 ff1 fs0 fc5 sc0 ls0 ws0">Note 3 Right-<span class="ls3">of</span>-use assets <span class="_ _5"></span><span class="ls2">...................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">43<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y47 ff1 fs0 fc5 sc0 ls0 ws0">Note 4.1 Receivables (non-current)<span class="_ _5"></span> <span class="ls2">.....................................................................................................................</span> <span class="_ _5"></span><span class="ls1">44<span class="ff2 fs6 fc0 ls0"> </span></span></div><div class="t m0 xa he y48 ff1 fs0 fc5 sc0 ls0 ws0">Note 4.2 Allowance for expect<span class="_ _5"></span>ed <span class="_ _0"></span>credit losses on receivabl<span class="_ _5"></span>es (non-current) <span class="ls2">......................................................</span> <span class="_ _6"></span><span class="ls1">44<span class="ff2 fs6 fc0 ls0"> </span></span></div><div class="t m0 xa he y49 ff1 fs0 fc5 sc0 ls0 ws0">Note 5 Deferred tax assets a<span class="_ _8"></span>nd liabilities <span class="_ _4"></span><span class="ls2">.............................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">44<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y4a ff1 fs0 fc5 sc0 ls0 ws0">Note 6 Contract assets and lia<span class="_ _5"></span>bilities <span class="_ _5"></span><span class="ls2">................................<span class="_ _0"></span>...................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">46<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y4b ff1 fs0 fc5 sc0 ls0 ws0">Note 7.1 Trade receivables <span class="_ _b"></span><span class="ls2">...................................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls1">47<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y4c ff1 fs0 fc5 sc0 ls0 ws0">Note 7.2 Allowance for expect<span class="_ _5"></span>ed <span class="_ _0"></span>credit losses on trade recei<span class="_ _5"></span>vab<span class="_ _0"></span>les <span class="_ _b"></span><span class="ls2">....................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">48<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y4d ff1 fs0 fc5 sc0 ls0 ws0">Note 7.3 Age structure of trade<span class="_ _5"></span> r<span class="_ _0"></span>eceivables <span class="_ _6"></span><span class="ls2">.........................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls1">49<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y4e ff1 fs0 fc5 sc0 ls0 ws0">Note 7.4 Maturity structure of <span class="_ _5"></span>trade receivables <span class="_ _4"></span><span class="ls2">..................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">49<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y4f ff1 fs0 fc5 sc0 ls0 ws0">Note 7.5 Currency structure of tra<span class="_ _5"></span>de receivables <span class="_ _a"></span><span class="ls2">................................................................................................<span class="ls0">. <span class="_ _5"></span><span class="ls1">49<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y50 ff1 fs0 fc5 sc0 ls0 ws0">Note 8.1 Other receivables (s<span class="_ _5"></span>hort<span class="_ _0"></span>-term) <span class="_ _b"></span><span class="ls2">................................................................................................<span class="_ _0"></span>...............<span class="ls0"> <span class="_ _6"></span><span class="ls1">49<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y51 ff1 fs0 fc5 sc0 ls0 ws0">Note 8.2 Allowance for expect<span class="_ _5"></span>ed <span class="_ _0"></span>credit losses on other fin<span class="_ _8"></span>ancial receivables<span class="ls2">.....................................................</span> <span class="_ _6"></span><span class="ls1">50<span class="ff2 fs6 fc0 ls0"> </span></span></div><div class="t m0 xa he y52 ff1 fs0 fc5 sc0 ls0 ws0">Note 9 Financial assets (short-term<span class="_ _8"></span>) <span class="_ _b"></span><span class="ls2">.....................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls1">50<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y53 ff1 fs0 fc5 sc0 ls0 ws0">Note 10 Accruals (long-term and s<span class="_ _5"></span>hort-term) <span class="_ _6"></span><span class="ls2">......................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls1">50<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y54 ff1 fs0 fc5 sc0 ls0 ws0">Note 11.1 Cash and cash e<span class="_ _5"></span>quivalents <span class="_ _a"></span><span class="ls2">...................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">51<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y55 ff1 fs0 fc5 sc0 ls0 ws0">Note 11.2 Currency structure <span class="_ _8"></span>of cash and cash equivalents<span class="_ _5"></span> <span class="_ _a"></span><span class="ls2">.................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">51<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y56 ff1 fs0 fc5 sc0 ls0 ws0">Note 12 Primary capital <span class="_ _5"></span><span class="ls2">.......................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">52<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y57 ff1 fs0 fc5 sc0 ls0 ws0">Note 13.1 Capital from sale of<span class="_ _5"></span> sh<span class="_ _0"></span>ares above their nominal <span class="_ _5"></span>value<span class="_ _0"></span> <span class="_ _7"></span><span class="ls2">................................<span class="_ _0"></span>........................................<span class="ls0"> <span class="_ _6"></span><span class="ls1">53<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y58 ff1 fs0 fc5 sc0 ls0 ws0">Note 13.2 Changes in capital <span class="_ _5"></span>from sale of shares above their nominal value <span class="_ _4"></span><span class="ls2">......................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">54<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y59 ff1 fs0 fc5 sc0 ls0 ws0">Note 14 Other capitals <span class="_ _b"></span><span class="ls2">..........................................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls1">54<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y5a ff1 fs0 fc5 sc0 ls0 ws0">Note 15 Retained earnings <span class="_ _a"></span><span class="ls2">...................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">54<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y5b ff1 fs0 fc5 sc0 ls0 ws0">Note 16 Reserve capital <span class="_ _5"></span><span class="ls2">.......................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">55<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y5c ff1 fs0 fc5 sc0 ls0 ws0">Note 17 Lease liabiliti<span class="_ _5"></span>es (non<span class="_ _0"></span>-current and current) <span class="_ _b"></span><span class="ls2">..............................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls1">62<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div></div><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1463.440000px;width:464.700000px;height:21.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1438.620000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1413.800000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1388.980000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1364.160000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1315.340000px;width:464.700000px;height:24.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfd" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1290.520000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1265.700000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1240.880000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1216.060000px;width:455.200000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1191.260000px;width:464.700000px;height:12.400000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1166.440000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1141.620000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1116.800000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1091.980000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1067.160000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1042.340000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1017.520000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:992.700000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:967.880000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:931.060000px;width:465.200000px;height:18.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:894.240000px;width:464.700000px;height:18.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:869.420000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:844.600000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:819.780000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:794.960000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:770.140000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:745.320000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:720.520000px;width:454.700000px;height:12.400000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:695.700000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:670.880000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:646.060000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2e" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:621.240000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:596.420000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:571.600000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:546.780000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:521.960000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:497.140000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:472.320000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:447.500000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:422.680000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:397.860000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:373.040000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:348.220000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf34" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:323.400000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:298.600000px;width:454.700000px;height:12.400000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:273.780000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:248.960000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:224.140000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf37" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:199.316000px;width:454.700000px;height:12.412000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3e" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:174.496000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x4 y22 w4 h9" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x6 ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x7 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">For the year ended December 31, <span class="ls1">2024</span>. </div><div class="t m0 x8 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x9 y27 w5 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 3 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xa he y5d ff1 fs0 fc5 sc0 ls0 ws0">Note 18 Loans and advances (<span class="_ _5"></span>long<span class="_ _0"></span>-term and short-term) <span class="_ _6"></span><span class="ls2">....................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls1">63<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y5e ff1 fs0 fc5 sc0 ls0 ws0">Note 19 Incentive program li<span class="_ _8"></span>abilities <span class="_ _9"></span><span class="ls2">...................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">64<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y5f ff1 fs0 fc5 sc0 ls0 ws0">Note 20 Trade payables <span class="_ _b"></span><span class="ls2">........................................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls1">70<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y60 ff1 fs0 fc5 sc0 ls0 ws0">Note 20.1 Maturity structure <span class="_ _5"></span>of trade payables <span class="_ _4"></span><span class="ls2">....................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">70<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y61 ff1 fs0 fc5 sc0 ls0 ws0">Note 20.2 Currency structure <span class="_ _5"></span>of trade payables <span class="_ _a"></span><span class="ls2">...................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">71<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y62 ff1 fs0 fc5 sc0 ls0 ws0">Note 21 Other liabiliti<span class="_ _5"></span>es (sh<span class="_ _0"></span>ort-term) <span class="_ _9"></span><span class="ls2">...................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">71<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y63 ff1 fs0 fc5 sc0 ls0 ws0">Note 22.1 Other provisions (short-term)<span class="_ _5"></span> <span class="_ _a"></span><span class="ls2">..............................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">71<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y64 ff1 fs0 fc5 sc0 ls0 ws0">Note 22.2 Change in other provisi<span class="_ _5"></span>ons (short-term) <span class="_ _9"></span><span class="ls2">..............................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">72<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y65 ff1 fs0 fc5 sc0 ls0 ws0">Note 23.1 Sales revenue - by type<span class="_ _5"></span> <span class="_ _7"></span><span class="ls2">........................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">73<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y66 ff1 fs0 fc5 sc0 ls0 ws0">Note 23.2 Sales revenue - territ<span class="_ _5"></span>or<span class="_ _0"></span>ial structure <span class="_ _b"></span><span class="ls2">......................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">73<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y67 ff1 fs0 fc5 sc0 ls0 ws0">Note 23.3 Sales revenue - customer<span class="_ _5"></span> groups <span class="_ _6"></span><span class="ls2">.........................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">73<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y68 ff1 fs0 fc5 sc0 ls0 ws0">Note 23.4 Sales revenue - by method <span class="_ _5"></span>of r<span class="_ _0"></span>ecognition in the income st<span class="_ _8"></span>atement <span class="ls2">....................................................</span> <span class="_ _6"></span><span class="ls1">74<span class="ff2 fs6 fc0 ls0"> </span></span></div><div class="t m0 xa he y69 ff1 fs0 fc5 sc0 ls0 ws0">Note 24 Distribution of costs <span class="_ _6"></span><span class="ls2">...............................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">74<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y6a ff1 fs0 fc5 sc0 ls0 ws0">Note 25 Other operating income <span class="_ _4"></span><span class="ls2">..........................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">75<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y6b ff1 fs0 fc5 sc0 ls0 ws0">Note 26 Other operating expe<span class="_ _8"></span>nses <span class="_ _5"></span><span class="ls2">................................................................................................<span class="_ _0"></span>.......................<span class="ls0"> <span class="_ _6"></span><span class="ls1">75<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y6c ff1 fs0 fc5 sc0 ls0 ws0">Note 27 Financial income <span class="_ _6"></span><span class="ls2">....................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">75<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y6d ff1 fs0 fc5 sc0 ls0 ws0">Note 28 Finance costs <span class="_ _6"></span><span class="ls2">..........................................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls1">75<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y6e ff1 fs0 fc5 sc0 ls0 ws0">Note 29 Income tax <span class="_ _4"></span><span class="ls2">..............................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">76<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y6f ff1 fs0 fc5 sc0 ls0 ws0">Note 30 Asset impairment tes<span class="_ _8"></span>ts <span class="_ _b"></span><span class="ls2">............................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">77<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y70 ff1 fs0 fc5 sc0 ls0 ws0">Note 31 Information on business se<span class="_ _8"></span>gments <span class="_ _b"></span><span class="ls2">..........................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">80<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y71 ff1 fs0 fc5 sc0 ls0 ws0">Note 32 Proposal as to the m<span class="_ _5"></span>ethod of distribution of profit/loss for the fina<span class="_ _5"></span>ncial year <span class="_ _9"></span><span class="ls2">........................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">83<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y72 ff1 fs0 fc5 sc0 ls0 ws0">Note 33 Information on joint<span class="_ _5"></span> ventures <span class="_ _6"></span><span class="ls2">.................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">84<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y73 ff1 fs0 fc5 sc0 ls0 ws0">Note 34 Objectives and princi<span class="_ _5"></span>ples of financial risk management <span class="_ _4"></span><span class="ls2">........................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">84<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y74 ff1 fs0 fc5 sc0 ls0 ws0">Note 35 Transactions with re<span class="_ _5"></span>lated parties <span class="_ _a"></span><span class="ls2">............................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">90<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 x4 he y75 ff1 fs0 fc3 sc0 ls0 ws0">O<span class="fs4">THER NOTES TO THE CONSOLIDATED FI<span class="_ _0"></span>NANCIAL STATEME<span class="_ _0"></span>NTS OF THE </span>D<span class="fs4">ATA</span>W<span class="fs4">ALK </span>G<span class="fs4">ROUP</span> <span class="_ _6"></span><span class="ls2">..................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">91<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y76 ff1 fs0 fc5 sc0 ls0 ws0">Off-balance sheet liabiliti<span class="_ _5"></span>es<span class="_ _0"></span> <span class="_ _b"></span><span class="ls2">..................................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls1">92<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y77 ff1 fs0 fc5 sc0 ls0 ws0">Information on court case sett<span class="_ _5"></span>lements <span class="_ _9"></span><span class="ls2">..................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">92<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y78 ff1 fs0 fc5 sc0 ls0 ws0">Employment <span class="_ _7"></span><span class="ls2">.........................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">92<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y79 ff1 fs0 fc5 sc0 ls0 ws0">Capital risk management <span class="_ _b"></span><span class="ls2">......................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">92<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y7a ff1 fs0 fc5 sc0 ls0 ws0">Entity authorized to audit fi<span class="_ _5"></span>nancial statements <span class="_ _5"></span><span class="ls2">....................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">93<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y7b ff1 fs0 fc5 sc0 ls0 ws0">Remuneration of the Management B<span class="_ _5"></span>oard and Supervisory Board <span class="_ _7"></span><span class="ls2">.......................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">94<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y7c ff1 fs0 fc5 sc0 ls0 ws0">Loans to members of mana<span class="_ _5"></span>gement and supervisory bodies granted by the Group <span class="_ _a"></span><span class="ls2">..............................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">98<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y7d ff1 fs0 fc5 sc0 ls0 ws0">Explanatory commentary on s<span class="_ _8"></span>easonality or cyclicalit<span class="_ _5"></span>y <span class="_ _0"></span>of operations <span class="_ _4"></span><span class="ls2">..................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">98<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y7e ff1 fs0 fc5 sc0 ls0 ws0">Information on events relatin<span class="_ _5"></span>g to previous years <span class="_ _6"></span><span class="ls2">................................................................................................<span class="ls0">. <span class="_ _5"></span><span class="ls1">98<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 xa he y7f ff1 fs0 fc5 sc0 ls0 ws0">Information on events afte<span class="_ _8"></span>r the balance sheet date <span class="_ _5"></span><span class="ls2">..............................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls1">98<span class="ff2 fs6 fc0 ls0"> </span></span></span></span></div><div class="t m0 x4 h2 y80 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 hf y81 ff3 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y82 ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y83 ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y84 ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y85 ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y86 ff1 fs1 fc3 sc0 ls0 ws0"> </div></div><a class="l" href="#pf3f" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1517.220000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf40" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1492.400000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf46" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1467.580000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf46" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1442.760000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf47" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1417.940000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf47" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1393.120000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf47" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1368.300000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf48" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1343.480000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf49" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1318.680000px;width:454.700000px;height:12.400000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf49" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1293.860000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf49" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1269.040000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4a" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1244.220000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4a" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1219.400000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4b" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1194.580000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4b" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1169.760000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4b" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1144.940000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4b" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1120.120000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4c" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1095.300000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4d" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1070.480000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf50" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1045.660000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf53" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:1020.840000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf54" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:996.020000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf54" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:971.200000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5a" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:946.380000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5b" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:897.560000px;width:464.700000px;height:24.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5c" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:872.760000px;width:454.700000px;height:12.400000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5c" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:847.940000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5c" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:823.120000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5c" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:798.300000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5d" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:773.480000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5e" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:748.660000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf62" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:723.840000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf62" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:699.020000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf62" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:674.200000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf62" ><span class="d m1" style="border-style:none;position:absolute;left:157.300000px;bottom:649.380000px;width:454.700000px;height:12.410000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi xb y87 w6 h10" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAACoCAIAAABbmphIAAAACXBIWXMAABYlAAAWJQFJUiTwAAAANElEQVRYw+3KMQ0AMAgAMJgSpOFfBRLGTdq7mdXx82JBkiRJkiRJkiRJkiRJkiRJkqRraQBEEwHRePNXEgAAAABJRU5ErkJggg=="/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y88 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y89 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h11 y8a ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y8b ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y8c ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y8d ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y8e ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y8f ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y90 ff3 fs9 fc3 sc0 ls0 ws0">Consolidated financial statements<span class="_ _0"></span> </div><div class="t m0 x4 h12 y91 ff3 fs9 fc5 sc0 ls0 ws0">DataWalk Capital Group<span class="_ _0"></span> </div><div class="t m0 x4 h5 y92 ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y93 ff1 fs1 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y94 ff1 fs1 fc3 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x4 y95 w7 h13" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xc h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y96 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y97 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y98 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 xf ha y99 ff1 fs4 fc0 sc0 ls0 ws0">For the year ended December 31, <span class="ls1">2024</span>. </div><div class="t m0 x10 ha y9a ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousands o<span class="_ _0"></span>f zlotys unless otherwise stated) <span class="_ _c"> </span> </div></div><div class="c x11 y9b w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 5 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xc h7 y9c ff3 fs2 fc3 sc0 ls0 ws0">Consolidated Statement of Fina<span class="_ _0"></span>ncial Position of the DataWal<span class="_ _0"></span>k Group  </div></div><div class="c x12 y9d w9 h14"><div class="t m0 x2 h15 y9e ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y9d wa h14"><div class="t m0 x2 h15 y9f ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x14 y9d wb h14"><div class="t m0 x15 h15 y9f ff3 fsa fc0 sc0 ls0 ws0">Assets </div></div><div class="c x16 y9d wc h14"><div class="t m0 x17 h15 ya0 ff3 fsa fc0 sc0 ls0 ws0">Note </div><div class="t m0 x18 h15 ya1 ff3 fsa fc0 sc0 ls4 ws0">no.<span class="ls0"> </span></div></div><div class="c x19 y9d wd h14"><div class="t m0 x1a h15 y9f ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x1b y9d we h14"><div class="t m0 x1a h15 y9f ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x12 ya2 wf h16"><div class="t m0 x2 h15 ya3 ff3 fsa fc0 sc0 ls0 ws0">A </div></div><div class="c x13 ya2 w10 h16"><div class="t m0 x1c h15 ya4 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x14 ya2 w11 h16"><div class="t m0 x1c h15 ya3 ff3 fsa fc0 sc0 ls5 ws0">Non<span class="ls0">-current assets </span></div></div><div class="c x16 ya2 w12 h16"><div class="t m0 x1d h15 ya3 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 ya2 w13 h16"><div class="t m0 x1e h15 ya3 ff3 fsa fc0 sc0 ls0 ws0">29 826 </div></div><div class="c x1b ya2 w14 h16"><div class="t m0 x1e h15 ya3 ff3 fsa fc0 sc0 ls0 ws0">26 326 </div></div><div class="c x12 ya5 wf h17"><div class="t m0 x2 h15 ya6 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x13 ya5 w10 h17"><div class="t m0 x1c h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">I </div></div><div class="c x14 ya5 w11 h17"><div class="t m0 x1c h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">Property, plant and equipment<span class="_ _0"></span> </div></div><div class="c x16 ya5 w12 h17"><div class="t m0 x1f h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x19 ya5 w13 h17"><div class="t m0 x20 h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">95 </div></div><div class="c x1b ya5 w14 h17"><div class="t m0 x21 h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">287 </div></div><div class="c x12 ya8 wf h17"><div class="t m0 x2 h15 ya9 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x13 ya8 w10 h17"><div class="t m0 x1c h18 ya9 ff1 fsa fc0 sc0 ls6 ws0">II<span class="ls0"> </span></div></div><div class="c x14 ya8 w11 h17"><div class="t m0 x1c h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">Intangible assets </div></div><div class="c x16 ya8 w12 h17"><div class="t m0 x1f h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c x19 ya8 w13 h17"><div class="t m0 x1e h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">19 033 </div></div><div class="c x1b ya8 w14 h17"><div class="t m0 x1e h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">19 111 </div></div><div class="c x12 yaa wf h17"><div class="t m0 x2 h15 ya7 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x13 yaa w10 h17"><div class="t m0 x1c h18 ya7 ff1 fsa fc0 sc0 ls6 ws0">III<span class="ls0"> </span></div></div><div class="c x14 yaa w11 h17"><div class="t m0 x1c h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">Right-of-use assets </div></div><div class="c x16 yaa w12 h17"><div class="t m0 x1f h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">3 </div></div><div class="c x19 yaa w13 h17"><div class="t m0 x21 h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">796 </div></div><div class="c x1b yaa w14 h17"><div class="t m0 x21 h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">572 </div></div><div class="c x12 yab wf h17"><div class="t m0 x2 h15 ya9 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x13 yab w10 h17"><div class="t m0 x1c h18 ya9 ff1 fsa fc0 sc0 ls6 ws0">IV<span class="ls0"> </span></div></div><div class="c x14 yab w11 h17"><div class="t m0 x1c h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">Long-term receivables </div></div><div class="c x16 yab w12 h17"><div class="t m0 x1f h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">4 </div></div><div class="c x19 yab w13 h17"><div class="t m0 x21 h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">172 </div></div><div class="c x1b yab w14 h17"><div class="t m0 x21 h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">152 </div></div><div class="c x12 yac wf h17"><div class="t m0 x2 h15 ya6 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x13 yac w10 h17"><div class="t m0 x1c h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">V </div></div><div class="c x14 yac w11 h17"><div class="t m0 x1c h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">Long-term accruals </div></div><div class="c x16 yac w12 h17"><div class="t m0 x22 h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">10 </div></div><div class="c x19 yac w13 h17"><div class="t m0 x23 h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b yac w14 h17"><div class="t m0 x21 h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">154 </div></div><div class="c x12 yad wf h17"><div class="t m0 x2 h15 ya9 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x13 yad w10 h17"><div class="t m0 x1c h18 ya9 ff1 fsa fc0 sc0 ls5 ws0">VI<span class="ls0"> </span></div></div><div class="c x14 yad w11 h17"><div class="t m0 x1c h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">Deferred income tax assets </div></div><div class="c x16 yad w12 h17"><div class="t m0 x1f h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c x19 yad w13 h17"><div class="t m0 x24 h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">9 730 </div></div><div class="c x1b yad w14 h17"><div class="t m0 x25 h18 ya9 ff1 fsa fc0 sc0 ls0 ws0"> 6 050 </div></div><div class="c x12 yae wf h17"><div class="t m0 x2 h15 ya7 ff3 fsa fc0 sc0 ls0 ws0">B </div></div><div class="c x13 yae w10 h17"><div class="t m0 x1c h15 ya6 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x14 yae w11 h17"><div class="t m0 x1c h15 ya7 ff3 fsa fc0 sc0 ls0 ws0">Current assets </div></div><div class="c x16 yae w12 h17"><div class="t m0 x1d h15 ya7 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 yae w13 h17"><div class="t m0 x1e h15 ya7 ff3 fsa fc0 sc0 ls0 ws0">28 656 </div></div><div class="c x1b yae w14 h17"><div class="t m0 x1e h15 ya7 ff3 fsa fc0 sc0 ls0 ws0">25 929 </div></div><div class="c x12 yaf wf h17"><div class="t m0 x2 h15 ya9 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x13 yaf w10 h17"><div class="t m0 x1c h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">I </div></div><div class="c x14 yaf w11 h17"><div class="t m0 x1c h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">Contract assets </div></div><div class="c x16 yaf w12 h17"><div class="t m0 x1f h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">6 </div></div><div class="c x19 yaf w13 h17"><div class="t m0 x21 h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">888 </div></div><div class="c x1b yaf w14 h17"><div class="t m0 x21 h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">496 </div></div><div class="c x12 yb0 wf h17"><div class="t m0 x2 h15 ya6 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x13 yb0 w10 h17"><div class="t m0 x1c h18 ya7 ff1 fsa fc0 sc0 ls6 ws0">II<span class="ls0"> </span></div></div><div class="c x14 yb0 w11 h17"><div class="t m0 x1c h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">Trade receivables </div></div><div class="c x16 yb0 w12 h17"><div class="t m0 x1f h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">7 </div></div><div class="c x19 yb0 w13 h17"><div class="t m0 x24 h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">8 872 </div></div><div class="c x1b yb0 w14 h17"><div class="t m0 x24 h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">9 603 </div></div><div class="c x12 yb1 wf h17"><div class="t m0 x2 h15 yb2 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x13 yb1 w10 h17"><div class="t m0 x1c h18 ya9 ff1 fsa fc0 sc0 ls6 ws0">III<span class="ls0"> </span></div></div><div class="c x14 yb1 w11 h17"><div class="t m0 x1c h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">Income tax receivables </div></div><div class="c x16 yb1 w12 h17"><div class="t m0 x1d h18 ya9 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 yb1 w13 h17"><div class="t m0 x20 h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">13 </div></div><div class="c x1b yb1 w14 h17"><div class="t m0 x23 h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c x12 yb3 wf h17"><div class="t m0 x2 h15 ya6 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x13 yb3 w10 h17"><div class="t m0 x1c h18 ya7 ff1 fsa fc0 sc0 ls6 ws0">IV<span class="ls0"> </span></div></div><div class="c x14 yb3 w11 h17"><div class="t m0 x1c h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">Other receivables </div></div><div class="c x16 yb3 w12 h17"><div class="t m0 x1f h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">8 </div></div><div class="c x19 yb3 w13 h17"><div class="t m0 x24 h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">1 192 </div></div><div class="c x1b yb3 w14 h17"><div class="t m0 x24 h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">1 766 </div></div><div class="c x12 yb4 wf h17"><div class="t m0 x2 h15 yb2 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x13 yb4 w10 h17"><div class="t m0 x1c h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">V </div></div><div class="c x14 yb4 w11 h17"><div class="t m0 x1c h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">Financial assets </div></div><div class="c x16 yb4 w12 h17"><div class="t m0 x1f h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">9 </div></div><div class="c x19 yb4 w13 h17"><div class="t m0 x20 h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">93 </div></div><div class="c x1b yb4 w14 h17"><div class="t m0 x20 h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">94 </div></div><div class="c x12 yb5 wf h17"><div class="t m0 x2 h15 ya6 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x13 yb5 w10 h17"><div class="t m0 x1c h18 ya7 ff1 fsa fc0 sc0 ls5 ws0">VI<span class="ls0"> </span></div></div><div class="c x14 yb5 w11 h17"><div class="t m0 x1c h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">Prepayments </div></div><div class="c x16 yb5 w12 h17"><div class="t m0 x22 h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">10 </div></div><div class="c x19 yb5 w13 h17"><div class="t m0 x24 h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">1 099 </div></div><div class="c x1b yb5 w14 h17"><div class="t m0 x24 h18 ya7 ff1 fsa fc0 sc0 ls0 ws0">1 755 </div></div><div class="c x12 yb6 wf h17"><div class="t m0 x2 h15 yb2 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x13 yb6 w10 h17"><div class="t m0 x1c h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">VII </div></div><div class="c x14 yb6 w11 h17"><div class="t m0 x1c h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">Cash and cash equivalents </div></div><div class="c x16 yb6 w12 h17"><div class="t m0 x22 h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">11 </div></div><div class="c x19 yb6 w13 h17"><div class="t m0 x1e h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">16 499 </div></div><div class="c x1b yb6 w14 h17"><div class="t m0 x1e h18 ya9 ff1 fsa fc0 sc0 ls0 ws0">12 210 </div></div><div class="c x12 yb7 wf h17"><div class="t m0 x2 h15 ya6 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x13 yb7 w10 h17"><div class="t m0 x1c h15 ya7 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x14 yb7 w11 h17"><div class="t m0 x1c h15 ya7 ff3 fsa fc0 sc0 ls0 ws0">Total assets </div></div><div class="c x16 yb7 w12 h17"><div class="t m0 x1c h15 ya6 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 yb7 w13 h17"><div class="t m0 x1e h15 ya7 ff3 fsa fc0 sc0 ls0 ws0">58 482 </div></div><div class="c x1b yb7 w14 h17"><div class="t m0 x1e h15 ya7 ff3 fsa fc0 sc0 ls0 ws0">52 255 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xc h2 yb8 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x12 yb9 w15 h19"><div class="t m0 x2 h15 yba ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yb9 w16 h19"><div class="t m0 x2 h18 ybb ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x14 yb9 wb h19"><div class="t m0 x27 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Equity and Liabilities </div></div><div class="c x16 yb9 wc h19"><div class="t m0 x17 h15 ybc ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Note </span></div><div class="t m0 x18 h15 ybd ff3 fsa fc0 sc0 ls4 ws0"><span class="fc6 sc0">no.</span><span class="ff1 ls0"><span class="fc6 sc0"> </span></span></div></div><div class="c x19 yb9 wd h19"><div class="t m0 x1a h15 ybb ff3 fsa fc0 sc0 ls0 ws0">31.12.2024<span class="ff1"> </span></div></div><div class="c x1b yb9 we h19"><div class="t m0 x1a h15 ybb ff3 fsa fc0 sc0 ls0 ws0">31.12.2023<span class="ff4"> </span></div></div><div class="c x12 ybe w15 h1a"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">A </div></div><div class="c x26 ybe w16 h1a"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x14 ybe wb h1a"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Equity </div></div><div class="c x16 ybe wc h1a"><div class="t m0 x1d h15 yc0 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 ybe wd h1a"><div class="t m0 x27 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-5 558 </div></div><div class="c x1b ybe we h1a"><div class="t m0 x1e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">12 412 </div></div><div class="c x12 yc1 w15 h19"><div class="t m0 x2 h15 ybb ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yc1 w16 h19"><div class="t m0 x2 h1b ybb ff5 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x14 yc1 wb h19"><div class="t m0 x2 h1b ybc ff5 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Equity attr</span><span class="fc6 sc0">ibut</span><span class="fc6 sc0">able t</span><span class="fc6 sc0">o </span><span class="fc6 sc0">s</span><span class="fc6 sc0">har</span><span class="fc6 sc0">eholders</span><span class="fc6 sc0"> </span><span class="_ _0"></span><span class="fc6 sc0">of </span><span class="fc6 sc0">the </span></div><div class="t m0 x2 h1b ybd ff5 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">par</span><span class="fc6 sc0">ent </span><span class="fc6 sc0">compan</span><span class="fc6 sc0">y</span><span class="fc6 sc0"> </span></div></div><div class="c x16 yc1 wc h19"><div class="t m0 x1d h15 ybb ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 yc1 wd h19"><div class="t m0 x27 h1b ybb ff5 fsa fc0 sc0 ls0 ws0">-5 558 </div></div><div class="c x1b yc1 we h19"><div class="t m0 x1e h1b ybb ff5 fsa fc0 sc0 ls0 ws0">12 412 </div></div><div class="c x12 yc2 w15 h1c"><div class="t m0 x2 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yc2 w16 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">I </div></div><div class="c x14 yc2 wb h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Share capital </div></div><div class="c x16 yc2 wc h1c"><div class="t m0 x22 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">12 </div></div><div class="c x19 yc2 wd h1c"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">563 </div></div><div class="c x1b yc2 we h1c"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">513 </div></div><div class="c x12 yc4 w15 h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yc4 w16 h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls6 ws0">II<span class="ls0"> </span></div></div><div class="c x14 yc4 wb h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Share premium </div></div><div class="c x16 yc4 wc h1d"><div class="t m0 x22 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">13 </div></div><div class="c x19 yc4 wd h1d"><div class="t m0 x28 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">199 351 </div></div><div class="c x1b yc4 we h1d"><div class="t m0 x28 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">171 968 </div></div><div class="c x12 yc5 w15 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yc5 w16 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls6 ws0">III<span class="ls0"> </span></div></div><div class="c x14 yc5 wb h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other capital reserves  </div></div><div class="c x16 yc5 wc h1c"><div class="t m0 x22 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">14 </div></div><div class="c x19 yc5 wd h1c"><div class="t m0 x24 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">9 965 </div></div><div class="c x1b yc5 we h1c"><div class="t m0 x24 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">9 965 </div></div><div class="c x12 yc6 w15 h1d"><div class="t m0 x2 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yc6 w16 h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls6 ws0">IV<span class="ls0"> </span></div></div><div class="c x14 yc6 wb h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Retained earnings </div></div><div class="c x16 yc6 wc h1d"><div class="t m0 x22 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">15 </div></div><div class="c x19 yc6 wd h1d"><div class="t m0 x29 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-213 863 </div></div><div class="c x1b yc6 we h1d"><div class="t m0 x29 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-185 714 </div></div><div class="c x12 yc7 w15 h1c"><div class="t m0 x2 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yc7 w16 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">V </div></div><div class="c x14 yc7 wb h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Reserve capital </div></div><div class="c x16 yc7 wc h1c"><div class="t m0 x22 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">16 </div></div><div class="c x19 yc7 wd h1c"><div class="t m0 x1e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">46 915 </div></div><div class="c x1b yc7 we h1c"><div class="t m0 x1e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">43 576 </div></div><div class="c x12 yc8 w15 h1d"><div class="t m0 x2 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yc8 w16 h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls5 ws0">VI<span class="ls0"> </span></div></div><div class="c x14 yc8 wb h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Financial result of the current year<span class="_ _0"></span> </div></div><div class="c x16 yc8 wc h1d"><div class="t m0 x1d h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 yc8 wd h1d"><div class="t m0 x2a h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-48 961 </div></div><div class="c x1b yc8 we h1d"><div class="t m0 x2a h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-28 149 </div></div><div class="c x12 yc9 w15 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yc9 w16 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">VII </div></div><div class="c x14 yc9 wb h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Foreign exchange differences on translation<span class="_ _0"></span> </div></div><div class="c x16 yc9 wc h1c"><div class="t m0 x1d h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 yc9 wd h1c"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">472 </div></div><div class="c x1b yc9 we h1c"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">253 </div></div><div class="c x12 yca w15 h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yca w16 h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x14 yca wb h1d"><div class="t m0 x2 h18 ybf ff5 fsa fc0 sc0 ls0 ws0">Non controlling interest<span class="ff1"> </span></div></div><div class="c x16 yca wc h1d"><div class="t m0 x1d h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 yca wd h1d"><div class="t m0 x23 h1b ybf ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b yca we h1d"><div class="t m0 x23 h1b ybf ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x12 ycb w15 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">B </div></div><div class="c x26 ycb w16 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x14 ycb wb h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Long-term liabilities </div></div><div class="c x16 ycb wc h1c"><div class="t m0 x1d h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 ycb wd h1c"><div class="t m0 x24 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 032 </div></div><div class="c x1b ycb we h1c"><div class="t m0 x21 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">626 </div></div><div class="c x12 ycc w15 h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 ycc w16 h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">I </div></div><div class="c x14 ycc wb h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Lease obligations </div></div><div class="c x16 ycc wc h1d"><div class="t m0 x22 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">17 </div></div><div class="c x19 ycc wd h1d"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">427 </div></div><div class="c x1b ycc we h1d"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">33 </div></div><div class="c x12 ycd w15 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 ycd w16 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls6 ws0">II<span class="ls0"> </span></div></div><div class="c x14 ycd wb h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Credits and loans </div></div><div class="c x16 ycd wc h1c"><div class="t m0 x22 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">18 </div></div><div class="c x19 ycd wd h1c"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">605 </div></div><div class="c x1b ycd we h1c"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">593 </div></div><div class="c x12 yce w15 h1d"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">C </div></div><div class="c x26 yce w16 h1d"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x14 yce wb h1d"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Current liabilities </div></div><div class="c x16 yce wc h1d"><div class="t m0 x1d h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 yce wd h1d"><div class="t m0 x1e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">63 008 </div></div><div class="c x1b yce we h1d"><div class="t m0 x1e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">39 217 </div></div><div class="c x12 ycf w15 h1c"><div class="t m0 x2 h15 yc3 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 ycf w16 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">I </div></div><div class="c x14 ycf wb h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Trade payables </div></div><div class="c x16 ycf wc h1c"><div class="t m0 x22 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">20 </div></div><div class="c x19 ycf wd h1c"><div class="t m0 x24 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2 263 </div></div><div class="c x1b ycf we h1c"><div class="t m0 x24 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2 808 </div></div><div class="c x12 yd0 w15 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yd0 w16 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls6 ws0">II<span class="ls0"> </span></div></div><div class="c x14 yd0 wb h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Lease obligations </div></div><div class="c x16 yd0 wc h1c"><div class="t m0 x22 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">17 </div></div><div class="c x19 yd0 wd h1c"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">422 </div></div><div class="c x1b yd0 we h1c"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">604 </div></div><div class="c x12 yd1 w15 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yd1 w16 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls6 ws0">III<span class="ls0"> </span></div></div><div class="c x14 yd1 wb h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Credits and loans </div></div><div class="c x16 yd1 wc h1c"><div class="t m0 x22 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">18 </div></div><div class="c x19 yd1 wd h1c"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">35 </div></div><div class="c x1b yd1 we h1c"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">35 </div></div><div class="c x12 yd2 w15 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yd2 w16 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls6 ws0">IV<span class="ls0"> </span></div></div><div class="c x14 yd2 wb h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Incentive program liabilities </div></div><div class="c x16 yd2 wc h1c"><div class="t m0 x22 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">19 </div></div><div class="c x19 yd2 wd h1c"><div class="t m0 x1e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">50 459 </div></div><div class="c x1b yd2 we h1c"><div class="t m0 x1e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">29 559 </div></div><div class="c x12 yd3 w15 h1a"><div class="t m0 x2 h15 yc0 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yd3 w16 h1a"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">V </div></div><div class="c x14 yd3 wb h1a"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other liabilities </div></div><div class="c x16 yd3 wc h1a"><div class="t m0 x22 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">21 </div></div><div class="c x19 yd3 wd h1a"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">929 </div></div><div class="c x1b yd3 we h1a"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">657 </div></div><div class="c x12 yd4 w15 h1c"><div class="t m0 x2 h15 yc3 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yd4 w16 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls5 ws0">VI<span class="ls0"> </span></div></div><div class="c x14 yd4 wb h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other reserves </div></div><div class="c x16 yd4 wc h1c"><div class="t m0 x22 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">22 </div></div><div class="c x19 yd4 wd h1c"><div class="t m0 x24 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 716 </div></div><div class="c x1b yd4 we h1c"><div class="t m0 x24 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 433 </div></div><div class="c x12 yd5 w15 h1c"><div class="t m0 x2 h15 yc3 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yd5 w16 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">VII </div></div><div class="c x14 yd5 wb h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Contract liabilities </div></div><div class="c x16 yd5 wc h1c"><div class="t m0 x1f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">6 </div></div><div class="c x19 yd5 wd h1c"><div class="t m0 x24 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">7 184 </div></div><div class="c x1b yd5 we h1c"><div class="t m0 x24 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4 121 </div></div><div class="c x12 yd6 w15 h1c"><div class="t m0 x2 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yd6 w16 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x14 yd6 wb h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Equity and liabilities </div></div><div class="c x16 yd6 wc h1c"><div class="t m0 x1d h15 yc3 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 yd6 wd h1c"><div class="t m0 x1e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">58 482 </div></div><div class="c x1b yd6 we h1c"><div class="t m0 x1e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">52 255 </div></div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi xc yd7 w17 h1e" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 xc h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y96 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y97 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y98 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 xf ha y99 ff1 fs4 fc0 sc0 ls0 ws0">For the year ended December 31, <span class="ls1">2024</span>. </div><div class="t m0 x10 ha y9a ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousands o<span class="_ _0"></span>f zlotys unless otherwise stated) <span class="_ _c"> </span> </div></div><div class="c x11 y9b w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 6 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xc h2 yd8 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x12 yd9 w18 h1f"><div class="t m0 x2b h15 yda ff3 fsa fc0 sc0 ls0 ws0">Net asset value per share<span class="ff1"> </span></div></div><div class="c x19 yd9 wd h1f"><div class="t m0 x1a h15 yda ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x1b yd9 we h1f"><div class="t m0 x2c h20 ydb ff3 fs0 fc0 sc0 ls0 ws0">31.12.2023<span class="fsa"> </span></div></div><div class="c x12 ydc w19 h1f"><div class="t m0 x1c h18 ydd ff1 fsa fc0 sc0 ls0 ws0">Net asset value </div></div><div class="c x19 ydc w1a h1f"><div class="t m0 x27 h18 yda ff1 fsa fc0 sc0 ls0 ws0">-5 558 </div></div><div class="c x1b ydc w1b h1f"><div class="t m0 x2d h2 ydb ff1 fs0 fc0 sc0 ls0 ws0">12 412<span class="fsa"> </span></div></div><div class="c x12 yde w19 h21"><div class="t m0 x1c h18 ydf ff1 fsa fc0 sc0 ls0 ws0">Number of shares (in pcs.) </div></div><div class="c x19 yde w1a h21"><div class="t m0 x2e h18 ydf ff1 fsa fc0 sc0 ls0 ws0">5 632 988 </div></div><div class="c x1b yde w1b h21"><div class="t m0 x2f h2 ye0 ff1 fs0 fc0 sc0 ls0 ws0">5 132 988<span class="fsa"> </span></div></div><div class="c x12 ye1 w19 h1f"><div class="t m0 x1c h18 ydd ff1 fsa fc0 sc0 ls0 ws0">Net asset value per share (in PLN)<span class="_ _0"></span> </div></div><div class="c x19 ye1 w1a h1f"><div class="t m0 xb h18 ydd ff1 fsa fc0 sc0 ls0 ws0">-0,99 </div></div><div class="c x1b ye1 w1b h1f"><div class="t m0 x30 h2 ye2 ff1 fs0 fc0 sc0 ls0 ws0">2,42<span class="fsa"> </span></div></div><div class="c x12 ye3 w19 h1f"><div class="t m0 x1c h15 ydd ff1 fsa fc0 sc0 ls5 ws0">Diluted number of shares <span class="_ _0"></span><span class="ls0">(<span class="ls7">in </span>units)<span class="ff3"> </span></span></div></div><div class="c x19 ye3 w1a h1f"><div class="t m0 x2e h18 ydd ff1 fsa fc0 sc0 ls0 ws0">6 044 362 </div></div><div class="c x1b ye3 w1b h1f"><div class="t m0 x2f h2 ydb ff1 fs0 fc0 sc0 ls0 ws0">5 480 989<span class="fsa"> </span></div></div><div class="c x12 ye4 w19 h1f"><div class="t m0 x1c h18 ydd ff1 fsa fc0 sc0 ls5 ws0">Diluted net asset value per <span class="_ _0"></span>share (in PLN)<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c x19 ye4 w1a h1f"><div class="t m0 xb h18 ydd ff1 fsa fc0 sc0 ls0 ws0">-0,92 </div></div><div class="c x1b ye4 w1b h1f"><div class="t m0 x30 h2 ye2 ff1 fs0 fc0 sc0 ls0 ws0">2,26<span class="fsa"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xc h2 ye5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 ye6 ff1 fs0 fc0 sc0 ls0 ws0">Net asset <span class="_ _0"></span>value <span class="_ _0"></span>per <span class="_ _0"></span>share <span class="_ _0"></span>was calculated <span class="_ _0"></span>in <span class="_ _0"></span>relation <span class="_ _0"></span>to <span class="_ _0"></span>the number <span class="_ _0"></span>of <span class="_ _0"></span>shares in <span class="_ _0"></span>Data <span class="_ _0"></span>Walk <span class="_ _0"></span>S.A. <span class="_ _0"></span>as of <span class="_ _0"></span>the <span class="_ _0"></span>balance </div><div class="t m0 xc h2 ye7 ff1 fs0 fc0 sc0 ls0 ws0">sheet date. </div><div class="t m0 xc h2 ye8 ff1 fs0 fc0 sc0 ls0 ws0">The diluted numbe<span class="_ _5"></span>r of shares takes into acco<span class="_ _8"></span>unt the estimated <span class="_ _5"></span>number of contingent entitlements to<span class="_ _5"></span> subscribe for </div><div class="t m0 xc h2 ye9 ff1 fs0 fc0 sc0 ls0 ws0">and/or acquire shares in the C<span class="_ _5"></span>ompany under the incentive program. </div><div class="t m0 xc h7 yea ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span><span class="ff3 fs2 fc3"> </span></div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x4 yeb w7 h22" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 xc h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y96 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y97 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y98 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 xf ha y99 ff1 fs4 fc0 sc0 ls0 ws0">For the year ended December 31, <span class="ls1">2024</span>. </div><div class="t m0 x10 ha y9a ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousands o<span class="_ _0"></span>f zlotys unless otherwise stated) <span class="_ _c"> </span> </div></div><div class="c x11 y9b w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 7 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xc h7 y9c ff3 fs2 fc3 sc0 ls0 ws0">Consolidated <span class="_ _e"> </span>income <span class="_ _e"> </span>statement <span class="_ _e"> </span>with <span class="_ _e"> </span>statement <span class="_ _e"> </span>of <span class="_ _f"> </span>comprehensive <span class="_ _e"> </span>income<span class="_ _0"></span> </div><div class="t m0 xc h7 yec ff3 fs2 fc3 sc0 ls0 ws0">DataWalk Group </div></div><div class="c x12 yed w15 h23"><div class="t m0 x31 h15 yee ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yed w1c h23"><div class="t m0 x32 h15 yef ff3 fsa fc0 sc0 ls0 ws0">Profit and loss account<span class="ff1"> </span></div></div><div class="c x16 yed wc h23"><div class="t m0 x17 h15 yf0 ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Note </span></div><div class="t m0 x18 h15 yf1 ff3 fsa fc0 sc0 ls4 ws0">no.<span class="ls0"> </span></div></div><div class="c x19 yed wd h23"><div class="t m0 x33 h15 yf0 ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">01.</span><span class="fc6 sc0">01.</span><span class="fc6 sc0">2024 </span><span class="fc6 sc0">-</span><span class="fc6 sc0"> </span></div><div class="t m0 x1a h15 yf1 ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x1b yed we h23"><div class="t m0 x1d h15 yf0 ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">01.</span><span class="fc6 sc0">01.</span><span class="fc6 sc0">2023 </span><span class="fc6 sc0">-</span><span class="fc6 sc0"> </span></div><div class="t m0 x1a h15 yf1 ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x12 yf2 w15 h1c"><div class="t m0 x34 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">A </div></div><div class="c x26 yf2 w1c h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Revenue from sales </div></div><div class="c x16 yf2 wc h1c"><div class="t m0 x22 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">23 </div></div><div class="c x19 yf2 wd h1c"><div class="t m0 x1e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">24 632 </div></div><div class="c x1b yf2 we h1c"><div class="t m0 x1e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">25 764 </div></div><div class="c x12 yf3 w15 h1c"><div class="t m0 x34 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">B </div></div><div class="c x26 yf3 w1c h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total operating expenses </div></div><div class="c x16 yf3 wc h1c"><div class="t m0 x22 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">24 </div></div><div class="c x19 yf3 wd h1c"><div class="t m0 x1e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">72 669 </div></div><div class="c x1b yf3 we h1c"><div class="t m0 x1e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">37 844 </div></div><div class="c x12 yf4 w15 h1c"><div class="t m0 x31 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yf4 w1c h1c"><div class="t m0 x35 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Consumption of raw materials and supplies<span class="_ _0"></span> </div></div><div class="c x16 yf4 wc h1c"><div class="t m0 x1d h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 yf4 wd h1c"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">136 </div></div><div class="c x1b yf4 we h1c"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">207 </div></div><div class="c x12 yf5 w15 h1c"><div class="t m0 x31 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yf5 w1c h1c"><div class="t m0 x35 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Employee benefits </div></div><div class="c x16 yf5 wc h1c"><div class="t m0 x1d h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 yf5 wd h1c"><div class="t m0 x1e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">16 922 </div></div><div class="c x1b yf5 we h1c"><div class="t m0 x1e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">27 725 </div></div><div class="c x12 yf6 w15 h1c"><div class="t m0 x31 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yf6 w1c h1c"><div class="t m0 x35 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Employee benefits - share-based payments<span class="_ _0"></span> </div></div><div class="c x16 yf6 wc h1c"><div class="t m0 x1d h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 yf6 wd h1c"><div class="t m0 x1e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">24 238 </div></div><div class="c x1b yf6 we h1c"><div class="t m0 x2a h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-26 974 </div></div><div class="c x12 yf7 w15 h24"><div class="t m0 x31 h18 yf8 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yf7 w1c h24"><div class="t m0 x35 h18 yf9 ff1 fsa fc0 sc0 ls0 ws0">Depreciation </div></div><div class="c x16 yf7 wc h24"><div class="t m0 x1d h18 yf9 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 yf7 wd h24"><div class="t m0 x24 h18 yf9 ff1 fsa fc0 sc0 ls0 ws0">3 664 </div></div><div class="c x1b yf7 we h24"><div class="t m0 x24 h18 yf9 ff1 fsa fc0 sc0 ls0 ws0">4 586 </div></div><div class="c x12 yfa w15 h1c"><div class="t m0 x31 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yfa w1c h1c"><div class="t m0 x35 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Third-party services </div></div><div class="c x16 yfa wc h1c"><div class="t m0 x1d h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 yfa wd h1c"><div class="t m0 x1e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">26 336 </div></div><div class="c x1b yfa we h1c"><div class="t m0 x1e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">30 098 </div></div><div class="c x12 yfb w15 h1d"><div class="t m0 x31 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yfb w1c h1d"><div class="t m0 x35 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other operating expenses </div></div><div class="c x16 yfb wc h1d"><div class="t m0 x1d h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 yfb wd h1d"><div class="t m0 x24 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 373 </div></div><div class="c x1b yfb we h1d"><div class="t m0 x24 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2 202 </div></div><div class="c x12 yfc w15 h1c"><div class="t m0 x34 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">C </div></div><div class="c x26 yfc w1c h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Gross profit on sales  </div></div><div class="c x16 yfc wc h1c"><div class="t m0 x1d h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 yfc wd h1c"><div class="t m0 x2a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-48 037 </div></div><div class="c x1b yfc we h1c"><div class="t m0 x2a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-12 080 </div></div><div class="c x12 yfd w15 h1d"><div class="t m0 x31 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yfd w1c h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other operating income </div></div><div class="c x16 yfd wc h1d"><div class="t m0 x22 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">25 </div></div><div class="c x19 yfd wd h1d"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">359 </div></div><div class="c x1b yfd we h1d"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">838 </div></div><div class="c x12 yfe w15 h1c"><div class="t m0 x31 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yfe w1c h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other operating expenses </div></div><div class="c x16 yfe wc h1c"><div class="t m0 x22 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">26 </div></div><div class="c x19 yfe wd h1c"><div class="t m0 x24 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">3 307 </div></div><div class="c x1b yfe we h1c"><div class="t m0 x24 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">9 273 </div></div><div class="c x12 yff w15 h1d"><div class="t m0 x31 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 yff w1c h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Loss (gain) on expected credit losses </div></div><div class="c x16 yff wc h1d"><div class="t m0 x18 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">7.2 </div></div><div class="c x19 yff wd h1d"><div class="t m0 x24 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 732 </div></div><div class="c x1b yff we h1d"><div class="t m0 x30 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-352 </div></div><div class="c x12 y100 w15 h1c"><div class="t m0 x34 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">D </div></div><div class="c x26 y100 w1c h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Operating result </div></div><div class="c x16 y100 wc h1c"><div class="t m0 x1d h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y100 wd h1c"><div class="t m0 x2a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-52 717 </div></div><div class="c x1b y100 we h1c"><div class="t m0 x2a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-20 163 </div></div><div class="c x12 y101 w15 h1d"><div class="t m0 x31 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y101 w1c h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Financial income </div></div><div class="c x16 y101 wc h1d"><div class="t m0 x22 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">27 </div></div><div class="c x19 y101 wd h1d"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">268 </div></div><div class="c x1b y101 we h1d"><div class="t m0 x24 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 242 </div></div><div class="c x12 y102 w15 h1c"><div class="t m0 x31 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y102 w1c h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Financial costs </div></div><div class="c x16 y102 wc h1c"><div class="t m0 x22 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">28 </div></div><div class="c x19 y102 wd h1c"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">191 </div></div><div class="c x1b y102 we h1c"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">219 </div></div><div class="c x12 y103 w15 h1d"><div class="t m0 x34 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">E </div></div><div class="c x26 y103 w1c h1d"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Profit before tax </div></div><div class="c x16 y103 wc h1d"><div class="t m0 x1d h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y103 wd h1d"><div class="t m0 x2a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-52 640 </div></div><div class="c x1b y103 we h1d"><div class="t m0 x2a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-19 140 </div></div><div class="c x12 y104 w15 h1c"><div class="t m0 x31 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y104 w1c h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Income tax </div></div><div class="c x16 y104 wc h1c"><div class="t m0 x22 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">29 </div></div><div class="c x19 y104 wd h1c"><div class="t m0 x27 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-3 679 </div></div><div class="c x1b y104 we h1c"><div class="t m0 x24 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">9 009 </div></div><div class="c x12 y105 w15 h1d"><div class="t m0 x35 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">F </div></div><div class="c x26 y105 w1c h1d"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Net profit (loss)<span class="ff1"> </span></div></div><div class="c x16 y105 wc h1d"><div class="t m0 x1d h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y105 wd h1d"><div class="t m0 x2a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-48 961 </div></div><div class="c x1b y105 we h1d"><div class="t m0 x2a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-28 149 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xc hc y106 ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x12 y107 w18 h19"><div class="t m0 x36 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Net profit (loss) attributable to:<span class="_ _0"></span> </div></div><div class="c x19 y107 wd h19"><div class="t m0 x1d h15 ybc ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">01.</span><span class="fc6 sc0">01.</span><span class="fc6 sc0">2024 </span><span class="fc6 sc0">-</span><span class="fc6 sc0"> </span></div><div class="t m0 x1a h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2024</span><span class="fc6 sc0"> </span></div></div><div class="c x1b y107 we h19"><div class="t m0 x33 h15 ybc ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">01.</span><span class="fc6 sc0">01.</span><span class="fc6 sc0">2023 </span><span class="fc6 sc0">-</span><span class="fc6 sc0"> </span></div><div class="t m0 x1a h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2023</span><span class="fc6 sc0"> </span></div></div><div class="c x12 y7b w19 h1c"><div class="t m0 x1c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- shareholders of the parent company<span class="_ _0"></span> </div></div><div class="c x19 y7b w1a h1c"><div class="t m0 x2a h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-48 961 </div></div><div class="c x1b y7b w1b h1c"><div class="t m0 x2a h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-28 149 </div></div><div class="c x12 y108 w19 h1c"><div class="t m0 x1c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- non-controlling shareholders<span class="_ _0"></span> </div></div><div class="c x19 y108 w1a h1c"><div class="t m0 x23 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b y108 w1b h1c"><div class="t m0 x23 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xc hc y109 ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x12 y10a w18 h19"><div class="t m0 x37 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Statement of comprehensive income<span class="_ _0"></span> </div></div><div class="c x19 y10a wd h19"><div class="t m0 x1d h15 ybc ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">01.</span><span class="fc6 sc0">01.</span><span class="fc6 sc0">2024 </span><span class="fc6 sc0">-</span><span class="fc6 sc0"> </span></div><div class="t m0 x1a h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2024</span><span class="fc6 sc0"> </span></div></div><div class="c x1b y10a we h19"><div class="t m0 x33 h15 ybc ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">01.</span><span class="fc6 sc0">01.</span><span class="fc6 sc0">2023 </span><span class="fc6 sc0">-</span><span class="fc6 sc0"> </span></div><div class="t m0 x1a h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2023</span><span class="fc6 sc0"> </span></div></div><div class="c x12 y10b w18 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Net profit (loss) </div></div><div class="c x19 y10b wd h1c"><div class="t m0 x2a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-48 961 </div></div><div class="c x1b y10b we h1c"><div class="t m0 x2a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-28 149 </div></div><div class="c x12 y10c w18 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Other comprehensive income </div></div><div class="c x19 y10c wd h1c"><div class="t m0 x21 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">219 </div></div><div class="c x1b y10c we h1c"><div class="t m0 x30 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-761 </div></div><div class="c x12 y10d w18 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1.Items not carried to profit or <span class="_ _0"></span>loss </div></div><div class="c x19 y10d wd h1c"><div class="t m0 x23 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x1b y10d we h1c"><div class="t m0 x23 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x12 y10e w18 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2.Items transferred to the financial r<span class="_ _0"></span>esult, including: </div></div><div class="c x19 y10e wd h1c"><div class="t m0 x21 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">219 </div></div><div class="c x1b y10e we h1c"><div class="t m0 x30 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-761 </div></div><div class="c x12 y10f w18 h1c"><div class="t m0 x2 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">Foreign exchange differences on valuation <span class="_ _0"></span>of foreign operations </div></div><div class="c x19 y10f wd h1c"><div class="t m0 x21 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">219 </div></div><div class="c x1b y10f we h1c"><div class="t m0 x30 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-761 </div></div><div class="c x12 y110 w18 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total income </div></div><div class="c x19 y110 wd h1c"><div class="t m0 x2a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-48 742 </div></div><div class="c x1b y110 we h1c"><div class="t m0 x2a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-28 910 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xc h2 y111 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x12 y112 w18 h19"><div class="t m0 x38 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Total comprehensive income attributable <span class="_ _0"></span>to: </div></div><div class="c x19 y112 wd h19"><div class="t m0 x1d h15 ybc ff3 fsa fc0 sc0 ls0 ws0">01.01.2024 - </div><div class="t m0 x1a h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2024</span><span class="fc6 sc0"> </span></div></div><div class="c x1b y112 we h19"><div class="t m0 x33 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">01.01.2023 - </div><div class="t m0 x1a h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2023</span><span class="fc6 sc0"> </span></div></div><div class="c x12 y113 w19 h1c"><div class="t m0 x1c h2 ybf ff1 fsa fc0 sc0 ls0 ws0">- shareholders of the parent company<span class="_ _0"></span><span class="fs0"> </span></div></div><div class="c x19 y113 w1a h1c"><div class="t m0 x2a h2 ybf ff4 fsa fc0 sc0 ls0 ws0">-48 742<span class="ff1 fs0"> </span></div></div><div class="c x1b y113 w1b h1c"><div class="t m0 x28 h2 yda ff1 fs0 fc0 sc0 ls0 ws0">-28 910 </div></div><div class="c x12 y114 w19 h1c"><div class="t m0 x1c h2 ybf ff1 fsa fc0 sc0 ls0 ws0">- non-controlling shareholders<span class="fs0"> </span></div></div><div class="c x19 y114 w1a h1c"><div class="t m0 x23 h2 ybf ff4 fsa fc0 sc0 ls0 ws0">0<span class="ff1 fs0"> </span></div></div><div class="c x1b y114 w1b h1c"><div class="t m0 x23 h2 ybf ff1 fsa fc0 sc0 ls0 ws0">0<span class="fs0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xc h2 y115 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y116 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y117 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y118 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi xc y119 w17 h26" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 xc h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y96 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y97 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y98 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 xf ha y99 ff1 fs4 fc0 sc0 ls0 ws0">For the year ended December 31, <span class="ls1">2024</span>. </div><div class="t m0 x10 ha y9a ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousands o<span class="_ _0"></span>f zlotys unless otherwise stated) <span class="_ _c"> </span> </div></div><div class="c x11 y9b w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 8 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xc h2 yd8 ff1 fs0 fc0 sc0 ls0 ws0">Net profit (loss) per share </div></div><div class="c x12 y11a w18 h27"><div class="t m0 x39 h15 y11b ff3 fsa fc0 sc0 ls0 ws0">Net profit (loss) per share<span class="_ _0"></span> </div></div><div class="c x19 y11a wd h27"><div class="t m0 x3a h20 y11c ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc6 sc0">01.01.</span><span class="fc6 sc0">2024 </span><span class="fc6 sc0">-</span><span class="fc6 sc0"> </span></div><div class="t m0 x2c h20 y11d ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.12.</span><span class="fc6 sc0">2024</span><span class="fsa"> </span></div></div><div class="c x1b y11a we h27"><div class="t m0 x3a h20 y11c ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc6 sc0">01.01.</span><span class="fc6 sc0">2023 </span><span class="fc6 sc0">-</span><span class="fc6 sc0"> </span></div><div class="t m0 x2c h20 y11d ff3 fs0 fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.12.</span><span class="fc6 sc0">2023</span><span class="fsa"> </span></div></div><div class="c x12 y11e w19 h1c"><div class="t m0 x1c h1b ybf ff5 fsa fc0 sc0 ls0 ws0">From continuing operations<span class="_ _0"></span> </div></div><div class="c x19 y11e w1a h1c"><div class="t m0 x1c h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x1b y11e w1b h1c"><div class="t m0 x1c h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x12 y11f w19 h1a"><div class="t m0 x1c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Number of shares (<span class="ls7">in <span class="_ _0"></span></span>pcs.) </div></div><div class="c x19 y11f w1a h1a"><div class="t m0 x2e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">5 407 578 </div></div><div class="c x1b y11f w1b h1a"><div class="t m0 x2e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">5 132 988 </div></div><div class="c x12 y120 w19 h1c"><div class="t m0 x1c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Net profit (loss) per share <span class="_ _0"></span>(in PLN) </div></div><div class="c x19 y120 w1a h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-9,05 </div></div><div class="c x1b y120 w1b h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-5,48 </div></div><div class="c x12 y121 w19 h1c"><div class="t m0 x1c h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Diluted number of shares <span class="_ _0"></span>(<span class="ls7">in <span class="ls0">units) </span></span></div></div><div class="c x19 y121 w1a h1c"><div class="t m0 x2e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">5 802 957 </div></div><div class="c x1b y121 w1b h1c"><div class="t m0 x2e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">5 439 862 </div></div><div class="c x12 y122 w19 h1d"><div class="t m0 x1c h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Diluted net profit (loss) <span class="_ _0"></span>per share (in PLN)<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c x19 y122 w1a h1d"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-8,44 </div></div><div class="c x1b y122 w1b h1d"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-5,17 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xc h2 y123 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y124 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>value <span class="_ _10"></span>of <span class="_ _0"></span>net <span class="_ _10"></span>profit <span class="_ _0"></span>(loss) <span class="_ _10"></span>per <span class="_ _0"></span>share <span class="_ _0"></span>was <span class="_ _10"></span>calculated <span class="_ _0"></span>in <span class="_ _10"></span>relation <span class="_ _0"></span>to <span class="_ _10"></span>the <span class="_ _0"></span>weighted <span class="_ _10"></span>average <span class="_ _0"></span>number <span class="_ _0"></span>of <span class="_ _10"></span>DataWalk </div><div class="t m0 xc h2 y125 ff1 fs0 fc0 sc0 ls0 ws0">S.A. shares for the period. </div><div class="t m0 xc h2 y126 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _6"></span>diluted <span class="_ _5"></span>weighted <span class="_ _6"></span>average <span class="_ _6"></span>number <span class="_ _5"></span>of <span class="_ _6"></span>shares <span class="_ _5"></span>takes <span class="_ _5"></span>into <span class="_ _6"></span>account <span class="_ _6"></span>the <span class="_ _5"></span>estimated <span class="_ _6"></span>number <span class="_ _5"></span>of <span class="_ _6"></span>contingent <span class="_ _5"></span>entitlements </div><div class="t m0 xc h2 y127 ff1 fs0 fc0 sc0 ls0 ws0">to subscribe for and/or ac<span class="_ _8"></span>quire shares of the Company u<span class="_ _5"></span>nd<span class="_ _0"></span>er the incentive program.</div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w1d h28" ><div class="pc pc9 w1d h28"><img class="bi x20 y128 w1e h29" alt="" src="data:image/png;base64,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AAAAAAAUHm8R2ahSZMm3t7e3t7eQgg1NbVKcgGfXlpBCFG1atWlS5cuXbo0Pz+/oKCgatWqPKkAAAAAgMpJJpfLpV+BgYGEAwAAAAAAVIRikQQ1YgEAAAAAAFRW8msI5XUZgcpGGlnDU0psiS2ILeElYuAuEFtiC2L7j8dWgTELAAAAAABAdWQWAAAAAACA6sgsAAAAAAAA1ZFZAAAAAAAAqiOzAAAAAAAAVEdmAQAAAAAAqI7MAgAAAAAAUB2ZBQAAAAAAoDoyCwAAAAAAQHVkFgAAAAAAgOrILAAAAAAAANWRWQAAAAAAAKojswAAAAAAAFRHZgEAAAAAAKiOzAIAAAAAAFAdmQUAAAAAAKA6MgsAAAAAAEB1ZBYAAAAAAIDqyCwAAAAAAADVkVkAAAAAAACqI7MAAAAAAABUR2YBAAAAAACojswCAAAAAABQHZkFAAAAAACgOjILAAAAAABAdWQWAAAAAACA6sgsAAAAAAAA1cnkcrn0KzAwkHAAAAAAAICKcHV1lX4wZgEAAAAAAKhOo8S2IuUAVELSyBqeUmJLbEFsCS8RA3eB2BJbENt/PLYKjFkAAAAAAACqI7MAAAAAAABUR2YBAAAAAACojszCpyA1NfX169eq1QIAAAAA8GdUusxCfn7+3r17x4wZM3To0LFjx86aNSskJGTu3LmFhYWVPJTFxcV//0mTkpK++eabq1ev2tnZ/ec//3mlXyZdAAAgAElEQVSv2j+jqKiIPx4AAAAAgCi9NsQ/6/Lly+PHjx86dOjatWtr1KghhLh//76Dg0PNmjU1NDQqcxw9PDw2btz48OFDQ0PDv+2kL168+PLLL0+fPm1mZnb69Onq1atXvPbPCA0N7d+//+nTp3v06MGfEAAAAACQWags/P39586du3HjxkmTJikKGzdu7OHhcefOnUoeR2tr665du+rq6v6dJ507d66jo6OZmZkQYsOGDe9V+2dYWFh06dLF3Nycvx8AAAAAQGXJLFy4cGHmzJlz5sxRTisoXtoNDAwqeRxHjhw5cuTIv/OMMTExe/fuvXXrlgq1f5K1tfW5c+f44wEAAAAAiEoyz0J2dvbo0aONjY0XLVpU5nts3759FZtyuTwyMjIoKOj+/fvKu6WlpV28eDEnJ0cIkZCQcPToUcXUDPHx8deuXVPsGR0d/eDBA+Vjnz59evz48WPHjr19+1YqyczMvHLlSmJiolT766+/SuWJiYk///xzVFTU69evHz9+LBWmp6f/8ssvz549U24zJyfnwoULR44c+f3335XLExMTw8LCpN+RkZGXLl0qPzipqaknTpw4c+ZMbm6uVPL69evw8PDRo0ebmJhoamqWmPKgnNr79+8HBwdHREQo7/+uK31XZHJycm7evHn79m3l3W7evLl///5Dhw5lZmZW8KYAAAAAAMgsfDA7d+58/vz5uHHj9PX1S9fq6uoqvjK4ePGig4NDampqkyZNnJ2d165dq2ihTZs2Tk5OVapUWb9+/YgRIwYNGrR79+6CgoKNGzf27t17+PDhiganTJkybNgwxXv15MmTg4KCWrVqFRwc3L9/fyHE+fPnJ0yY0LFjx+zs7IsXLzZv3nzMmDFCiDNnzowbN87Gxua3336rVavWy5cvhRBHjx796quvOnfurDyDo7+//7hx4/T09PT19Tt16hQeHi6EePHixZo1aywtLf38/AoKCqZOnTpmzJju3bsnJCSUGZa3b9+6ubl5e3s3bNgwKSmpdevWL168EEI8evTo6tWrjx8/btas2cmTJ2UymfJRZdY+efJkwIABZ8+ebdGixc6dO4cNGyaXy8u50ndFJjIyct68eW3atImOjpZ2e/z48eeff75///7OnTtnZ2fXr1/f1tbW1tY2IiLiXTeFvzoAAAAAILPwgR0+fFgIMWDAgPJ3CwoKGjx4sK+vb//+/Vu2bDlnzpz58+enpaUJIcaPH1+nTp2+ffsGBwc3adLkxIkTQoiqVatqampOmzbNw8Pj8ePHDx8+lNoJDAw0NjYWQrx69crOzq5Pnz6zZs2qW7euvr5+dna2EOKLL77o1KlT/fr1i4uL4+Li5s+fP3r0aCHExo0bmzZt2rRp0zFjxvTr169ly5ZCiIEDBzZt2rRFixa1a9eW2p89e3ZAQMCePXvat2/fvXt3BweHmTNnCiFq1qw5ZcoUmUzm6Oi4atWqBQsW/Pvf/5b6Wfpic3Nzu3fvnp+fv2bNmubNmzs7O2tqai5fvlwI0apVqxEjRmRlZU2dOnXu3Llqav/fTSxdGx8f365duxEjRri5uTVt2vT7778PDg4+duxYOVf6rsi0b9++R48eMpmsT58+Qoj8/HwHBwdNTc2VK1daWFiMHTvW0NCwXr16+/fvb9u27btuCn91AAAAAPApqRTzLEhD65s1a1bOPklJSZMmTfrmm28aN278f5MiamoFBQXx8fE1atTIzMyMjIzs3bu3mppa7969f/75Z5lM1rVrV2nPTp06CSFiY2MtLS2FEE+ePJk6daoQYvLkyc2bN5fGL1y8ePHnn38+dOiQdMj58+e/+OKL0NDQefPmKfpQr169TZs2TZgwwc7OzsPDQ0tLSyo/e/asIi1y5MiRdevWhYWF6ejoKPp59+5d6felS5eKiopycnKGDh3aoEGDVatWNW/e3MTEpPT1Lly48P79+6Ghof8vCaTUzoULF4QQigssQblWLpc7OTlZW1tLKQOpHSHE3bt3Bw4c+K4rLScyZ8+ebdOmTc2aNYUQly9fvnfv3qZNm6SqgoKC33//XUNDo2nTpkKI8m8KAAAAAIDMQoXs27dv586dis3Fixfb2dmV2EeaQUAaR/Auvr6+eXl5M2bMUJT89ttvQgjptfzMmTOFhYXZ2dlDhgwRQpw6dapt27aKN/ZGjRqpqalJHx1kZ2eHhoauX78+JiYmKCjoyJEjV69e3bNnT2ZmZnh4uJWVlbTPxYsX+/fvP2XKFOU+uLu779+/f+DAgdeuXWvTpo1UGB8fHx8fr5gJ4vvvv2/Xrl2XLl2U+6noSUhISI0aNfT09Jo0aSL1U/FdhrK0tLRNmzbNmDFD8XlIYWFhfHy8jY2NInfQrFmzWrVqvSuzoKg9efLkjRs3pPECpeNW5pWWExmpwQkTJki/tbW1hRDS+qBCiGPHjmVnZ48dO1baLP+mAAAAAADILFSIurp6hw4dFJvNmzcvvU+DBg1u3bqVmpoqLZFYptDQ0I4dOxoZGSlKjhw50rRp04YNG0qvuzo6OlLeQS6Xnz592tXVVbGnpqZmrVq1pEkKvv/+ew8PDyFEcHCwTCZLTk6uUqXK8uXLq1Wrptj/7NmzeXl5o0eP1tPTU+6DqanpgQMHevbs6erqqhhNEBISUrVq1c6dOwsh0tPTr1+/vmTJEsUhGRkZYWFhEydOVLyWm5iYSHMZ3Lt37/Hjx46OjqUv9vLly7m5uV9++aVyl3Jycvr16ydtXrx4UfG7NOXa0NBQbW3tnj17KsdNXV1d+pyhzCstJzK3bt16+vSpIo3SuXPn0aNHr127tnnz5g8ePFi4cOG2bdsGDRqkuNhybgoAAAAAgMxChShPnfguTk5Ot27d2r9//5w5c0pUHTt2rG3bthYWFhkZGZ9//rnyy3NkZOSePXukt9ZTp045OTnVrVtXevt9/vy5o6OjXC5XzG5Ys2bNjIyMrVu3Dhw40NTUVAiRnJysrq7u6uqqqakp7ZOXlyeE0NbWPn78ePPmzaWPBSQPHjx48eKFnZ1d165d586d6+Pjk56eLqU5Tp482b17d21t7aKiooyMDCFEo0aNFAeuXbtWXV1duq67d+8+fvx4x44d6urqQohTp05Vr17d3t5euZ+KfESJdry9vZs3bz548GCpM0lJSb179y4zmCVqMzIy6tSpIw0ukDYDAwMnTpxoYWEhhCh9peVH5uTJkwYGBnZ2dkVFRdJV+Pv7e3h4nD59unv37rGxsYovRCpyUwAAAAAAn4BKMYPjrFmzWrVqtWjRoosXLyqX79q1SwghvQN36NAhPT1dKn/z5s20adNmzpwpzR0QFRWVmpqqGM9/5swZQ0NDQ0ND5U8ADA0Nz58/b2xsrEhPtG7durCwULG6xK1bt7y9vYuLi+Vy+cmTJ8eNG6f8Aqy8PGTPnj1r1KhhYGAghHj79u3ly5d79uy5efPmZ8+e1a9f39TUVNHPmJiYtWvXbt26VZob4uTJk/r6+iNGjFD0s1u3bhcuXJA+T1DWvn17mUymaCcwMDA+Pv7gwYPSe/vFixe1tbV79epVZjBL1Hbo0CEzM1OxbsWMGTOaNWsmXXWZV1pOZIQQp0+f7tat25UrV86fPy+EKCws7NChQ/PmzWfNmmVra6tIK1TwpgAAAAAAPgGVYgZHHR2dsLCw2bNnOzo62tvb29ravnnzJicnZ/LkydJXBkKI1atXDxkyxNfXt27duvv27fP09FSsjxgSEmJubq5IGTx9+jQ7O/vcuXPTp09XnEJfX9/Z2VkxUF8IMXny5JCQkPnz52/btq1u3boDBgxYtGiRmppaZGTk8+fPpY8FFG7fvn3mzBkTE5OGDRtu2bJl37590jyIL1++zMvL27lzZ0BAQJ06dYQQe/bs+eabb0xNTTMzM0NDQ8+cOaPoWEhIiIODg2Jmx6dPn75+/VpDQ6P0FyItW7ZctWrVnDlz5s2bFxUV9fDhw6ioKMWnIhcuXHB0dCzxpYZCidopU6ZcvnzZzc1t4MCBR48etbS03L59u5QCuHbtWukrLScyQoiUlJT4+PjHjx9LwZfL5ZmZmW5ubh4eHh06dOjdu/eoUaOkmRQqclMAAAAAAJ8AmVwul34FBgYKIf7ZL+Ffv34dFxeXm5tbv3596UVdWXFxcUJCgrq6ev369csZUZ+Tk5OWliYNwldISUkpcxKHJ0+eZGdnW1lZaWiUl2RJTU01MTF59uxZenq6lZWV4uMCIcSjR49MTEx0dXUVJXl5eQ8ePKhZs+a7ZlhUtKmlpWVoaFhONBITE+vXr68804FcLjcxMfnpp5/KHLPwrtqUlJRXr15ZWloqDysoX5mRkeaqkBaGSE5O/u677+bNm1dQUHDp0qXLly9LAxmuXbumWL+j/JuigsrwlH6qiC2xJbYgvESMuwBiS2yJLVSLrUal6lz16tU/++yzd9WqqakpTz3wLrq6uqXfYN81N2QF33Wl/8Obm5ubm5uXqGrQoEGJEm1t7RYtWlSwzfKj0bJlyxKFERERTZs2fdenEO+qNTMzK2d2zIpHRsopSAYMGPDtt99KV2prazt79uzMzMx27dpFRESUziyUeVMAAAAAAJ8ANULwUTh58uTly5eFEJs2bdq8efN71f5FUlJSkpOTlUuysrJ0dHRKf14BAAAAAPiEaRCCj8LBgwc1NTWvXLni5ubWpEmT96r9i4SEhHz33XdhYWFNmjTR1tbOzs6Wy+UnTpz4w7EYAAAAAIBPCZmFj8P27dtVrv2LtGnThoUeAAAAAAB8DQEAAAAAAFRHZgEAAAAAAKiOzAIAAAAAAFDdR5BZKCoq4j4BAAAAAFA5VfbMQlpampGR0dKlS7lVAAAAAABUQpU9s1C1atWuXbu2aNFCUZKXl3fgwAHuHAAAAAAAlUFlX3WySpUqx44dUy7517/+1blzZ+4cAAAAAACVwd8xZqG4uDg0NPTp06eKkidPnqSkpEi/09LSLl68mJOTI4RISEg4evRoYWGhVFVYWBgXFxceHi5tPn361MXFZf369XXq1MnMzJQKb9y4ceDAgcTExPv37+fm5nJHAQAAAAD4O/3lmYXc3Fx3d/f+/fsvX75cKikuLm7Xrt327duFEDt37mzTpo2Tk1OVKlXWr18/YsSIQYMG7d69W8o++Pn5NWvWbOfOndKBJ06ciIiIaN68+fXr19PT04UQS5cuDQwMbNu2ra+vb4cOHbS1tbmjAAAAAAB8UpmFixcvuru7y2Syhg0bSiXh4eEvXrzo16+fEGL8+PF16tTp27dvcHBwkyZNTpw4IYSoWrWqEKJu3bqjR4+Wy+V9+/aVDpw8efLz589Hjhw5Y8aMBg0aCCHWrl3btWvXRo0arVy5smvXrjKZjDsKAAAAAMAnlVlwcHC4fv16fn7+F198IZXs3LnTwsKiVatWQojMzMzIyMiGDRuqqan17t07LCxMJpN17dpV2vPs2bPq6uo9e/aUNiMiIl6+fOno6KhovF69eh4eHmlpaRoaGosWLeJ2AgAAAADwqWUWhBCnT5+2sLCwtbUVQjx69Ojnn39WZAfOnDlTWFiYnZ09ZMgQIcSpU6fatm1rYmIi1YaEhHTo0MHAwEDaPHnypJmZWevWrRUt//DDD4mJiYMGDSooKGjTpg23EwAAAACAv9nfkVkIDQ2Vvn2Qy+U//fRTQUGBtCklC3R0dGbMmCHVnj59WpF0kOZ9VHwKIe3ct29f5U8eevbsuWzZsl9//fWHH37gXgIAAAAA8Pf7yzMLz58/v3v3rpQgCAgIMDY2lsvl0pcRcrn81KlTTk5OdevWFULcunXr+fPnjo6Ocrlc/PfbBwcHh6KiIqmdW7duOTo6Sps///xzXl6eEOLbb7/9/PPP9+3bx70EAAAAAOATzCxERkYKIdq3b79169bGjRvfuXOnbdu2t2/fjoiIiIqKSk1NnTJlirTnmTNnDA0NDQ0NpXkcT58+bWRkZG5uHhAQIIQICwsTQnTv3t3Hx6eoqOjcuXM3btwQQshksi+++KJRo0bcSwAAAAAAPsHMgpaWlhDC3t7ewsKiR48ez549u3fvXlxcXIcOHUJCQszNzT///HNpz6dPn2ZnZ587d65///5CiJSUlMzMTD8/Pyn18Pr1ayHE/PnzJ0yYoK6u/vDhw+++++748ePHjh2LiYlZu3Yt9xIAAAAAgL+fxl99gr59+8bFxdWrV09bW1sIsX379qysLAsLCyHE4sWLFy9erNjT29v7m2++kb6MEEL4+vouXLhQsVals7OznZ1ds2bN1NXVhRB79+41MTG5f/++TCY7evSompoa9xIAAAAAgE8wsyCEaNy4seK3vr6+vr5+mbvp6uoq0gpCiCpVqijSCkIINTU1a2trxaa0foRyywAAAAAA4O/Hv/oBAAAAAIDqyCwAAAAAAADVkVkAAAAAAACqk8nlculXYGAg4QAAAAAAABXh6uoq/WDMAgAAAAAAUF3JtSEUKQegEpJG1vCUEltiC2JLeIkYuAvEltiC2P7jsVVgzAIAAAAAAFAdmQUAAAAAAKA6MgsAAAAAAEB1ZBYAAAAAAIDqyCwAAAAAAADVkVkAAAAAAACqI7MAAAAAAABUR2YBAAAAAACojswCAAAAAABQHZkFAAAAAACgOjILAAAAAABAdWQWAAAAAACA6sgsAAAAAAAA1ZFZAAAAAAAAqiOzAAAAAAAAVEdmAQAAAAAAqI7MAgAAAAAAUB2ZBQAAAAAAoDoyCwAAAAAAQHVkFgAAAAAAgOrILAAAAAAAANWRWQAAAAAAAKojswAAAAAAAFRHZgEAAAAAAKiOzAIAAAAAAFAdmQUAAAAAAKA6MgsAAAAAAEB1MrlcLv0KDAwkHAAAAAAAoCJcXV2lH4xZAAAAAAAAqtMosa1IOQCVkDSyhqeU2BJbEFvCS8TAXSC2xBbE9h+PrQJjFgAAAAAAgOrILAAAAAAAANWRWQAAAAAAAKr7CzMLWVlZWVlZf76dwsLCtLQ05ZLU1NQP0sMXL14UFRX9I3HPz89PSUlRLMzxlyouLk5JSSkoKFD5pvydvQUAAAAAfFw0Kr5rZmZmcHDwb7/9Jr1hymQyDQ2N6tWr161b187OrmHDhiX2t7Ozk8lkMTExf7KLc+bM2bx586NHj/T09DZv3hwQENCyZcugoKA/2eyzZ88aNGgwZcoUX1/fvzPixcXFy5cvT0lJuXDhQm5u7p49ezp16vTXnW7//v2XL1++f/9+ZGSkj4+Pv7//e92Uv7m3AAAAAICPznuMWdDX1580aZIQ4scff3z58uXgwYNHjhxpbW196tQpKyurfv36PXnyRHl/JyenkSNH/mGzfzgAoVevXqNGjTIyMlJXVx8wYEBSUpLKV6t8LmNj41GjRvXq1etvjriXl1dGRoa/v394eLhcLi8xo+aHFRYW9uOPP27YsOHs2bNdu3ZdsWJF6ZtSfvz/zt4CAAAAAD5GGu97gLW1tRDi888/79ixoxDCxsamf//+o0aNGjx4sL29/fXr12vVqiXt6eHhUZEG3d3dt2/fXs4OAwYMGDBggPS7UaNGivZVoHwubW3t8s/7F/H395ciU6NGjdjYWE1Nzb/0XHXq1BFCyGSyI0eOvHnzxsDAoERaYc2aNd7e3pWhtwAAAACAj9F7z7Ogrq5eutDR0dHLyyspKcnNze29WvPx8bl58+Z7HaKhoaHapapwrg8uIyPj999/19LSkjb19PS0tbX/utPFxcUpzqWurl4irVBcXOzi4pKbm1tJegsAAAAA+BhpfKiG3NzclixZcvjw4aSkpDp16rx9+/bAgQN37txZtWqVtMP58+dPnTolhDAzMzM2Nh43btzKlSs9PT1r1arl5eVVu3btCRMmhIWFbdmyxc/PLyAgICoqavXq1ebm5mfPnt2+ffuuXbuU/2H+8uVLb2/ve/fu9ezZ083NTUND49y5c5GRkcXFxWPHjq1Xr96vv/56+fLloqKiUaNG1a9fv/S5UlNTt27damJi4uzsLLVZUFCwc+fO69evp6WldenSZcqUKdKLdF5eXlBQ0NWrV319fbdt23bs2LEWLVosWbLkXf/AT0tL27RpU0JCQn5+/tChQwcPHiyV79q1KzY2Vghx6tSptLS0tm3bOjg4KB/44sWL7du3W1lZtWnTZsWKFZmZmcOHD1ccXjo4FhYW7+pzWFhYeHh4cnKyXC738vKqUaPG1KlTlW9KRkbG9OnTT5w4YWdn5+Xl1alTp+7duyt35l29vXv37o4dO5KTkw0MDFxcXNq0aSPtf//+/U2bNg0ePPjVq1fbtm2bPXt2165d+QMDAAAAgE/eB1sbQldXt127dkVFRZGRkVlZWStXrnR1dQ0PD5dqpddyHx8fHx+f58+fX79+XQjRv39/Ozs7fX39QYMGdenSZffu3S4uLnv27Fm7du2NGzcOHjz4yy+/bNmyZfLkyfv371dexCEjI2PkyJFpaWn37t2bPXu2q6urEKJnz55Vq1ZdtGjRo0ePhBCdOnWqVavWokWL7t+/X/pc9+/fX7BggYeHR3x8vNRmfn5+nz598vPzN23atHr16k2bNnXp0iU7Ozs/P3/VqlUuLi7nz5+fP39+YmJi3bp1ly9fvnz58jLjkJCQYG9v37t3723btjk7O48bN27GjBlSVceOHXv27CmEaNmy5ZdfftmyZUvlA2NjY6dOnbpgwYIrV66MHj06LS0tNDR0yJAhfn5+Qogyg/OuPgshmjRp8uWXX1atWtXc3PzLL7/s1q1biZuioaHh4eGhpaVlaWk5aNCg5s2bl7iQMnt7/Pjx8ePHz5s3b8+ePVZWVu3btz9w4IAQIjw83M3Nbc2aNQcPHgwKCjp37tz+/fv56wIAAAAAMgvvx9TUVAiRnJysp6e3ZMkSaUYGydGjR9X+y8vLy8DAQE1NzdraWk9PT0dHx9raumHDhmPHjp0wYYIQolmzZvv373/+/PmIESMmT548dOjQEid6+fLloUOHtm/fHh0d3aFDhx07dkRFRQkhLC0tlXdTbJY+V+PGjUssCfHDDz88f/58+vTpQoi6deuuWbMmMjJy1apVWlpanp6ednZ2L168mD179tKlS319fW1tbU+ePFlmEKZOndqjR4/27dsLIbp37z5jxgx/f/9Lly4JIRo1aiS9wNeuXdvW1rZ27drKB1pbW69Zs0YIcevWrTNnzgQFBUVEREhnf/v2bZnBeVefpXtha2urpaVlYGBga2vbtGnTEjelWrVq1tbWMpnM2NjY2traxMSkxIWU7u3r168nTpz4r3/9y8TERE1Nbc6cOZ999tm0adPS09M7d+68ZMkSIURhYeHOnTuTkpLWrVvHXxcAAAAAkFl4P2/fvhVC6OrqSptVqlRRVNWpU+fIkSPDhg2Lj4/X1tZesGBBmS1II/l79OghhFDM1KjcjuKlV09PTzrX0qVL5XL55cuX37e3JZoNCAiwtbVVbPbp06d27dqbN29W7FyrVi1zc3Nps379+hkZGaXbTEhIOHv2rHI70qcWinbKJ81o0Lt3bymGjRs3Hjt2bGZmppQ3KR2c8vtckat+L8HBwS9fvixxdRkZGcHBwSW6Z2BgoJidAQAAAABAZqGi7t69K4SwsbGRNmUymaLKxcXF1dX10KFDzZo1mzx5cmFhYcWbVW6ntFatWgkhnj59+r69VW721atXT548kcvlyjs0bNjw2bNnUrqkRB/U1dWLi4tLtxkTEyOEUG6nfv366urqDx48UC2krVu3FkKkp6eXrvrDPqsQzPJFR0eXuDppVIjKVwcAAAAAILPw/0RFRT18+LBx48afffZZ6VpNTc2AgICIiIhOnTpt2bKlb9++Zb6Zq0B60S09mP+96OrqamhoJCUlKRfWrFlTV1f3vf7JX716dSGEcjsaGhoGBgbGxsaqdczIyEgIUaNGjb+uz3/m6mrWrCmEUPnqAAAAAABkFv6v/Px8Nzc3mUzm6+urplZGm4GBgXK5vH379pcuXZozZ05kZKQ0daJMJivxX/f39dtvv8lksn79+on/fk2gWEZRalmRwijnXFpaWp999llkZGRaWpqiMC0trcTaDX+odevWurq6ISEhipKCgoLMzExHR8eKN6I8V2VSUpK+vr5i/YUP3uf3ir+9vb0QQvnqpFO/19UBAAAAAP7XMwuZmZklSh48eNC7d+/o6Ojdu3f36dNHOd2g+OohISFh79690qvsyJEjdXR0pPkL9fT0kpOTs7KyDh48qHipzsrKKpG2EEIof0CRlpYm5QuKi4t9fHy+/vpraa7BBg0aCCFCQ0OFEPHx8QEBAUKIxMTEvLy80ucq0ezSpUsLCwtXr14tbaampt68eVOalVAI8fbtW+UOFBUVSYeXYGhoOGfOHGkKRqnk1KlTdevWVSxsKV1a6Rgqi4uLU2RG9uzZM3/+fB0dnTKDU36fpZ1LnEv5pkgxiYuLy8vLO3LkSOmelOht79697e3td+7c+fz5c6nk2LFjI0eOlGaFLPPeAQAAAADILPx/OYWtW7dKc/4vXry4d+/ew4cP79u379ixYzt27PjgwYPRo0dLexYUFPj7+0dHR8fGxm7YsKGoqEgmk82cOdPT0zM4ONjLy2vHjh1Vq1YVQkyaNCkrK6tu3bo6OjonT57cuXOnEGLWrFk3b96UmgoJCQkKCpLOmJKSIoTw8PB48OBBp06dvLy8Bg4c2L59e2lJBSGElZXV8OHD165dW7NmzRUrVjg7O8tksuPHj1+9erXEuZ49e+bh4SGEOHLkiLTKQ69evQIDA/38/JydnVeuXDl69OiDBw9K78yBgYFXr159+PDhunXrXr58uXXr1vPnzycnJ//4449v3rwpEaWlS5dOnTp1+PDhnp6enp6efn5+586dkz5PkMZrCCG2bNmyZ8+e5OTkMuN85coVd3f3/fv3f/XVV926dXN3dxdClBmccvocFyxnlRgAACAASURBVBc3e/bs1NTUsLAwPz+/mzdvlr4pQoipU6eGhoba2NgoZsdQKLO3QUFBNjY29vb2Pj4+rq6u6enpW7duFUJER0dLy3D6+PicOHGCvysAAAAA+N/x/wbDBwYGCiFcXV3/itNkZWVVqVLl3r17mZmZ1tbW0hf7iio1NTXFihIVUVRUFBsbm5WV1bJlS+WmJDdu3NDT02vcuHFGRsarV6+kgQwVPFd2dnZMTIyurm6LFi00NDRUvt7U1NT4+HhTU9NGjRpV/Kjnz5+bmZmtWrVqzJgxDx48sLS0NDMz+8Oj/mSf09PT9fX11dXVK35IfHz877//3qhRoz85vYUK/tKn9H8csSW2xBaEl4hxF0BsiS2xhWqx1fh7ziotEtmiRYt3Vb0XdXV1aUmIMilmJTA0NDQ0NHyvc1WtWtXOzu7PX6+Jicmfees2NTU1NTWt4M5/ss/SJJHvxcrKysrKir8lAAAAAID4sKtO4k+SZkB4ryU5AQAAAAD4Z5FZqCxu377t7e0thDh48OCpU6cICAAAAADgo6BBCCqJli1b+vn5+fn5EQoAAAAAwEeEMQsAAAAAAEB1ZBYAAAAAAIDqPkBmISUl5aO41KysrKysLG45AAAAAAAfkOqZhcLCwu3bt3/++ec9evT4KC7Vzs6uY8eO3HIAAAAAAD4gVTILqampQgg1NbVevXqlp6fL5fKP4lKdnJxGjhzJLQcAAAAA4AN678xCamrqmjVrhBBqamq1a9e2tLT8WC7Vw8Nj4cKF3HIAAAAAAD6g98ssFBcXu7i45ObmKko0NFi3EgAAAACA/13vkRfIyMiYPn36iRMn7OzsvLy8OnXq1L17d0Xtli1bjh8/bm1tvWTJEk1NTanwzZs3vr6+N27c0NPTGz16dO/evUs3++LFi+3bt1tZWbVp02bFihWZmZnDhw8fPHiwECI/Pz84ODgiImLZsmXffvutmpramjVrNDQ0Sjebm5vr7+//9u1bIUS9evXGjh0rhDh37tzVq1d1dXVnzJhRWFh44MCBO3furFq1SnHqM2fOnDhx4tmzZ02aNPn6669NTU2FENu3b3/69KkQwtPTUwhx4MCB+Ph4IcTChQvV1dWFEOfPnz916pQQwszMzNjYeMKECcqXc+/eveDgYLlcLpPJevXq1b59eyHE7t27ExMTzczMnJ2dhRAJCQnr169/9OiRhYXF7NmzrayspGPv3r27bdu23NzcN2/ejBo1qk+fPlJ5WFjYli1b/Pz8AgICoqKiVq9ebWFhwbMLAAAAAKgM3mPMgoaGhoeHh5aWlqWl5aBBg5o3by6VFxcXf/vtt6mpqaampsuXL/fx8VFkIvr37+/o6BgUFNS4ceM+ffrs3LmzRJuxsbFTp05dsGDBlStXRo8enZaWFhoaOmTIED8/v7y8PB8fHxcXl/Pnz3/33Xd37tzZuHFjampqmc3q6OiMHj06ICDAy8vLyclJarxnz54nT54cOnRoXl7eypUrXV1dw8PDFaf28PDYtWvXqlWrdu/eHR8f37Jly99++00IMXHixKioqEWLFkm7jRgxIi4ubtGiRQUFBUKIq1ev+vr6+vj4+Pj4PH/+/Pr16yWuqGnTpkZGRosWLYqPj5fSCkKIL774IjAwcOjQoUKIa9euzZgxY+HChXv37k1KSrK1tZXOGxsb265duxEjRvj5+TVt2tTBwSE6OlrKSri4uOzZs2ft2rU3btw4ePDgL7/8woMLAAAAAPj4MgvVqlWztraWyWTGxsbW1tYmJiZS+cuXL93c3Dw8PAICAmxtbU+fPi2VL168eODAga1bt5bJZB4eHmZmZu7u7iXatLa2lmZtuHXr1pkzZ4KCgiIiIrS0tDw9PYuLiz09PTt27Pjo0aPZs2dfunTp2bNnFhYW72rW1NR07ty5eXl5sbGxUuOJiYmtWrWqW7eunp7ekiVLrK2tFef99ddfvb29f/jhB21t7SpVqmzcuPHt27fTpk2TaktMHqG8efToUbX/8vLyMjAwKB2oadOmdezYMSIiQjG35ZkzZ6ZNmybt7OLi8v3339eqVUtXV/eHH37IyclZtmyZECIsLKyoqMjGxkYIMXDgQLlcLqUtxo4dKw2LaNas2f79+58/fz5ixAgeXAAAAABAJfEBZkmoWbOmYnC+ubn5o0ePpN/BwcGdOnWSFpIQQnz++edv377NysrS09NTPlxLS0sI0bt3b11dXSFE48aNx44du3Xr1qioKHt7e21t7QYNGjRo0EAIUatWrfKbnThxoqen54YNGzZv3iyECAgImDJliuJEVapUKSoqkn4HBgaamJhInz8IIYyNjQcNGvTTTz/Fx8crvk0oU506dVasWDFs2LAVK1ZYWVktWLCgzN2+/fbbL7/88tChQ9I4he3btx88eFAIER8fHxMT89NPPx04cEAIUVRU1KdPH0NDQyGEs7Nz165dtbW1U1NTpZ0V81loa2sLIaTVPaUgAAAAAADw6WQWlGlqakpfDRQUFDx79qxfv37jx49/30Zat24thEhPTy9dVX6zBgYGo0aN2rt3r4+PT9WqVe/du9eqVStFrUwmU/yOjo4usVimNDDhwYMH5WcWXFxcbt26tXnz5iNHjkycOFHx6UcJ/fr1a9Wq1ffffz906NCYmBgzMzMpI/D48WMhxNdff12vXr0Sh+jo6BgYGEyfPt3IyMjBwWHJkiUfy3KeAAAAAID/ZWofvEXpfVhdXV1NTS0yMlK56vXr14pRA+UwMjISQtSoUaN01R82O2PGjJycnG3btinGC5SpevXqv//+e35+vqKkZs2aQghjY+Py+6apqRkQEBAREdGpU6ctW7b07du3uLi4zD3d3d1v3rwZEhISEBCg+M5CmtuyRP+lHEpERES7du1cXFy8vLxK5x0AAAAAAPhEMgsymawi/0tXU1Nr1arV1q1bpYUVJGvXrn3X/soZh6SkJH19/TZt2qjQbKtWrezt7Tdu3BgUFPTVV1+963T29vbFxcXSEg+StLQ0ExOTtm3biv9+oKH4GEG6XimDEBgYKJfL27dvf+nSpTlz5kRGRir3RNlXX31laWm5ePHiGzdudO3aVSq0sbHR0NBYsmSJtIyFEKKwsNDf318I8e233zZs2LDMqwYAAAAA4NPJLOjp6cXFxeXl5R05ckQIUVBQUFhYqKgtLi5WDAT45ptv8vLyunTp4u/vf+rUqVmzZqmrq0sLN5YWFxeneI3fs2fP/PnzdXR0pIxDVlaW8p5/2OyMGTMePnxoZWUlJQgU8vPzFV2dO3eugYHBDz/8IGU0iouLT5w4sWzZMqkdaVoHaSrKM2fOnDlzRgiRmJiYn5+fkJCwd+9eKcMycuRIHR2d2rVrl3lF6urq8+fPj4qKGjVqlKLQyMho4sSJd+/e7dKly759+44ePTpgwABF3iE2NjYhISEzM3PdunVCiNTU1NDQUEXapUQcAAAAAAD4KDMLU6dODQ0NtbGxsbGxWbt27X/+85/ExMTVq1f//vvvW7duvXTpUnJy8urVq9++fTtq1Chvb+/09PQZM2Y4Ojqmp6e/a75DIcSVK1fc3d3379//1VdfdevWzd3dvbi4eOPGjZcvX05MTFywYEFKSoq05x82O2TIkNq1a0+dOlVRUlBQ4O/vHx0dHRsbu2HDhqKioho1apw6dSo5OblXr14//vjjkCFDRowY4erqKu0/fPhwKyurIUOGWFhYxMfH9+nTR1dXd/Xq1U+fPpXJZDNnzvT09AwODvby8tqxY0fVqlXfdVHjx483NTUdN26ccuG6deucnJyuX78+atSo4cOHOzg4dOnSRQixYMGCoqKiJk2aDB482NnZ2dDQcP369RoaGidPnpRW65w1a9bNmzd5ZAEAAAAAlcp7z+D473//e86cOfr6+urq6rNnz549e7aiytnZ2dnZWXnnBQsWTJ48+c6dOxYWFg0bNiynWWdn5zFjxjx48GD9+vVmZmZS4bRp0xQzFFS8WU1NzbCwMOWpCjQ1Nd3c3Nzc3JR369Chw4MHD2JiYvLz86dMmaK8YoW+vn5MTMyNGzcsLS1NTEykZS+lNSM9PDy8vLzu3buXmZm5e/fu6tWrl3NRcXFxX375pb6+vnJhlSpV9u3b5+3t/eTJk2bNmimmk+jTp09qampWVpa0YkV8fLyWlla1atWEEI6OjjypAAAAAIBPJLMg/jvDYsV37ty5c0X2NDU1VSwD+SebLT+LoaCuri6tQ1Gajo5Ox44dpd/SxxESKQHRokWLirS/bt26GTNmlFlVr1690tM06unpKRIcfziXJAAAAAAAH2tm4cOS5j5QnqzhYzd79uzk5OTatWvn5OS8K3MBAAAAAMCnQe2fPf3t27e9vb2FEAcPHlReqeGjFhMTc/jw4ZSUlC1btvCEAQAAAAA+bf/wmIUmTZp4e3tLyQU1NbVPI6bnz5/Py8uT1rYAAAAAAODT9g9nFrS0tEqsDfkJkMlkpBUAAAAAAP8j1AgBAAAAAABQGZkFAAAAAACgOjILAAAAAABAdWQWAAAAAACA6sgsAAAAAAAA1ZFZAAAAAAAAqiOzAAAAAAAAVEdmAQAAAAAAqI7MAgAAAAAAUB2ZBQAAAAAAoDoyCwAAAAAAQHVkFgAAAAAAgOrILAAAAAAAANWRWQAAAAAAAKojswAAAAAAAFRHZgEAAAAAAKiOzAIAAAAAAFAdmQUAAAAAAKA6MgsAAAAAAEB1ZBYAAAAAAIDqyCwAAAAAAADVkVkAAAAAAACqI7MAAAAAAABUR2YBAAAAAACo7iPOLGRlZWVlZal27PPnz7n3AAAAAAD8eR9xZsHOzq5jx47vdUh+fn5AQICtre2wYcO49wAAAAAA/HmqZBZSU1MrQ9ednJxGjhz5Xh1TU1Pr27cvAxYAAAAAAPhQ3juzkJqaumbNmsrQdQ8Pj4ULF75XxzQ0NOrVq1e3bl1uPAAAAAAAH8T7ZRaKi4tdXFxyc3Mr22W8V8fU1Ji3EgAAAACAD0Oj4rtmZGRMnz79xIkTdnZ2Xl5enTp16t69uxDi7t27O3bsSE5ONjAwcHFxadOmzbtaSElJWb9+fVJSko6OztSpU9u2bSuV3717d9u2bbm5uW/evBk1alSfPn2EEHl5eQcPHkxOTp41a9aKFStiY2Pt7e1nzZqlrq4uhHj79u2BAwfu3LmzatWqMjtWUFCwbdu2+Pj4lJQUS0vLuXPnGhgYlNmr8+fPnzp1SghhZmZmbGw8YcIEHgsAAAAAACroPf57r6Gh4eHhoaWlZWlpOWjQoObNmwshjh8/Pn78+Hnz5u3Zs8fKyqp9+/YHDhwo8/Dbt2/36tVrzJgxu3fv1tfXt7Oz+/XXX4UQsbGx7dq1GzFihJ+fX9OmTR0cHKKjo9PT0xcvXjxu3Ljw8PAJEybcuXMnJiZm3rx5Tk5OQoisrKyVK1e6urqGh4e/q2OTJk06fvz4qlWr1q9fv3nz5kmTJpXZq6tXr/r6+vr4+Pj4+Dx//vz69es8EwAAAAAA/CWZhWrVqllbW8tkMmNjY2traxMTk9evX0+cOPFf//qXiYmJmpranDlzPvvss2nTpqWnp5c4Vi6Xjx071sXFRXrtHzFiRHFxcVRUlBAiLCysqKjIxsZGCDFw4EC5XH79+nUjIyNvb+/69evfuXNn+fLlwcHBMTExzZs3DwoKunLlip6e3pIlS6ytrd/VMSHE6dOn27VrJ5PJjIyMOnfufO3atTIv6ujRo2r/5eXl9a5xDQAAAAAA4M9mFkoLDg5++fKlra2tosTZ2TkjIyM4OLjEnjExMdHR0R06dJA2P/vsszdv3sycOVM6JCoqSltbOzU19eDBg0IIxXQJWlpa1tbWlpaWQghdXV1pvsbz589LtVWqVCmnb+Hh4fPmzZPL5efOnbt///67pmCoU6fOkSNHhg0bFh8fr62tvWDBAp4JAAAAAAD+psxCdHS0EEIulytKpCzAgwcPSuyZkJBQokSRF9DR0TEwMJg+ffr69et79uxZokFlrVu3FkIoBkTIZLJy+ta0adOjR4+OGTPm9evXrVu3flebLi4urq6uhw4datas2eTJkwsLC3kmAAAAAAD4mzIL1atXF0IkJSUpSmrWrCmEMDY2LrGntra2EOLWrVvKhc+ePRNCREREtGvXzsXFxcvLq169euWczsjISAhRo0aNP+yYXC4fNWrUiRMndu3aNWTIEGnSxzJpamoGBARERER06tRpy5Ytffv2LS4u5rEAAAAAAOCvyizIZDLF///t7e2FECEhIYratLQ0IYSjo2OJo1q3bq2mpubv768YFPD69eugoCAhxLffftuwYcN3rShRVFSk+C2lMHr06PGHHQsPD9+3b9+kSZPKySlIAgMD5XJ5+/btL126NGfOnMjIyPj4eB4LAAAAAAD+qsyCnp5eXFxcXl7ekSNHevfubW9vv3PnzufPn0u1x44dGzlypGJuRQUzMzMnJ6fY2NihQ4eGhYUdO3Zs4MCB/fr1k2pjY2MTEhIyMzPXrVsnhEhNTQ0NDZWq4uPjFYMIdu/e3atXL8VkDfn5+cofLyh3TNEZuVx+8eLFX375JSsr69GjR9Kgifz8/IKCAmmfhISEvXv3SomJkSNH6ujo1K5dm8cCAAAAAIC/KrMwderU0NBQGxsbaTWHoKAgGxsbe3t7Hx8fV1fX9PT0rVu3lnngpk2b+vXrd+zYsW7duk2ZMsXd3V2alGHBggVFRUVNmjQZPHiws7OzoaHh+vXrNTQ0pKNyc3PHjRv3888/z58//7fffpOyAAUFBf7+/tHR0bGxsRs2bJDGNSh3zN7evnfv3v7+/rVq1YqJiXF2ds7Ly5s3b16zZs38/f1jY2Ojo6PXr1+fk5Mjk8lmzpzp6ekZHBzs5eW1Y8eOqlWr8lgAAAAAAFBBGu97wL///e85c+bo6+tLHxqYmJhcunQpPj7+999/Hz9+vLTiY5mqVat24sSJuLi4N2/eWFtb6+joSOV9+vRJTU3NysoyNTUVQsTHx2tpaVWrVk2qtbW13bhx4507d1q1auXj4yMVampqurm5ubm5ldOx06dPJyUlmZqaamlpyeXy4cOHS5M4lDjQw8PDy8vr3r17mZmZu3fvlmaOAAAAAAAAf1VmQfx3JkVlVlZWVlZWFTm2SZMmpQv19PT09PSk36Vnf6xWrZriC4iKd0wmk9WtW1fx+11zQ0rnbdGiBY8CAAAAAAAqUKvMnSssLGQZSAAAAAAAKrNKmllITU319fVNTEy8evXqrl273r59y60CAAAAAKAS0qic3apRo8akSZMmTZokbSomZQAAAAAAAJWKTC6XS78CAwMJBwAAAAAAqAhXV1fphxqxAAAAAAAAKiv5NYQi5QBUQtLIGp5SYktsQWwJLxEDd4HYElsQ2388tgqMWQAAAAAAAKojswAAAAAAAFT3V2UWXrx4UVRU9LFEISUlpTJ0o7CwMC0tTbVjU1NTP0gfsrKysrKyPrH7CwAAAAD466iYWUhPT1+1atWQIUOGDh06bNiwVatWpaSkLF++XAhx/vz5wYMHm5mZvXjx4qMIQXBwsLm5+aFDh/7xnsyZM6d27drvm+Y4efJkv379zM3NCwsL/3wf7OzsOnbsWP4+z549q1279pw5c/j7AQAAAABoqHDMsWPHJkyYMGvWrB07dlSvXl0IcfHixV69ev32228LFy5s2bKlnp7eR/QP7ZYtWw4fPtzGxuYf70mvXr2ys7ONjIwUJampqSYmJuUf1bp1aw0NjeLi4g/SBycnJzW1P8g3GRsbjxo1qlevXvz9AAAAAADeO7MQGho6aNAgHx+fb775RlHYvXv3S5cutWzZ8tWrV7Vq1WrRosVHFILGjRsfOHCgMvRkwIABAwYMUC5xd3ffvn17+UeZmZk1adLkQ/XBw8PjD/fR1tb+w14BAAAAAP5HvN/XEDk5OePHj69du/asWbNKVNWoUWPBggXp6elCCA0NDSL75/n4+Ny8ebNCd1GNmTgBAAAAAP+M90sBBAUFpaamTp06VVNTs3TtuHHjSozJv3Tp0saNG6tVq7Zs2TJzc3Op8O7du9u2bcvNzX3z5s2oUaP69OkjlV+8eHHr1q0bNmy4devWhg0bqlatumzZMgsLC0Vrhw8fjouLS09Pr1GjxsCBA9XV1Y2MjKRvBxISEtavX//o0SMLC4vZs2dbWVlJh5w/f/7UqVNCCDMzM2Nj4wkTJpTudmxsbEBAwPjx49u1a1eRbijLzc0NDAyMiooqLi4eMGDAV199Vf41Xrhw4cCBAwEBAdu2bTt+/HijRo3c3d2NjY2FEHK5/OzZs9u3b9+1a5e6uvrKlSs9P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"/><div class="c x0 y1 w1f h28"><div class="t m0 x4 h3 y129 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x3b ha y12a ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b ha y12b ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3c ha y12c ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x3d ha y12d ff1 fs4 fc0 sc0 ls0 ws0">For the year ended December 31, <span class="ls1">2024</span>. </div><div class="t m0 x3e ha y12e ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousands o<span class="_ _0"></span>f zlotys unless otherwise stated) <span class="_ _c"> </span> </div></div><div class="c x3f y12f w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 9 </div></div><div class="c x0 y1 w1f h28"><div class="t m0 x4 h7 y130 ff3 fs2 fc3 sc0 ls0 ws0">Consolidated Statement of Cha<span class="_ _0"></span>nges in Equity of the DataWalk Group<span class="_ _0"></span>  </div></div><div class="c xc y131 w20 h2a"><div class="t m0 x22 h15 y132 ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">St</span><span class="fc6 sc0">atem</span><span class="fc6 sc0">ent </span><span class="fc6 sc0">of </span><span class="fc6 sc0">c</span><span class="fc6 sc0">hanges</span><span class="fc6 sc0"> </span><span class="fc6 sc0"> </span></div><div class="t m0 x40 h15 y133 ff3 fsa fc0 sc0 ls0 ws0">in equity </div></div><div class="c x41 y131 w21 h2a"><div class="t m0 x34 h2b y134 ff3 fs4 fc0 sc0 ls0 ws0">Share capital </div></div><div class="c x42 y131 w22 h2a"><div class="t m0 x43 h2b y135 ff3 fs4 fc0 sc0 ls0 ws0">Share </div><div class="t m0 x22 h2b y136 ff3 fs4 fc0 sc0 ls8 ws0">premium<span class="ls0"> </span></div></div><div class="c x3 y131 w21 h2a"><div class="t m0 x44 h2b y135 ff3 fs4 fc0 sc0 ls0 ws0">Other capital </div><div class="t m0 x1f h2b y136 ff3 fs4 fc0 sc0 ls0 ws0">reserves </div></div><div class="c x45 y131 w22 h2a"><div class="t m0 x1f h2b y137 ff3 fs4 fc0 sc0 ls0 ws0">Foreign </div><div class="t m0 x22 h2b y138 ff3 fs4 fc0 sc0 ls0 ws0">exchange </div><div class="t m0 x31 h2b y134 ff3 fs4 fc0 sc0 ls0 ws0">differences </div><div class="t m0 x46 h2b y139 ff3 fs4 fc0 sc0 ls0 ws0">on </div><div class="t m0 x31 h2b y13a ff3 fs4 fc0 sc0 ls0 ws0">translation </div></div><div class="c x47 y131 w23 h2a"><div class="t m0 x48 h2b y135 ff3 fs4 fc0 sc0 ls0 ws0">Reserve </div><div class="t m0 x49 h2b y136 ff3 fs4 fc0 sc0 ls0 ws0">capital </div></div><div class="c x4a y131 w24 h2a"><div class="t m0 x3a h2b y135 ff3 fs4 fc0 sc0 ls0 ws0">Retained </div><div class="t m0 x1d h2b y136 ff3 fs4 fc0 sc0 ls0 ws0">earnings </div></div><div class="c x4b y131 w25 h2a"><div class="t m0 x22 h2b y135 ff3 fs4 fc0 sc0 ls0 ws0">Financial </div><div class="t m0 x43 h2b y136 ff3 fs4 fc0 sc0 ls0 ws0">result </div></div><div class="c x4c y131 w26 h2a"><div class="t m0 x3a h2b y13b ff3 fs4 fc0 sc0 ls0 ws0">Equity </div><div class="t m0 x17 h2b y13c ff3 fs4 fc0 sc0 ls0 ws0">attributable </div><div class="t m0 x4d h2b y135 ff3 fs4 fc0 sc0 ls0 ws0">to </div><div class="t m0 x34 h2b y136 ff3 fs4 fc0 sc0 ls0 ws0">shareholders </div><div class="t m0 x34 h2b y13d ff3 fs4 fc0 sc0 ls0 ws0">of the parent </div><div class="t m0 x22 h2b y13e ff3 fs4 fc0 sc0 ls0 ws0">company </div></div><div class="c x4e y131 w27 h2a"><div class="t m0 x4f h2b y138 ff3 fs4 fc0 sc0 ls0 ws0">Non </div><div class="t m0 x18 h2b y134 ff3 fs4 fc0 sc0 ls0 ws0">controling </div><div class="t m0 x50 h2b y139 ff3 fs4 fc0 sc0 ls0 ws0">interest  </div></div><div class="c x51 y131 w26 h2a"><div class="t m0 x17 h2b y134 ff3 fs4 fc0 sc0 ls0 ws0">Total equity </div></div><div class="c xc y13f w20 h19"><div class="t m0 x2 h15 ybc ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Balanc</span><span class="fc6 sc0">e at</span><span class="fc6 sc0"> </span><span class="fc6 sc0">beginnin</span><span class="fc6 sc0">g </span><span class="fc6 sc0">of </span></div><div class="t m0 x2 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">period </span><span class="fc6 sc0">01.</span><span class="fc6 sc0">01.</span><span class="fc6 sc0">2024</span><span class="fc6 sc0"> </span></div></div><div class="c x41 y13f w21 h19"><div class="t m0 x40 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">513 </div></div><div class="c x42 y13f w22 h19"><div class="t m0 x4f h15 ybb ff3 fsa fc0 sc0 ls0 ws0">171 968 </div></div><div class="c x3 y13f w21 h19"><div class="t m0 x52 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">9 965 </div></div><div class="c x45 y13f w22 h19"><div class="t m0 x40 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">253 </div></div><div class="c x47 y13f w23 h19"><div class="t m0 x43 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">43 576 </div></div><div class="c x4a y13f w24 h19"><div class="t m0 x4d h15 ybb ff3 fsa fc0 sc0 ls0 ws0">-185 714 </div></div><div class="c x4b y13f w25 h19"><div class="t m0 x53 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">-28 149 </div></div><div class="c x4c y13f w26 h19"><div class="t m0 x54 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">12 412 </div></div><div class="c x4e y13f w27 h19"><div class="t m0 x55 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y13f w26 h19"><div class="t m0 x54 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">12 412 </div></div><div class="c xc y140 w20 h19"><div class="t m0 x2 h15 ybc ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">I</span><span class="fc6 sc0">ncrease </span><span class="fc6 sc0">(d</span><span class="fc6 sc0">ecr</span><span class="fc6 sc0">ease)</span><span class="fc6 sc0"> </span><span class="fc6 sc0">in </span></div><div class="t m0 x2 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">th</span><span class="fc6 sc0">e valu</span><span class="fc6 sc0">e of</span><span class="fc6 sc0"> </span><span class="fc6 sc0">equit</span><span class="fc6 sc0">y</span><span class="fc6 sc0"> </span></div></div><div class="c x41 y140 w21 h19"><div class="t m0 x56 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">50 </div></div><div class="c x42 y140 w22 h19"><div class="t m0 x54 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">27 383 </div></div><div class="c x3 y140 w21 h19"><div class="t m0 x55 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x45 y140 w22 h19"><div class="t m0 x40 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">219 </div></div><div class="c x47 y140 w23 h19"><div class="t m0 x46 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">3 338 </div></div><div class="c x4a y140 w24 h19"><div class="t m0 x57 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">-28 149 </div></div><div class="c x4b y140 w25 h19"><div class="t m0 x53 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">-20 812 </div></div><div class="c x4c y140 w26 h19"><div class="t m0 x53 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">-17 970 </div></div><div class="c x4e y140 w27 h19"><div class="t m0 x55 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y140 w26 h19"><div class="t m0 x53 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">-17 970 </div></div><div class="c xc y141 w20 h2c"><div class="t m0 x2 h18 y142 ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Tot</span><span class="fc6 sc0">al compr</span><span class="fc6 sc0">ehe</span><span class="fc6 sc0">ns</span><span class="fc6 sc0">ive </span></div><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">income f</span><span class="fc6 sc0">or </span><span class="fc6 sc0">the r</span><span class="fc6 sc0">eporting </span></div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">period,</span><span class="fc6 sc0"> </span><span class="fc6 sc0">includin</span><span class="fc6 sc0">g:</span><span class="fc6 sc0"> </span></div></div><div class="c x41 y141 w21 h2c"><div class="t m0 x55 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x42 y141 w22 h2c"><div class="t m0 x55 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x3 y141 w21 h2c"><div class="t m0 x55 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x45 y141 w22 h2c"><div class="t m0 x40 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">219 </div></div><div class="c x47 y141 w23 h2c"><div class="t m0 x58 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4a y141 w24 h2c"><div class="t m0 x27 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4b y141 w25 h2c"><div class="t m0 x53 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">-48 961 </div></div><div class="c x4c y141 w26 h2c"><div class="t m0 x53 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">-48 742 </div></div><div class="c x4e y141 w27 h2c"><div class="t m0 x55 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y141 w26 h2c"><div class="t m0 x53 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">-48 742 </div></div><div class="c xc y143 w20 h2d"><div class="t m0 x49 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Result of the period </div></div><div class="c x41 y143 w21 h2d"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x42 y143 w22 h2d"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x3 y143 w21 h2d"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x45 y143 w22 h2d"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x47 y143 w23 h2d"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4a y143 w24 h2d"><div class="t m0 x27 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4b y143 w25 h2d"><div class="t m0 x53 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-48 961 </div></div><div class="c x4c y143 w26 h2d"><div class="t m0 x53 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-48 961 </div></div><div class="c x4e y143 w27 h2d"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y143 w26 h2d"><div class="t m0 x53 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-48 961 </div></div><div class="c xc y144 w20 h19"><div class="t m0 x49 h25 ybc ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">-</span><span class="fc6 sc0"> </span><span class="fc6 sc0">Conv</span><span class="fc6 sc0">ers</span><span class="fc6 sc0">ion </span><span class="fc6 sc0">of </span><span class="fc6 sc0">for</span><span class="fc6 sc0">eign </span></div><div class="t m0 x49 h25 ybd ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">units</span><span class="fc6 sc0"> </span></div></div><div class="c x41 y144 w21 h19"><div class="t m0 x55 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x42 y144 w22 h19"><div class="t m0 x55 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x3 y144 w21 h19"><div class="t m0 x55 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x45 y144 w22 h19"><div class="t m0 x40 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">219 </div></div><div class="c x47 y144 w23 h19"><div class="t m0 x58 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4a y144 w24 h19"><div class="t m0 x27 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4b y144 w25 h19"><div class="t m0 x55 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4c y144 w26 h19"><div class="t m0 x40 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">219 </div></div><div class="c x4e y144 w27 h19"><div class="t m0 x55 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y144 w26 h19"><div class="t m0 x40 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">219 </div></div><div class="c xc y145 w20 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Share capital increase </div></div><div class="c x41 y145 w21 h1c"><div class="t m0 x56 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">50 </div></div><div class="c x42 y145 w22 h1c"><div class="t m0 x54 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">27 383 </div></div><div class="c x3 y145 w21 h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x45 y145 w22 h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x47 y145 w23 h1c"><div class="t m0 x58 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4a y145 w24 h1c"><div class="t m0 x27 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4b y145 w25 h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4c y145 w26 h1c"><div class="t m0 x54 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">27 433 </div></div><div class="c x4e y145 w27 h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y145 w26 h1c"><div class="t m0 x54 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">27 433 </div></div><div class="c xc y146 w20 h2e"><div class="t m0 x2 h18 y147 ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Dis</span><span class="fc6 sc0">tri</span><span class="fc6 sc0">bution </span><span class="fc6 sc0">of prof</span><span class="fc6 sc0">it </span><span class="fc6 sc0">for</span><span class="fc6 sc0"> </span></div><div class="t m0 x2 h18 y148 ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">the pr</span><span class="fc6 sc0">evious </span><span class="fc6 sc0">year </span></div><div class="t m0 x2 h18 y149 ff1 fsa fc0 sc0 ls0 ws0">allocation  </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">to </span><span class="fc6 sc0">capitals</span><span class="fc6 sc0"> </span></div></div><div class="c x41 y146 w21 h2e"><div class="t m0 x55 h18 y14a ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x42 y146 w22 h2e"><div class="t m0 x55 h18 y14a ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x3 y146 w21 h2e"><div class="t m0 x55 h18 y14a ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x45 y146 w22 h2e"><div class="t m0 x55 h18 y14a ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x47 y146 w23 h2e"><div class="t m0 x58 h18 y14a ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4a y146 w24 h2e"><div class="t m0 x57 h18 y14a ff1 fsa fc0 sc0 ls0 ws0">-28 149 </div></div><div class="c x4b y146 w25 h2e"><div class="t m0 x54 h18 y14a ff1 fsa fc0 sc0 ls0 ws0">28 149 </div></div><div class="c x4c y146 w26 h2e"><div class="t m0 x55 h18 y14a ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4e y146 w27 h2e"><div class="t m0 x55 h18 y14a ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y146 w26 h2e"><div class="t m0 x55 h18 y14a ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y14b w20 h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Cha</span><span class="fc6 sc0">ng</span><span class="fc6 sc0">es </span><span class="fc6 sc0">in </span><span class="fc6 sc0">capital ar</span><span class="fc6 sc0">is</span><span class="fc6 sc0">ing </span></div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">under </span><span class="fc6 sc0">IF</span><span class="fc6 sc0">RS2</span><span class="fc6 sc0"> </span></div></div><div class="c x41 y14b w21 h19"><div class="t m0 x55 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x42 y14b w22 h19"><div class="t m0 x55 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x3 y14b w21 h19"><div class="t m0 x55 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x45 y14b w22 h19"><div class="t m0 x55 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x47 y14b w23 h19"><div class="t m0 x46 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">3 338 </div></div><div class="c x4a y14b w24 h19"><div class="t m0 x27 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4b y14b w25 h19"><div class="t m0 x55 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4c y14b w26 h19"><div class="t m0 x52 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">3 338 </div></div><div class="c x4e y14b w27 h19"><div class="t m0 x55 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y14b w26 h19"><div class="t m0 x52 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">3 339 </div></div><div class="c xc y14c w20 h19"><div class="t m0 x2 h15 ybc ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">St</span><span class="fc6 sc0">atu</span><span class="fc6 sc0">s</span><span class="fc6 sc0"> </span><span class="fc6 sc0">at</span><span class="fc6 sc0"> </span><span class="fc6 sc0">th</span><span class="fc6 sc0">e e</span><span class="fc6 sc0">nd </span><span class="fc6 sc0">of </span><span class="fc6 sc0">th</span><span class="fc6 sc0">e </span></div><div class="t m0 x2 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">period </span><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2024</span><span class="fc6 sc0"> </span></div></div><div class="c x41 y14c w21 h19"><div class="t m0 x40 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">563 </div></div><div class="c x42 y14c w22 h19"><div class="t m0 x4f h15 ybb ff3 fsa fc0 sc0 ls0 ws0">199 351 </div></div><div class="c x3 y14c w21 h19"><div class="t m0 x52 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">9 965 </div></div><div class="c x45 y14c w22 h19"><div class="t m0 x40 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">472 </div></div><div class="c x47 y14c w23 h19"><div class="t m0 x43 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">46 915 </div></div><div class="c x4a y14c w24 h19"><div class="t m0 x4d h15 ybb ff3 fsa fc0 sc0 ls0 ws0">-213 863 </div></div><div class="c x4b y14c w25 h19"><div class="t m0 x53 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">-48 961 </div></div><div class="c x4c y14c w26 h19"><div class="t m0 x59 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">-5 558 </div></div><div class="c x4e y14c w27 h19"><div class="t m0 x55 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y14c w26 h19"><div class="t m0 x59 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">-5 558 </div></div><div class="c x0 y1 w1f h28"><div class="t m0 x4 h2 y14d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y14e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y14f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y150 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y151 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y152 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w1d h28" ><div class="pc pca w1d h28"><img class="bi x4 y153 w28 h2f" alt="" 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uaYHBO7/VEH/4iDzRHa1KANCPaPLVhr2w+2EUwbJbTRwH7fhP0yhLZOYf8O7eK3UUKM0Yv3GjqdTmYMAAYTWJSiRCKK4MoH0ehAhoxhl+UZEUGhUAaIFRpAJip7QV0LVI1hMFQUIZIlZgOl/cEMSqyQ9oSCCJqgSlCmoGi8isIYsnb3hxJAVSsvRGyYvJfM2qKw7af4ibRA8fGKGEKa8pAkSZIkSZIkSfKF97kOOIjIcDgMIczPz7cfadslrK2t/d3f/d2JEydOnHqK8vLP/83/9d3vfvfho4ebW1s7O8OqqopO6Zzd3h5K2yEweEPM1pBzLi/Ksigz25/r9efnOwsLr33zm1/7+rcfbC3+4M1rP/7xe0ePHK/qZmN9U2JUgWGzsjQghFBPzp87+c2vPftbb7xw4jC6BVjUkmQULNVADfVEAdoBMiWrShHkhYmNMkegiRQUAHwDAHmGjGEJ7VQDEqEoEEBJlU1GJvuMRfTetwccsFeG0KYDqto0zf6RBwB1Xbe9J9ogpl3Jtl3CwQXHXnVD0zRN07SdKdo8IqhEKBuz19SBQpS68WzYGmMNR4mqYKZ2wiMziCBRGh+JiJmsISKOoErRNApFJydDxKoQdQzbzr8gbTf20UeokstFuRFMm2gsG8cCRFVVWAMiUoUIiECkECUQCarKM3ORWWfAvDtXc28Up35s7iaw298xSZIkSZIkSZIk+SL7vFUJ+4f/24+0wyCn06m1dnNzc3s4ebQ++d5f/+DtH79TN40PPgQPieSMsRlFRgwwVBTloaWl5eUlZJatZSapplCZ7WzdunMzd1heWBgc++bZ04vDjSPbOztNMwFXxIbJWuM0s00TRlV9/f6j+cX+iaeOdXu9LHeFgQREgrMEMJRUVMgq5wpWogiKxD4iCrFBA8Q2Atgt5YcCjSDUcIyMOc+YIiTAN8hE+XNMGmgDl7Yqoe2q2GpbKu6fgLDW7vdobJe0XdWDZyJwYI7Dfh/H9uKqqiKIXF5VgRl5bhWIqiFyZi2xUUDB7bv7TSOqyHMCSIAoykxMBGLvtVENjmZNgEiZ5WC00xZAEI0ShQ6WCDCDSJUUyoaIISqTKpJlY03jYRjGQAkxQpQKS4YBamdAUmy7MByIDQ7UHqQxDkmSJEmSJEmS/Lvx3t+4cSOtw38QR48e7ff7nx0ltB0Bi6Kw1sYYq6pqh0GORqMQwssvv/xnf/Znf/VX37txY7i1tdV4359fRJx5P6HowxQIqjOwUtYtlhcOvf6N11955aXpbFrXM4EsLi3keTYa7fzlX/7lO2++eem9i//xf/avT59/5be/89L/+r//6fZwp9ObZ5tb1zEmbxBG9Wx7Oq1CPbj36OSN+4ePnOr3bFa0VfikSgCTEgTeWIGDsgACBNXNWfAiRQYhiO7vaMkHsKpvsDNE6Wiu5EGXLROYKgGrWPmMJdof+tj+tWmadnxjmxfsd0YAkGVZCMF739Ya5HlurW1LD/I8by9r44P9Uw/7kyC995ubm0E56y0Md2Z5Zg6t9EFQGJBpWyv4IFUtKuqcTiYCkLWOmVVZwcbAGBXFcFRPg1DXbmzuIEivXCIy7b5eACh8jAYwTO1wy3aqpJKSQW44EqZ1eLg2doXJu3ldoVuafteCMK3DdBbnCs0sDFHezrAAlKDaliKA9x7Sx6oSKMUKSZIkSZIkSZJ8Nufcs88+m9bhP6DPjhKYuSzLdiphmyZ474uimJ+fv3///p/8yZ9cvXp17fF4NOxaWnI5mokAppt188w0oWkmdeYWjxw5dOGFZ//wD3//hRefPnxkIfggKkpCZI1hEXnjtTd+9KMf/sMPf/jDv/mznZ21r3z9W4MBqgB2ofJj33ilvPEA8WBlJVTTjeHogys3Dh/u9YqsfyInkApCI8a0b+mzgAMIwCygEXjBX/z19y9du6VE0yo0XlRhXWbYtAc2ICDhw4vzJ4+unH3qxMnjyyuLvaIDYnzmGZC24mA/SmjHN7bFCMPhcDgctqUKxpjDhw8751S1TWT2w5p2bdv0Yb+DI/aKHUIIGxsbt27d+vnPf76+NeNyRQTPPHP2d3/nO90erEVegBnrG6PLl+/dun1nY2PDN3WIemjl0Ne+9sqpU0u9XscHsEE9i1ub1d/+P/9w5cbNfLE/m84WBoPvvPH68aMrg26J4DuFzQ0BTIZBCN4ba9g6BYWotSgMT+p45/76v/2rvx2Nx2StwLzxrVe+/carMeLtd977h394s56OJdQLg7n//I//1dNPHStzo4DspTftdAfC7jTJA+to0gsySZIkSZIkSZLkn0mUsD+AoK3Db0/+j0ajO3fu/OAHPxgOh8BcNesVec8wV83Y2jxzTjWy2oX+4suvvHT+/KkXXzr3O7/7m4cOLWQ5G4MoKqKg9k14eub0M/1Or1t237lxE9i5f+/i88+dnHu4ef32Y4WLiqCYecmysuz0QDKpquu3754+dfjUke6544UhQDWEyAAsg0xQ8koEBEIAInDp+q0f/uRd5WxcBR8UZIu8JFA1m2kIzvBckS/2527fXb1xa/XZcyfPnz1++qlDSx0499nr2K5PW0rQhgIiMpvNbt++fe3atdlspqq9Xu+b3/zmysqKMeZjJxr2+yPsHyHZHxvZJgt1Xa+vr1+6dOn2vS1xywSCmq9//TeMNUXOIlCLre3x++9ff/+D9x8+fBSCjyGeeurU4uKRfr/jsrKuYC1UECLdvHn3J2+/Y/pdkfjUyeMvv/TiyrLo7rwG6O7Uyd1zDURMxF60CeJFDVNUjCbVhxcvP1xdE1BUPnHy0Bt4VYH7Dx/95KfvzCYTjf7o4aV/+QezKPBerNk9L8F7P13bonG3acLeKqQBDkmSJEmSJEmSJF+OKEHx0W7u07ZyCsA6G7yfTmd5kedZDuDWrVvvv/9+0/gQo0oMYkJ0APtIzpVMbnu00S2L82df+u//2//hpZeOLi2TdagbNFPt9tDUUtc6N2BjKAqaJn7lxa+8+tVX7jeT/+XP//wv/vK7/92//h8vXbv/wZU/VdcnyklVIFFVSfOyrMfD+w8f3b17b/3cfNBlQwAQvFpLrKxkvKIRtYbIwhoYReWb0ayxRS7sTOGc65Rl6ZtmMhyzqDEmK3s702pj4/pP33nnmcunv/qVl377t37TnSq6C/urQrs73idXqh3UEGJkY9r+iADqpt7Y2Hj3vff+/nt/f+/ePSI6derU8RMnenO9TqcTJRo1u/UOex0R2ihBoRJFRKJEY2zmHICyLIuiiDFMplOPSeObjc3hdFLnWR4DeY9OBzvDyY0bt65fv7W+vp7n+WQyYeMePlw9depot6uzmZYlZZkZ9DvW2OmsntUzY/jI4UN5UZSFLXJWWxiGaAgxsiFLbKwhJlFtfGy8RLS9JIzLeFrVO6NJFJ02YTKZEMFahNBMplWe5bkrF+YX+nMZE8YzmSuZGUokbXSgyiQfdV7c7w2RXpFJkiRJkiRJkiRfiihB9rZwn35Wndo3kIVNLEsbVcbVrPH47t+99af/5u+3t5nsEc5L+LG4Rgw5rmAmlNljC/Zf/v63/+gP/+CZF/K5xcYUDI7OgIVgyJZARmoQicUQlUYJkbDo3O+8+tWlYm7n0cZsWD1z9oUrdzYqb20+pyYEtVUDB4WAgQd37l69NHfh1KGnjnTnCou860kFsKTdGEqawXSmwEix5VEVh5ruiRnMbGdzec5+9fmzPN2S0dSzsgihVtocgjbJeLd8edx9cDX+tL733/ye+YNFm9OCaEfUWaZZUzWxzoooVAsiIzfokCmj4chmqmEStolhLNNyf4vzy9uY6AkL3xE3MjQ1FVHlyy1lxwgWczXZijmCA+oa0xyuljBp6n42KIypAYnq+t2zF47lg9G26IPZV+Z7PnZOw7E1k45TKqhBZ73CxXU8ducnC+cmhrO5rdCPd9bff7nJ8nzS7eQ2X3qwod/76b1fbBTD/Oyc3eoUZml55djReZdn0wYQaAZngIJrHtfk1ThGF7A1Gc2ZOM5o1hiOLnr0fDyjcY54GzTfdrIUCFQd5nIULi7GqTWq/dIzAqkzVHiPqMSGwOJ12sQZc9dy6TjLiG16RSZJkiRJkiRJknzxo4T9+nLCp3XTp7b2PioiMzgzoZHRZHrv/sYv3r30/sWb2tjMdC3lJhsJTTwEHIJE4zrnz59/4zdf+s3vvJTlxpqoFIjVMJgIYGOIHAMqUAUzkwJQKZjOnzjeK/s///B2t+ice/r8vfWL1UTJdsF1VDQBqsIRpLS1tfXgweP797cOL2S9jhPjlEQVDHJaEUSgDSBCk4jgulrMxwiY6cJg4WsvPtup17LZgquPcGiaJuzM9MGEr2/J5oPZVigersdLO6uvn6tePlkcXewAhShFYa8UiJggHCO8KrEWBIZhJYoqUyhBDagh2o52sy6C9h1NZ8gkK7zRSmtyoqxBYxSto2nUKNAAFSESasKEADFBTEEaPKzN5pfmXanBFdN4rjDbayO5eOVq/myvX3bK3NVex14fjuOW9nmwePjQit+5WPHdx9v3R5PDMRSdci5yb3umH95de1wXoTxc2FiW3O325vol2NYezmBSC5O4XJQqQcU0R1BECiAYqJUGTR21RhM1JywSHzLsYErZO7HARKSZ+DzUWfTEisJpDMIkACRCQWqZWIOEimpDnUgEti69HJMkSZIkSZIkSb4UUcLnuUhEiHdLF5h5ZzT+yU/efrS6SmzU2iACHzJXNM20qT0QEeqlQf/VV187euSECJzNVHzThDy3xLQXXBCB9g/H700KVBFvDQ36cyeOHzNzkm3LkVubYX1WIyP2GlUEPooRNUAQmcymG5sbjV8U1RDFsoBVFIzYJiHtGX0GGLAMa2x3aeHUmVOvfuX5Z5ZpJVcnSrNZPa02J+HWZvjx5Uc3vvtWFWxUmQ23bl5e/WCp03ntfJkxKTcR1pXdrACCoozwM5U6WBVYByWAbNcug6Rq/ION9dEUmV2QpkNkLOe9csCmrCV0eNFxAS0rb+oGIcIVyExhkEdQ6dQZbO9QNCh6aBoKSqzMPDc3sIeXVurN9YuXLv5vmz/r/1e/e2jxQqdTKFhUQmgmMzm0dORb3/7GL354b/RoNi7q7eF0ezgj00UpAWStzfK87JSlLawTMAD4CBF0S6yvh+msWVipbR6MgeVcxUbZbZAoQIDOmno8mymQZbk13Zlkbd8HAcCWbdYE8b4ZTWYRAmYgM9ZCWRQCEIEZBHbGFVwoLIPTSzFJkiRJkiRJkuTLGSXQpxQmqGqM0YCJCaAYZWN94/v/8P0H9x5am9u84+sY62BKxya3SjHU3X7n1Omz3/jmG6fPnM2ykskKqSEQGLvH4olBAiawgtom/u1u0jKxcwJeXlgIViexZuamaWbCUZSNtS5HE0mtpZxMqOrm8fpG3TxFAAHWsGU1pMREUCAwjIVxBA61NtOoXLLMlTi6zN3CWtbcKEGMtabHZkFXq3quzOqYA64KflbzbOYsd7x3w+3w6OF0ffPR6vrtu/cuR6qMhRgnsWPtYH5+pT8/WFoZnD59pDtXjMb1D3744dWra6KDTmfF0mQ02vmf/ue/dHan2wn/9X/5Xxw/ujCexPd+eevm7fXVx9tbk/VGp3ARDi7L87xneOHwwpGzJ449+3R/ed6xDn77O380Mtv/x49Wu0aJeTiaWtfNy35Qe/PO6s1b92tf9/v9kyf6z563H/60mUxmo7wB9/JyJcsXoilCnO2MJ7NqOp3uPJo9ePWV5546c3Y4M9Lg8cPtKxc/HG4PZ/VWpHududo51NPM0kqve/z4ibMrx+YXDxf9QZ5bkxcdl5dkrKjSbsNIRAUZZ1zhG45eZkHIKRx5YgI/erR57cqDyx/eXt947GW4uEyHjs0dO7l8/NiFxfmjRZmnRglJkiRJkiRJkiRfoihBP2p4R3sfeDJNAABlBXzj19c33v3Fu+tr24ZdXnSkmQbfBCvWZuysCo4eO/XSy68+//xzhw8fyhwzgciSIfqoHQOBqE0WsN9zT0GAJRhLILfQ52US0O4AACAASURBVIrQnTBU68bPAoKwM4adk+gImbERVM3qZmNr03tPgCGyTNYIq4JAEGhksCVkDIOgfua95I4thbkCBipBwKIqxqBT5NTjw8vd5UGvntnaK3Hc2Jo+WrUhuvFIb9+eXLm8duPW9Wu33rt682fsfFE64zoSu8z9+cHRQ0dWTp45Eig/dHRxMmnee+/e7Ts7VV12XF/YjEbTH/34Sl3dX1ky/8nv/ytjq5s3Hv7wx5euX3/88PHOg7V7lY5NJ3CmbDNru4POsePLO4+fkuX5pxf6A8udl1781uXV283fXR70yZKtvERkSkUA1jfH61tDQXQZ9wd85CjluTY+jidB0XPZknMD5cKH0cbm9nQ6apqJTIaHjy6eOXs6qn20OvzgvVt/97fv1NWWYKsKt2w+ZiO+zike6nXOPHvBnzq7cvqZ+ReePyxOQxQBBRHEIIgqsvuvhi25IsAEUCALS55Q1TKZTC5du/eTtz74+duX1tYegEdPn++9EE8OFkrxDYuY1HMxSZIkSZIkSZLkSxUlfAZm3p1dAEyns831rccPV6eT6Ir59uiACvzUu37uchd8fOmlV//F7/5Hhw/1y4LM3rEI2q15+ChL4AP9GQ6MBIwMdaSd3PYCd4oaKo33tUdEziAPBhljHLNAfN00w+HQew+AafcgAyBQARQQBhyj45CzsDR+Oqst1dOp9xACVBArrSsFMecEKovsxNHl7QfjtckE0V+9cuttLn/v98P9O5Nfvrt2+fKdO/furW3sRAzKjpvrd63rzmaumpmHq1XldwIVWWe18haM9U2/tS3TsY5Q5cYXzvYHx5eW+kcOZQ06P/vl9e/+2x/cvjX0vnDFYDA4NV/6vE9wcWc0WV+f+Kmvhhs7G/TShSOD3mDQ5W5veWFxpzNHRckcrXi7NYzDUVxYsMy5dYXL7LQaVtXQZcg7hXH5dDZpQikYEM0xcVPVDx+tTqYRFFzJJ04tP/3MIQP+8Y+uvfn2O1ev33Iu9OakN7+0ub1T1aPDhw5tr2N1dXU4eu/q3eLc6uL8sTfY8aPHazuT8bRiirWaRkR2cyhmsBOycBnn/chm1MjmsLp+9cq7P7/07nvX14aTojc4fvz4a68df+WVM889/1TXreSmk3KEJEmSJEmSJEmSL1GUoEBE2wtBn6xNaB8SGWOJoSBVjMeT0WhMJgP5GLSufRAGZ4B4r4IQgx49cvTcuXPQTAK1zfRUIEqG0DZd3PsahL12j9rOWFRBqIkNuaxwpt+l5Xnu9zudTreakQQTgs5mtVEhQhBqRCovs6qOIlAVac/0R0gDiYAiBLBjhiPkhgpLtUHGcKzOIDNwSlBL6gCCYQXNdbovPn/h3s6H8cGmFTBbdqVx9Gh9872LNz/88Ppkuj03P//b3/j6seNz3bmiqs3WRrh/f+e9966ub08DP44mrBzpXnju1Hd+5zcWFzauX5mMhtbP1tllv/27Lx4+XJQFu2xuNH40rSK4aCLVE3/62fMnzy0cOlnOgjx4uHHj+oN7N7Yns1Da8LOf33EWr3/1KNj05opjxwfV1uqsnnUpu3Z79fjxlVcWTtZRGy+iAUzG+jzH0uJgfmGp2axu3Nq6cm31q6/OrW3LvdVme3sE5IePLr18ennp0Mrd+6sfvH/prR9dvnnnUVZ0jh5dOnNm+eyFQZ5Np9Od23eGl+LWeFxv7fhgw/J2mVHR6XXnF+u5ucEwc36GGKJEaY+vRNE6aiDLrmu7/cbYR9ujK9ceXvzg2qUrt++ubpZusHJk6czTKydPrhxaPtwv5hxZA2qPu6TKhCRJkiRJkiRJki9FlIC2Xx7AIHyUJhyIEogMaPeUw3RWTWd1XnbNbBoC4syrWHYFG4jEUHmNOjc3t7S0EgU+wFoQQURiBFviA0cnqC1EIOL9qgQFBQ+jZGPGtptjrkedMsvz3EbySjFS44NjtUwBMKJRVUCq7b0EIGiEBKiCgCi6+7PBAhkjM5RZOEPWwBpiJRUm65gIhhGp2ykvnD/5o/evSZhl5LLMcVZ4YHNn/GBtfWM4drk9dPz4G7/5xsnTC2XHTCayulr1Lj26cuPhcLS9vr1TY/RadeLI0ee++Rsv+3Dv8ePb4/FUgKJXvPaNZ88+fVhinE2ryvtIlJWdyouoefb5M1957dSxM92dmd64tWZsf2v9w/FG3YT4waU7Kyvu9a8fVaDTzU6cnL+6davx1aDTvXN/68ad9fPPn1jfmm4OxyHW/cXe4kLpHBYW+guLy+uT8bWb60dW7l944em7D2c3bw8nkxl17MJC78WXTw7mB5tb2z9754Prtx6Mp3HQO3r2mXOvvfbM8y8fXV4qptPJj998bza9PRmtDUfVeFKNxg2pK8teb25QlB22KioqCtV2kWPUyotXm7lSbXdrZlbHw19eunnp8q3799dGs3j8+Imz5089//yhkyd7C/1ORlYlqkQGkA45JEmSJEmSJEmSfHmiBN377zN2ckTsfYxBe73eaCzBS6w9Zy4rO91eZzrcnI1nYHiPWR2zwkQgRDiLGGP04oz9xJegJ/4AYAwAhACbgRAFTfA+RoGFczAMlbZRo2qjRC7LenNzbCwAa5j2z0kYBjHUAhQDGoFvfPQNaSS0py7gA1hQaIQodkdLIMvp6BHTKSMjlHmB4MdN9WgTk4DufPfZF5+dG+RPP7N89FS3t2DyHPMLXPbKme+vHF1QF2q/s779eHuyEy0Gy4g0fPD4zurqpFvEweJgMM8LC4heZ1U18+NpsyOY6w3mFpZWvvb60rkLnazAYJ7qJn/4eHDk5PKqbvnxbGO4vTNdNAVgUHbcsaNzV99rAJ1fPLwz0Udrs41tXLp859r1m3U1ffX8q88/f9YwOp2yP5ivtlbu3BleHDyYNXrt+oPLl+94742f+WZcNdNOaQadweEjh0bblJkmNp1z54++9vqp/oILQlz0Xv/WV2M46ps7H166MZzeXd8ar09nZlZNZ/WsruqGfLTOAEztv54Y48yHqExw48ZdvonheOvnF689uPN4Ngn9/vJLr7z+7W+efvn5optxYRvorJnNKMJR6UpQmuSQJEmSJEmSJEnyJYkS5KONPe01RdjVdhyAiGp72IENs4lBoURkAKgylNgwGERqMuejn82miwtdawwzADATDIHkwJSI/XJ2euJYBZv2LyrwgqqS8Xg2nU6bWCIrjc1IYShQFIkg5qIsl5aWnHNE7AyYA6kAAjIgA7akrAof0DTeN00MIbIGkSZAHIgJ6qCKtgukIohsDcNkUgVfG1uyE8pFLJ554Uh/oQzekLGu4AePV6/d3W78tNvpTCbm7t3R5nC1CmPhKtJU4ImQZ7CuoayaXyksV0LNxGsTUWa8uFBeuHAKQLfsq3aC5I83tlffelTFiVp9+Hh05dr6+vZoOBlPt6eDDnmdCauSDubL5547/Iu33MPNZmc0ncJv7lQR2JlWk+nMGF1c6C4udEkpy5xzmQ92WpvhmNc3ce/BzuO1bQJDfJ7R6TPHy17h2H7jm1+5cG42HcXorbPlmz+5LbRjMwM2k1F9+cPJo9VhVamxZafT7WZ5z2Ud5wyxQgDNnCUyTYBliCJGIuO80NakvnhtdTh+eH91y8PZsiw680uH55dW+t054wBGhChUCGrsR/8OkiRJkiRJkiRJki94lKC75wLaCQr66deJiiqMgbXOsK1mtURhzmAApRiibyqRQIZc4URj3VRsOsaCWGMUIljHxALS3SkO9ESasBdk6N4b06SKGOE9qqquqzrAmhxsDIEMKSkkRAWKolhYmDfGQWENERQqqqJiwAZtHYRAFFEkxiii7dhCLxCCGlaw7nV9jIxJHW7d3d7aHgdfu060mdiOUC5nL6w8dWbh8epoZxQ2tofvXrz6cPXWzmirKAfRF8PtsLpxn1hcoZx5trJ78p8azqrBck+aOups2kgVtMyxMCjPnTsxt9DPLU1m9Gi1fvsXl+6v3xv7jWjCtKp3hvV0h2ez2PimjC5qBVJB7M3Zc08vLcznDxA3t0dG851pExm1Dz5Ea7VTUpmTAYrMMvFo1EDLOvbuPdJHa9VoXDtr2Mhc1505c6KTZ1C6cOFMPQnVxNcz/4Pv3/vlu3emzf3+wGW5W1urN1bN9gbVtXQGnV5vULiscK60jtujL4azzBG48TAZAFKwta6JNBzPrty6N6kebY1mc92OszlnpSscW45RmdRCCWDAMKzdGweaJEmSJEmSJEmSfOGjhM8lhigKY5BlmbFmOt4JwVprRUwMCFU1ajaFhQpjc2sss9k9MhFjnE6meWbLwgGyX+bwZI6wv4kUCKAEYnbIc/S6KIvCZjmiARAlqApTRGiirwuujUG3LKAmBlUWgkAifAyi6pyxVgAwbAGbWZsVlqPNnc0zWFQKDjAWMUAAMqgiNnbGH165urG5qYC11mTKNoBqQXj0ePP//NPvr62vTavtcfU4yDjEpm40d0uMuShTYjWQvESRkQEqYFKPh8OHmRFLNazJO8J5rCAlqAnTx2v3f/D9X967tz2eyPZ0FF3NZbM13ujNDY4eO3lrst7tZcdXVqbDRyJVZhBoBsOdPBv086JwzTSw5FVD0wrTyjdNbYqIMDVx1rPo5RmA+w9Xjx9+Frx46UqzPYQxWacs8i4GvSK3PJcX9dTff7T+wbsPLr7/4PqV9dk01r6ehdVsLWZZRjQQGeR5RymykRCxXfmyDuMYal9bdnlZFLkB2NcoHYhgLBnnEGlWVauP173uBAXYNF6Go9nGVhzuoFpGhDculoYN7Q0ISZIkSZIkSZIkSb7EUcInyhPYsASZzSpVtcYQGwlBYiMoiFiZogYYYtamHhsjeWFr720tmYF1VtRPqzrPmBmkCiYiEkEIAcTMltmIiki0YIIDOS987fbD771zbTLzWZ7bmlUi2v4HRolExBMJNIp4QHfL40UkiooKOyUHJQ8IwRkQEbHJ8jyIr30AQxlVVD+FtbCGlBANvMpoOgWzc7auZ8uL+eLyoCjd5cs33/nZ1Zs376+uPYg6PnK8d/zEM4vLA+bCmv54GH785rtVPWFSjY1KRNt8gtVZdUYMBOC6jtErsY7r8a27N37283c+eP/a1naw2dzcYu/wUycPn5of18NOrz/XW3784HvjuslzM9GoEgxDAQPJWF5+4Xw9oovvPRJvJxXffSCzGazhorBHV+aPLPUt4fTJhadPr+R50fj4aG37vQ9vbmyOmqYZj7b6c4NBJ2NWQzoa7bz9k7evXtq6dX10+8ao0+keOjr/1QunOz3OMpNn3Q/fHV27NOkUucmCtSazRjV637TjOBgamhoaXHtCQaNED4i1nCk3vlaWPM9F1LCxnH1w8cqRBT1z/Km8YEMMkLGO1aaXYpIkSZIkSZIkyZc8SjiQI6gqoIZNJG2aJkYx1mZFKcOdGGqTF2AmJhgHE1V9XU1B3jieziqG5dJmjpvah1Abm1sAUCYDIlX40IDYWoBJNAaJBk4pi5TVAR9cuv8X//fbO9R3zhmvQYU1GkNGPSEYEoNoSDJH1rXtGlVVVCFEsLnaLAJeERVMCFGCwjo3nVSz2iugBj5iPENvDrAIgnHTjKtqMqvBZCxXTTU/GBw/eqxT5h+8f/Xvv/e2xKKa1VnBF84/+7XXnn/m3Om5/pKIu3H9/pXLd9bWPbF47yXGtg1h5mynyBGJlUnZ1yIeZHV9e+3SlUs/++nP1tYa5xYXFxaffeHMc6+cO/fCaTEN2I124t//9c+2V1frulFRQns0hIxoSXj1peebsbt5dbNSsz0K71/cmkzFOZNZPbGyeGJlSYAzJxdXzx1ZWlyYTsLD1bVpFYgmTV2Nh1tzzyytzPccEKPf2Fz/6U9+sv5YJzsFk5lfmLtw4ek/+k9fHyyUWYbMIVS/uHn1mjEOhpjQzY0lkeAtgSEx1Agz1qbMYRgQUWlUvDMwNjMll71BUbrxcETeWuFLFy8em9fXXlruHsooI4GyMSS7Z0xScUKSJEmSJEmSJMmXNko4mCooRGLd1KLa6XSc3WHmTqfj3ITJDBYGk3ETYtNfGkxHm7PRGJZm9XRrezN3WmYLYPPo8aNeJ+/P9UDRi1eNzhDDgDnLCwWDjIBh2MAiuADTCGYeM486aK3ee4WSs2ALRpxtPu6wX5wrws7mYr/8+ldfXJrvQGITmswZzjKCFXJgjoAQvGIaMJrMRqNRVogPoRHsNCCDwqEzgLGoPIZjvH/53k9/eem9Dy/eXd2ceJ1bWH7q5JGzp57uGNdMm9mO73Xnl+ePHD0++M63v/PMmZXFQWGNqQW9gjMURjJCZNPJyDmAgRKWo1l9sN4p7InDK4cGWb9jmrq6dvnWzWv3hptTR/0jKyefv/DSd75z/tiZ5axTKJUbO/Xm2rCbDyx21h8NB2W3U/YFmM1qJV7OurFHvdJBmrrxt+9c395ZC34dsVl/eB/VrAsQ0Cgy55aXBusg70kRY6gsy9GVxddefvH1l15acL3heHt7c62ajpsZQdzC/MJvfOv53/yt50+fyvIchgBGr2NchvFo6HVtuJ1X3veQZwQWH6vaz7TXi87CGTCQOe6UlllCaLI8f/ml5178ysKRo/Kj77/3/jvX71+/c2Rw6MH9tb/+6x//zrfPnj3VHZRBZ2SUcwMy6fWYJEmSJEmSJEny5YgS2lYFBNCv6rlIBGOYQdbawaC/sNA3hvKiEMkBVahI8NPKMpXdTuWrDz788Ic//MFvf+c3XJ5Za/KiMM4qg8FkLJQFpEogVkOiFFUlRgVBUDDXnoeV3N+uVjcnw0k1Y+NFIcwILBGxKax2Hfc75vTp5772lQvHDw86FiReVWNUGGLjRDkqCYMApvZHQGZNkWdlmZVlt2rgGOSo8/+yd99xUlV3/8C/55xbpm1vsCxdFliKj1IsGKl2FINGUXmQH4IlERUjGk2s2LsRFUkQjUZD0ARLHoRoXLEgKiIgXXCB3WV7mZ16yzm/Py6MK03GEBPN5/3yhTN37j1z57u7f5zPnKKTJammrvmjTzZt3V795faq+vo6zkQoYConmZ+dX9KhqyDNjslkRAY0buiBnGBOj+KCvMxMQUQubV63Y/lHm+OtjqH8QghXWTppmiTHJjcmVULlhfIYSTvOpMXI5W7S/nLT9uqdDWQbBgsV5xf379u7pGNhRshvE1ku1VTVrPp0XSKidBZUrm0KQ2N+aRMjk5MS0vELHjSE3ydcpUXjVvWu7UX5ekbQENIQ0qJkXNM0y9H8utmlc1Ei2dzUnEhYUjltpmbnZoWO6FzQtWMuSTvS1tLUUNfcUB8JG4KZGQHeuTijV4/sQJCkonjCaWyMhFvblIxzZgtyBXMFUxpXOlcak0K5jrSlk5Su40pSgpS0yU4wEWeubjBfr255A0s7FBXJhp0NDTvqGypqnWRsV3XVGlnfp2cwLzuPSxYQmRrTXUWCMCoBAAAAAADghxElEBHf89++aQInUowxwzCIcaVUTm5WYWEeF+QPBlxpxmNxVypXybbGxoy8rEBWltVsr1y5ksj+yQnHEpHjyLy8AttJJp2kqWuC64qUQ673jpK4q6QtleNIqYgRZ7oK27Kq0dpS2VRR1dzcGpV+zeWMlMakpRxXOYmskJGhu0FdnTzi+GOP7O7XpcEY9/aicCUjYly4ilwiRiSIdEY6p4CpZwR8vpBf13Sf6WtujsV1HtBVpp9sW63b/NWiNxbHk1Y04STikdyiYl8gszncVpCdW5jT0bW4srm0uBNTzODcYn5yrbgVTyjG2AfvbnzjtY8FN/0Bv0F6wmnTXKZJchKUaLNlTHUr6RJua4u3tO2qjuVnR6TVVrOjIdKU1FlQkD87lF3SocC2eLjVcgWFY3LTxp3L3/tMxk2DhXx+rjPJbEMmmc8IKWXbVtJgRtDkGUFD9/mZFo/GEoah52dmBAq6hgwurSgxPzk8ZPiO6NFpV11bfWOjlSAhYyFd5meGinODeZlaOBFOxCLRcGtrY6OVCPmMTDItgyc1EU8mWDTp1jXENm+oqaysc+2IaRg+LkI+YXKpM1fnrsGVKRhxUk7SsRzHJo2TYyfteFiYUa40vwh2KTKLc8yQZnXrmLerpKC+ojbSGG+sq5dxWbOrpGMR07kvkJ3LheFa2MABAAAAAADghxQlsHb7KeyHlJJz7konFk/qhj8Q8HXqVOy6Dc0t8UQ0yoTf5zeFlm9LOxGOCGHatrOrqnbZsg82rs/Ky808/vihuilsm1yShqZpwiAiRUwRk0TEiHOl60oSScXaXL6joW3tpvq1Wyo2b6tsi9kBP+ea0BUTTEqZdK1I0rV1YdlSK8qmrAA1N7dlB/wBgxumQSSVlI6juCCNk/I2h3DJtkjZthULxxMxy7KTkSayYkpayrGYtOLRWCwad+xkWzjcGok5tquT3atb4bHHnTSobyc/8ahLBdn5JYWd4lGKNod3bq39ZHm1YlYkFjW0YO2O1gD36bo/EYm0NTU5stmOJk1OmSZlGMJQvK2hOWFZSSe28MWl7xbwgjxxZP/BAT1/+Xurksnk6pWbmxvdTj06ZBUGREDVNdZv/rIi2WYlI25IN3Mz8+PhOjtuaUQ+ToIJyX0Bg2cHuOmj5qbmhBUPBCkRb8rv2mn8aScNPKJTnj/EOTc561SYMXBA6botFdt2xJRyMzK0DgWZPbsU5gX9AaYxX0aXDiUNXRtLCgsjbaZ09Ghr4wfL1jY0NWfliaZwXUNTU1uL2lUVd5JOIJCt6dKnS5IxZTPmJnUu/ToXhqZ0HvCxDIMYIx+TJrdNbmuays8QnfIoK0hC0/r16hhrbG3a0dCgtbY0JGORurVrV+flyW5djmpLJB0tFvJnIUsAAAAAAAD4AUUJqSEJBxlgrogU50xKNzMzY8SIE8vf/bilZZN0EqYZ0A3DcZK27UopDZ+hFMXj9rYvtzPq6vMFtn5VmZOT6Q/6NMmJca4JScxylOUqJjjnjDGyFTkuJ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class="c x0 y1 w1f h28"><div class="t m0 x4 h3 y129 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x3b ha y12a ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b ha y12b ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3c ha y12c ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x3d ha y12d ff1 fs4 fc0 sc0 ls0 ws0">For the year ended December 31, <span class="ls1">2024</span>. </div><div class="t m0 x3e ha y12e ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousands o<span class="_ _0"></span>f zlotys unless otherwise stated) <span class="_ _c"> </span> </div></div><div class="c x3f y12f w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 10 </div></div><div class="c xc y154 w20 h30"><div class="t m0 x22 h15 y132 ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">St</span><span class="fc6 sc0">atem</span><span class="fc6 sc0">ent </span><span class="fc6 sc0">of </span><span class="fc6 sc0">c</span><span class="fc6 sc0">hanges</span><span class="fc6 sc0"> </span><span class="fc6 sc0"> </span></div><div class="t m0 x40 h15 y133 ff3 fsa fc0 sc0 ls0 ws0">in equity </div></div><div class="c x41 y154 w26 h30"><div class="t m0 x44 h2b y134 ff3 fs4 fc0 sc0 ls0 ws0">Share capital </div></div><div class="c x42 y154 w22 h30"><div class="t m0 x43 h2b y155 ff3 fs4 fc0 sc0 ls0 ws0">Share </div><div class="t m0 x22 h2b y136 ff3 fs4 fc0 sc0 ls8 ws0">premium<span class="ls0"> </span></div></div><div class="c x3 y154 w22 h30"><div class="t m0 x44 h2b y155 ff3 fs4 fc0 sc0 ls0 ws0">Other capital </div><div class="t m0 x1f h2b y136 ff3 fs4 fc0 sc0 ls0 ws0">reserves </div></div><div class="c x45 y154 w26 h30"><div class="t m0 x1f h2b y156 ff3 fs4 fc0 sc0 ls0 ws0">Foreign </div><div class="t m0 x22 h2b y138 ff3 fs4 fc0 sc0 ls0 ws0">exchange </div><div class="t m0 x31 h2b y134 ff3 fs4 fc0 sc0 ls0 ws0">differences </div><div class="t m0 x46 h2b y157 ff3 fs4 fc0 sc0 ls0 ws0">on </div><div class="t m0 x31 h2b y13a ff3 fs4 fc0 sc0 ls0 ws0">translation </div></div><div class="c x47 y154 w29 h30"><div class="t m0 x48 h2b y155 ff3 fs4 fc0 sc0 ls0 ws0">Reserve </div><div class="t m0 x49 h2b y136 ff3 fs4 fc0 sc0 ls0 ws0">capital </div></div><div class="c x4a y154 w2a h30"><div class="t m0 x3a h2b y155 ff3 fs4 fc0 sc0 ls0 ws0">Retained </div><div class="t m0 x1d h2b y136 ff3 fs4 fc0 sc0 ls0 ws0">earnings </div></div><div class="c x4b y154 w26 h30"><div class="t m0 x22 h2b y155 ff3 fs4 fc0 sc0 ls0 ws0">Financial </div><div class="t m0 x43 h2b y136 ff3 fs4 fc0 sc0 ls0 ws0">result </div></div><div class="c x4c y154 w22 h30"><div class="t m0 x3a h2b y158 ff3 fs4 fc0 sc0 ls0 ws0">Equity </div><div class="t m0 x17 h2b y13c ff3 fs4 fc0 sc0 ls0 ws0">attributable </div><div class="t m0 x4d h2b y155 ff3 fs4 fc0 sc0 ls0 ws0">to </div><div class="t m0 x34 h2b y136 ff3 fs4 fc0 sc0 ls0 ws0">shareholders </div><div class="t m0 x34 h2b y13d ff3 fs4 fc0 sc0 ls0 ws0">of the parent </div><div class="t m0 x22 h2b y159 ff3 fs4 fc0 sc0 ls0 ws0">company </div></div><div class="c x4e y154 w2b h30"><div class="t m0 x4f h2b y138 ff3 fs4 fc0 sc0 ls0 ws0">Non </div><div class="t m0 x18 h2b y134 ff3 fs4 fc0 sc0 ls0 ws0">controling </div><div class="t m0 x50 h2b y157 ff3 fs4 fc0 sc0 ls0 ws0">interest  </div></div><div class="c x51 y154 w2c h30"><div class="t m0 x17 h2b y134 ff3 fs4 fc0 sc0 ls0 ws0">Total equity </div></div><div class="c xc y15a w20 h19"><div class="t m0 x2 h15 ybc ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Balanc</span><span class="fc6 sc0">e at</span><span class="fc6 sc0"> </span><span class="fc6 sc0">beginnin</span><span class="fc6 sc0">g </span><span class="fc6 sc0">of </span></div><div class="t m0 x2 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">period </span><span class="fc6 sc0">01.</span><span class="fc6 sc0">01.</span><span class="fc6 sc0">2023</span><span class="fc6 sc0"> </span></div></div><div class="c x41 y15a w26 h19"><div class="t m0 x40 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">513 </div></div><div class="c x42 y15a w22 h19"><div class="t m0 x4f h15 ybb ff3 fsa fc0 sc0 ls0 ws0">171 968 </div></div><div class="c x3 y15a w22 h19"><div class="t m0 x52 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">9 965 </div></div><div class="c x45 y15a w26 h19"><div class="t m0 x52 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">1 014 </div></div><div class="c x47 y15a w29 h19"><div class="t m0 x2c h15 ybb ff3 fsa fc0 sc0 ls0 ws0">31 653 </div></div><div class="c x4a y15a w2a h19"><div class="t m0 x57 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">-68 970 </div></div><div class="c x4b y15a w26 h19"><div class="t m0 x33 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">-116 744 </div></div><div class="c x4c y15a w22 h19"><div class="t m0 x54 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">29 399 </div></div><div class="c x4e y15a w2b h19"><div class="t m0 x55 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y15a w2c h19"><div class="t m0 x54 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">29 399 </div></div><div class="c xc y15b w20 h31"><div class="t m0 x2 h15 y149 ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">I</span><span class="fc6 sc0">ncrease </span><span class="fc6 sc0">(d</span><span class="fc6 sc0">ecr</span><span class="fc6 sc0">ease)</span><span class="fc6 sc0"> </span><span class="fc6 sc0">in </span></div><div class="t m0 x2 h15 y15c ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">th</span><span class="fc6 sc0">e </span><span class="fc6 sc0">value </span><span class="fc6 sc0">of </span><span class="fc6 sc0">equit</span><span class="fc6 sc0">y</span><span class="fc6 sc0"> </span></div></div><div class="c x41 y15b w26 h31"><div class="t m0 x55 h15 y15d ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x42 y15b w22 h31"><div class="t m0 x55 h15 y15d ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x3 y15b w22 h31"><div class="t m0 x55 h15 y15d ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x45 y15b w26 h31"><div class="t m0 x5a h15 y15d ff3 fsa fc0 sc0 ls0 ws0">-761 </div></div><div class="c x47 y15b w29 h31"><div class="t m0 x2c h15 y15d ff3 fsa fc0 sc0 ls0 ws0">11 923 </div></div><div class="c x4a y15b w2a h31"><div class="t m0 x4d h15 y15d ff3 fsa fc0 sc0 ls0 ws0">-116 744 </div></div><div class="c x4b y15b w26 h31"><div class="t m0 x54 h15 y15d ff3 fsa fc0 sc0 ls0 ws0">88 595 </div></div><div class="c x4c y15b w22 h31"><div class="t m0 x53 h15 y15d ff3 fsa fc0 sc0 ls0 ws0">-16 987 </div></div><div class="c x4e y15b w2b h31"><div class="t m0 x55 h15 y15d ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y15b w2c h31"><div class="t m0 x53 h15 y15d ff3 fsa fc0 sc0 ls0 ws0">-16 987 </div></div><div class="c xc y15e w20 h2c"><div class="t m0 x2 h18 y142 ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Tot</span><span class="fc6 sc0">al compr</span><span class="fc6 sc0">ehe</span><span class="fc6 sc0">ns</span><span class="fc6 sc0">ive </span></div><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">income f</span><span class="fc6 sc0">or </span><span class="fc6 sc0">the r</span><span class="fc6 sc0">eporting </span></div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">period,</span><span class="fc6 sc0"> </span><span class="fc6 sc0">includin</span><span class="fc6 sc0">g:</span><span class="fc6 sc0"> </span></div></div><div class="c x41 y15e w26 h2c"><div class="t m0 x55 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x42 y15e w22 h2c"><div class="t m0 x55 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x3 y15e w22 h2c"><div class="t m0 x55 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x45 y15e w26 h2c"><div class="t m0 x5a h18 ybc ff1 fsa fc0 sc0 ls0 ws0">-761 </div></div><div class="c x47 y15e w29 h2c"><div class="t m0 x58 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4a y15e w2a h2c"><div class="t m0 x27 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4b y15e w26 h2c"><div class="t m0 x53 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">-28 149 </div></div><div class="c x4c y15e w22 h2c"><div class="t m0 x53 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">-28 910 </div></div><div class="c x4e y15e w2b h2c"><div class="t m0 x55 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y15e w2c h2c"><div class="t m0 x53 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">-28 910 </div></div><div class="c xc y15f w20 h1c"><div class="t m0 x49 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Result of the period </div></div><div class="c x41 y15f w26 h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x42 y15f w22 h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x3 y15f w22 h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x45 y15f w26 h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x47 y15f w29 h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4a y15f w2a h1c"><div class="t m0 x27 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4b y15f w26 h1c"><div class="t m0 x53 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-28 149 </div></div><div class="c x4c y15f w22 h1c"><div class="t m0 x53 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-28 149 </div></div><div class="c x4e y15f w2b h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y15f w2c h1c"><div class="t m0 x53 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-28 149 </div></div><div class="c xc y160 w20 h23"><div class="t m0 x49 h25 yf0 ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">-</span><span class="fc6 sc0"> </span><span class="fc6 sc0">Conv</span><span class="fc6 sc0">ers</span><span class="fc6 sc0">ion </span><span class="fc6 sc0">of </span><span class="fc6 sc0">for</span><span class="fc6 sc0">eign </span></div><div class="t m0 x49 h25 ybd ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">units</span><span class="fc6 sc0"> </span></div></div><div class="c x41 y160 w26 h23"><div class="t m0 x55 h25 yef ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x42 y160 w22 h23"><div class="t m0 x55 h25 yef ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x3 y160 w22 h23"><div class="t m0 x55 h25 yef ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x45 y160 w26 h23"><div class="t m0 x5a h25 yef ff4 fsa fc0 sc0 ls0 ws0">-761 </div></div><div class="c x47 y160 w29 h23"><div class="t m0 x58 h25 yef ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4a y160 w2a h23"><div class="t m0 x27 h25 yef ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4b y160 w26 h23"><div class="t m0 x55 h25 yef ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4c y160 w22 h23"><div class="t m0 x5a h25 yef ff4 fsa fc0 sc0 ls0 ws0">-761 </div></div><div class="c x4e y160 w2b h23"><div class="t m0 x55 h25 yef ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y160 w2c h23"><div class="t m0 x5a h25 yef ff4 fsa fc0 sc0 ls0 ws0">-761 </div></div><div class="c xc y161 w20 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Share capital increase </div></div><div class="c x41 y161 w26 h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x42 y161 w22 h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x3 y161 w22 h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x45 y161 w26 h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x47 y161 w29 h1c"><div class="t m0 x58 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4a y161 w2a h1c"><div class="t m0 x27 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4b y161 w26 h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4c y161 w22 h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4e y161 w2b h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y161 w2c h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y162 w20 h32"><div class="t m0 x2 h18 y163 ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Dis</span><span class="fc6 sc0">tri</span><span class="fc6 sc0">bution </span><span class="fc6 sc0">of prof</span><span class="fc6 sc0">it </span><span class="fc6 sc0">for</span><span class="fc6 sc0"> </span></div><div class="t m0 x2 h18 y142 ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">the pr</span><span class="fc6 sc0">evious </span><span class="fc6 sc0">year </span></div><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">allocation </span><span class="fc6 sc0"> </span></div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">to </span><span class="fc6 sc0">capitals</span><span class="fc6 sc0"> </span></div></div><div class="c x41 y162 w26 h32"><div class="t m0 x55 h18 y164 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x42 y162 w22 h32"><div class="t m0 x55 h18 y164 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x3 y162 w22 h32"><div class="t m0 x55 h18 y164 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x45 y162 w26 h32"><div class="t m0 x55 h18 y164 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x47 y162 w29 h32"><div class="t m0 x58 h18 y164 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4a y162 w2a h32"><div class="t m0 x4d h18 y164 ff1 fsa fc0 sc0 ls0 ws0">-116 744 </div></div><div class="c x4b y162 w26 h32"><div class="t m0 x1a h18 y164 ff1 fsa fc0 sc0 ls0 ws0">116 744 </div></div><div class="c x4c y162 w22 h32"><div class="t m0 x55 h18 y164 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4e y162 w2b h32"><div class="t m0 x55 h18 y164 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y162 w2c h32"><div class="t m0 x55 h18 y164 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y165 w20 h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Cha</span><span class="fc6 sc0">ng</span><span class="fc6 sc0">es </span><span class="fc6 sc0">in </span><span class="fc6 sc0">capital ar</span><span class="fc6 sc0">is</span><span class="fc6 sc0">ing </span></div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">under </span><span class="fc6 sc0">IF</span><span class="fc6 sc0">RS2</span><span class="fc6 sc0"> </span></div></div><div class="c x41 y165 w26 h19"><div class="t m0 x55 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x42 y165 w22 h19"><div class="t m0 x55 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x3 y165 w22 h19"><div class="t m0 x55 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x45 y165 w26 h19"><div class="t m0 x55 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x47 y165 w29 h19"><div class="t m0 x2c h18 ybb ff1 fsa fc0 sc0 ls0 ws0">11 923 </div></div><div class="c x4a y165 w2a h19"><div class="t m0 x27 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4b y165 w26 h19"><div class="t m0 x55 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4c y165 w22 h19"><div class="t m0 x54 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">11 923 </div></div><div class="c x4e y165 w2b h19"><div class="t m0 x55 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y165 w2c h19"><div class="t m0 x54 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">11 923 </div></div><div class="c xc y166 w20 h19"><div class="t m0 x2 h15 ybc ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">St</span><span class="fc6 sc0">atu</span><span class="fc6 sc0">s</span><span class="fc6 sc0"> </span><span class="fc6 sc0">at</span><span class="fc6 sc0"> </span><span class="fc6 sc0">th</span><span class="fc6 sc0">e e</span><span class="fc6 sc0">nd </span><span class="fc6 sc0">of </span><span class="fc6 sc0">th</span><span class="fc6 sc0">e </span></div><div class="t m0 x2 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">period </span><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2023</span><span class="fc6 sc0"> </span></div></div><div class="c x41 y166 w26 h19"><div class="t m0 x40 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">513 </div></div><div class="c x42 y166 w22 h19"><div class="t m0 x4f h15 ybb ff3 fsa fc0 sc0 ls0 ws0">171 968 </div></div><div class="c x3 y166 w22 h19"><div class="t m0 x52 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">9 965 </div></div><div class="c x45 y166 w26 h19"><div class="t m0 x40 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">253 </div></div><div class="c x47 y166 w29 h19"><div class="t m0 x2c h15 ybb ff3 fsa fc0 sc0 ls0 ws0">43 576 </div></div><div class="c x4a y166 w2a h19"><div class="t m0 x4d h15 ybb ff3 fsa fc0 sc0 ls0 ws0">-185 714 </div></div><div class="c x4b y166 w26 h19"><div class="t m0 x53 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">-28 149 </div></div><div class="c x4c y166 w22 h19"><div class="t m0 x54 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">12 412 </div></div><div class="c x4e y166 w2b h19"><div class="t m0 x55 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 y166 w2c h19"><div class="t m0 x54 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">12 412 </div></div><div class="c x0 y1 w1f h28"><div class="t m0 x4 h2 y167 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y168 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span> </div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x20 y169 w2d h33" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h11 y16a ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y25 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Consolidated statement of cash fl<span class="_ _0"></span>ows of the DataWalk Cap<span class="_ _0"></span>ital Group </div></div><div class="c x4 y16c w2e h19"><div class="t m0 x5b h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Statement of cash flows </div></div><div class="c x5c y16c w2f h19"><div class="t m0 x5d h15 ybc ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">01.</span><span class="fc6 sc0">01.</span><span class="fc6 sc0">2024 </span><span class="fc6 sc0">-</span><span class="fc6 sc0"> </span></div><div class="t m0 x1d h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2024</span><span class="fc6 sc0"> </span></div></div><div class="c x5e y16c w30 h19"><div class="t m0 x5d h15 ybc ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">01.</span><span class="fc6 sc0">01.</span><span class="fc6 sc0">2023 </span><span class="fc6 sc0">-</span><span class="fc6 sc0"> </span></div><div class="t m0 x1d h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2023</span><span class="fc6 sc0"> </span></div></div><div class="c x4 y16d w2e h1a"><div class="t m0 x5f h1b y16e ff5 fsa fc0 sc0 ls0 ws0">Cash flow from operating activities<span class="_ _0"></span> </div></div><div class="c x5c y16d w2f h1a"><div class="t m0 x60 h1b y16e ff5 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y16d w30 h1a"><div class="t m0 x60 h1b y16e ff5 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y16f w2e h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Net profit (loss) </div></div><div class="c x5c y16f w2f h1c"><div class="t m0 x61 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-48 961 </div></div><div class="c x5e y16f w30 h1c"><div class="t m0 x61 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-28 149 </div></div><div class="c x4 y170 w2e h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Adjustments for items: </div></div><div class="c x5c y170 w2f h1c"><div class="t m0 x55 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">32 104 </div></div><div class="c x5e y170 w30 h1c"><div class="t m0 x62 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-5 874 </div></div><div class="c x4 y171 w2e h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Depreciation </div></div><div class="c x5c y171 w2f h1c"><div class="t m0 x63 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">3 664 </div></div><div class="c x5e y171 w30 h1c"><div class="t m0 x63 h18 ybf ff4 fsa fc0 sc0 ls0 ws0">4 586<span class="ff1"> </span></div></div><div class="c x4 y172 w2e h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Foreign exchange gains (losses) </div></div><div class="c x5c y172 w2f h1c"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">350 </div></div><div class="c x5e y172 w30 h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-864 </div></div><div class="c x4 y173 w2e h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Interest costs </div></div><div class="c x5c y173 w2f h1c"><div class="t m0 x65 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">65 </div></div><div class="c x5e y173 w30 h1c"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">111 </div></div><div class="c x4 y174 w2e h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Interest and dividend income<span class="_ _0"></span> </div></div><div class="c x5c y174 w2f h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-188 </div></div><div class="c x5e y174 w30 h1c"><div class="t m0 x62 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-1 711 </div></div><div class="c x4 y175 w2e h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Profit (loss) from investment activities<span class="_ _0"></span> </div></div><div class="c x5c y175 w2f h1c"><div class="t m0 x66 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-27 </div></div><div class="c x5e y175 w30 h1c"><div class="t m0 x66 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-42 </div></div><div class="c x4 y176 w2e h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Impairment of intangible assets <span class="_ _0"></span> </div></div><div class="c x5c y176 w2f h1c"><div class="t m0 x63 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">3 260 </div></div><div class="c x5e y176 w30 h1c"><div class="t m0 x63 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">9 029 </div></div><div class="c x4 y177 w2e h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Cost of share-based payments<span class="_ _0"></span> (equity-settled) </div></div><div class="c x5c y177 w2f h1c"><div class="t m0 x63 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">3 338 </div></div><div class="c x5e y177 w30 h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">11 923 </div></div><div class="c x4 y178 w2e h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Cost of share-based payments<span class="_ _0"></span> (cash-settled) </div></div><div class="c x5c y178 w2f h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">20 899 </div></div><div class="c x5e y178 w30 h1c"><div class="t m0 x61 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-38 897 </div></div><div class="c x4 y179 w2e h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Change in receivables </div></div><div class="c x5c y179 w2f h1c"><div class="t m0 x63 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">1 276 </div></div><div class="c x5e y179 w30 h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-141 </div></div><div class="c x4 y17a w2e h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Change in reserves </div></div><div class="c x5c y17a w2f h1c"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">283 </div></div><div class="c x5e y17a w30 h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-493 </div></div><div class="c x4 y17b w2e h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Change in liabilities other than for <span class="_ _0"></span>incentive program </div></div><div class="c x5c y17b w2f h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-273 </div></div><div class="c x5e y17b w30 h1c"><div class="t m0 x62 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-1 797 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y17c ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y17d w2e h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Change in accruals and <span class="_ _0"></span>prepayments </div></div><div class="c x5c y17d w2f h1c"><div class="t m0 x62 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-2 869 </div></div><div class="c x5e y17d w30 h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">11 614 </div></div><div class="c x4 y17e w2e h1d"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Change in contract assets and liabilities<span class="_ _0"></span> </div></div><div class="c x5c y17e w2f h1d"><div class="t m0 x63 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 670 </div></div><div class="c x5e y17e w30 h1d"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">843 </div></div><div class="c x4 y17f w2e h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Other adjustments  </div></div><div class="c x5c y17f w2f h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-344 </div></div><div class="c x5e y17f w30 h1c"><div class="t m0 x66 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-35 </div></div><div class="c x4 y180 w2e h2d"><div class="t m0 x5f h15 y16e ff3 fsa fc0 sc0 ls0 ws0">Net cash flow from operating activities  <span class="_ _0"></span> </div></div><div class="c x5c y180 w2f h2d"><div class="t m0 x61 h15 y16e ff3 fsa fc0 sc0 ls0 ws0">-16 857 </div></div><div class="c x5e y180 w30 h2d"><div class="t m0 x61 h15 y16e ff3 fsa fc0 sc0 ls0 ws0">-34 023 </div></div><div class="c x4 y181 w2e h1c"><div class="t m0 x5f h1b ybf ff5 fsa fc0 sc0 ls0 ws0">Cash flow from investing activities<span class="_ _0"></span> </div></div><div class="c x5c y181 w2f h1c"><div class="t m0 x60 h1b ybf ff5 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y181 w30 h1c"><div class="t m0 x60 h1b ybf ff5 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y182 w2e h1d"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Expenses for acquisition of intangible <span class="_ _0"></span>assets </div></div><div class="c x5c y182 w2f h1d"><div class="t m0 x63 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">6 038 </div></div><div class="c x5e y182 w30 h1d"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">12 344<span class="ff4"> </span></div></div><div class="c x4 y183 w2e h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Expenses for the acquisition of property,<span class="_ _0"></span> plant and equipment<span class="_ _0"></span> </div></div><div class="c x5c y183 w2f h1c"><div class="t m0 x65 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">23 </div></div><div class="c x5e y183 w30 h1c"><div class="t m0 x65 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">26 </div></div><div class="c x4 y184 w2e h1d"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Proceeds from sale of property, plant and equipment<span class="_ _0"></span> </div></div><div class="c x5c y184 w2f h1d"><div class="t m0 x65 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">63 </div></div><div class="c x5e y184 w30 h1d"><div class="t m0 x65 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">41 </div></div><div class="c x4 y185 w2e h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Proceeds from bank deposits over 3 months<span class="_ _0"></span> </div></div><div class="c x5c y185 w2f h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">12 090 </div></div><div class="c x5e y185 w30 h1c"><div class="t m0 x63 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">8 000<span class="ff4"> </span></div></div><div class="c x4 y186 w2e h1d"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Outflow from bank deposits over <span class="_ _0"></span>3 months </div></div><div class="c x5c y186 w2f h1d"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">12 090 </div></div><div class="c x5e y186 w30 h1d"><div class="t m0 x63 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">8 090<span class="ff4"> </span></div></div><div class="c x4 y187 w2e h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Proceeds from government grants received<span class="_ _0"></span> </div></div><div class="c x5c y187 w2f h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">345 </div></div><div class="c x5e y187 w30 h1c"><div class="t m0 x65 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">35 </div></div><div class="c x4 y188 w2e h1d"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Interest received  </div></div><div class="c x5c y188 w2f h1d"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">193 </div></div><div class="c x5e y188 w30 h1d"><div class="t m0 x63 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 711 </div></div><div class="c x4 y189 w2e h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Net cash flow from investing activities<span class="_ _0"></span> </div></div><div class="c x5c y189 w2f h1c"><div class="t m0 x62 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-5 460 </div></div><div class="c x5e y189 w30 h1c"><div class="t m0 x61 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-10 673 </div></div><div class="c x4 y18a w2e h1d"><div class="t m0 x5f h1b ybf ff5 fsa fc0 sc0 ls0 ws0">Cash flow from financing activities<span class="_ _0"></span> </div></div><div class="c x5c y18a w2f h1d"><div class="t m0 x60 h1b ybf ff5 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y18a w30 h1d"><div class="t m0 x60 h1b ybf ff5 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y18b w2e h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Net proceeds from issuance of shares<span class="_ _0"></span> </div></div><div class="c x5c y18b w2f h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">27 433 </div></div><div class="c x5e y18b w30 h1c"><div class="t m0 x67 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4 y18c w2e h1d"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Repayment of finance lease and bank loan liab<span class="_ _0"></span>ilities </div></div><div class="c x5c y18c w2f h1d"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">659 </div></div><div class="c x5e y18c w30 h1d"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">687 </div></div><div class="c x4 y18d w2e h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Interest paid (on finance leases and bank loans)<span class="_ _0"></span> </div></div><div class="c x5c y18d w2f h1c"><div class="t m0 x65 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">63 </div></div><div class="c x5e y18d w30 h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">111 </div></div><div class="c x4 y18e w2e h1d"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other proceeds </div></div><div class="c x5c y18e w2f h1d"><div class="t m0 x67 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x5e y18e w30 h1d"><div class="t m0 x67 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x4 y18f w2e h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Net cash from financing activities<span class="_ _0"></span> </div></div><div class="c x5c y18f w2f h1c"><div class="t m0 x55 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">26 711 </div></div><div class="c x5e y18f w30 h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-798 </div></div><div class="c x4 y190 w2e h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Net change in cash and cash equivalents<span class="_ _0"></span> </div></div><div class="c x5c y190 w2f h1d"><div class="t m0 x63 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">4 394 </div></div><div class="c x5e y190 w30 h1d"><div class="t m0 x61 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-45 494 </div></div><div class="c x4 y191 w2e h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Cash and cash equivalents at beginning of period<span class="_ _0"></span> </div></div><div class="c x5c y191 w2f h1c"><div class="t m0 x55 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">12 210 </div></div><div class="c x5e y191 w30 h1c"><div class="t m0 x55 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">57 598 </div></div><div class="c x4 y192 w2e h1d"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">Change in balance due to foreign exchange differences<span class="_ _0"></span> </div></div><div class="c x5c y192 w2f h1d"><div class="t m0 x64 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-105<span class="ff4"> </span></div></div><div class="c x5e y192 w30 h1d"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">106 </div></div><div class="c x4 y193 w2e h1a"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">Net change in cash and cash equivalents<span class="_ _0"></span> </div></div><div class="c x5c y193 w2f h1a"><div class="t m0 x63 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4 289<span class="ff4"> </span></div></div><div class="c x5e y193 w30 h1a"><div class="t m0 x61 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-45 388 </div></div><div class="c x4 y194 w2e h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Cash and cash equivalents at the end of <span class="_ _0"></span>the period </div></div><div class="c x5c y194 w2f h1d"><div class="t m0 x55 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">16 499 </div></div><div class="c x5e y194 w30 h1d"><div class="t m0 x55 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">12 210 </div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><div class="c x0 y1 w2 h0"><div class="t m0 x4 h11 y195 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y25 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h34 y196 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y197 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y198 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y199 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y19a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y19b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y19c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y19d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y19e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y19f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1a0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1a1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1a2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y1a3 ff3 fs9 fc3 sc0 ls0 ws0">Explanatory information to the </div><div class="t m0 x4 h12 y1a4 ff3 fs9 fc3 sc0 ls0 ws0">consolidated financial statements<span class="_ _0"></span> </div><div class="t m0 x4 h12 y1a5 ff3 fs9 fc5 sc0 ls0 ws0">DataWalk Capital Group<span class="_ _0"></span> </div><div class="t m0 x4 h2 y1a6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1a7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1a8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1a9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1aa ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1ab ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1ac ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1ad ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1ae ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1af ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1b0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y1b1 ff3 fs9 fc5 sc0 ls0 ws0"> <span class="_ _11"> </span> </div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x67 y1b2 w31 h35" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 13 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h12 y1b8 ff3 fs9 fc5 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y1b9 ff3 fs2 fc3 sc0 ls0 ws0">Basic information </div><div class="t m0 x4 h2 y1ba ff1 fs0 fc0 sc0 ls0 ws0">DataWalk <span class="_ _e"> </span>Group <span class="_ _12"> </span>(&quot;Group&quot;, <span class="_ _e"> </span>&quot;DataWalk <span class="_ _12"> </span>Group&quot;), <span class="_ _e"> </span>managed <span class="_ _12"> </span>by <span class="_ _e"> </span>DataWalk <span class="_ _12"> </span>S.A. <span class="_ _e"> </span>(the <span class="_ _12"> </span>&quot;Company&quot;, <span class="_ _e"> </span>&quot;Issuer&quot;), </div><div class="t m0 x4 h2 y1bb ff1 fs0 fc0 sc0 ls0 ws0">specializes <span class="_ _0"></span>in <span class="_ _10"></span>developing <span class="_ _10"></span>and <span class="_ _0"></span>delivering <span class="_ _10"></span>DataWalk&apos;s <span class="_ _0"></span>advanced <span class="_ _10"></span>analytics <span class="_ _0"></span>platform, <span class="_ _10"></span>an <span class="_ _10"></span>innovative <span class="_ _0"></span>graph <span class="_ _10"></span>analytics </div><div class="t m0 x4 h2 y1bc ff1 fs0 fc0 sc0 ls0 ws0">tool that <span class="_ _0"></span>uses <span class="_ _0"></span>artificial intelligence <span class="_ _0"></span>to <span class="_ _0"></span>enable <span class="_ _0"></span>organizations to <span class="_ _0"></span>efficiently process <span class="_ _0"></span>and <span class="_ _0"></span>analyze <span class="_ _0"></span>large data <span class="_ _0"></span>sets. <span class="_ _0"></span>The </div><div class="t m0 x4 h2 y1bd ff1 fs0 fc0 sc0 ls0 ws0">Group also includes Data<span class="_ _8"></span>Walk Inc. which focuses on sales <span class="_ _5"></span>and implementations in North America. </div><div class="t m0 x4 h2 y1be ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1bf ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>DataWalk <span class="_ _5"></span>platform <span class="_ _5"></span>integrates <span class="_ _5"></span>graph <span class="_ _5"></span>analytics, <span class="_ _5"></span>artificial <span class="_ _5"></span>intelligence, <span class="_ _5"></span>knowledge <span class="_ _5"></span>graphs, <span class="_ _5"></span>OLAP <span class="_ _5"></span>operations <span class="_ _5"></span>and </div><div class="t m0 x4 h2 y1c0 ff1 fs0 fc0 sc0 ls0 ws0">advanced <span class="_ _f"> </span>data<span class="_ _5"></span>  discovery  te<span class="_ _5"></span>chnologies  into  a<span class="_ _5"></span>  single  mon<span class="_ _5"></span>olithic  solution. <span class="_ _f"> </span>T<span class="_ _5"></span>his  enables  effecti<span class="_ _5"></span>ve  information </div><div class="t m0 x4 h2 y1c1 ff1 fs0 fc0 sc0 ls0 ws0">management <span class="_ _5"></span>in dynamic <span class="_ _6"></span>environments and <span class="_ _5"></span>informed <span class="_ _5"></span>data-driven decisi<span class="_ _5"></span>on-making. DataWalk&apos;s <span class="_ _5"></span>solution <span class="_ _5"></span>is used <span class="_ _6"></span>by </div><div class="t m0 x4 h2 y1c2 ff1 fs0 fc0 sc0 ls0 ws0">public <span class="_ _13"></span>and <span class="_ _13"></span>private <span class="_ _13"></span>institution<span class="_ _5"></span>s <span class="_ _14"> </span>around <span class="_ _13"></span>the <span class="_ _13"></span>world, <span class="_ _13"></span>including <span class="_ _13"></span>f<span class="_ _8"></span>or <span class="_ _13"></span>crime <span class="_ _13"></span>detection, <span class="_ _13"></span>risk <span class="_ _13"></span>mana<span class="_ _5"></span>gement, <span class="_ _13"></span>operational </div><div class="t m0 x4 h2 y1c3 ff1 fs0 fc0 sc0 ls0 ws0">optimization and strategic de<span class="_ _8"></span>cision support. </div><div class="t m0 x4 h2 y10 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1c4 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>group <span class="_ _5"></span>focuses <span class="_ _5"></span>on ser<span class="_ _5"></span>ving large <span class="_ _6"></span>organizations, <span class="_ _5"></span>so-called <span class="_ _5"></span>Enterprise C<span class="_ _5"></span>ustomers, <span class="_ _5"></span>in key <span class="_ _6"></span>markets: <span class="_ _5"></span>North <span class="_ _5"></span>America, </div><div class="t m0 x4 h2 y178 ff1 fs0 fc0 sc0 ls0 ws0">Western <span class="_ _10"></span>Europe <span class="_ _0"></span>and <span class="_ _10"></span>Central <span class="_ _10"></span>Europe <span class="_ _10"></span>and <span class="_ _10"></span>the <span class="_ _0"></span>Nordics. <span class="_ _10"></span>DataWalk <span class="_ _10"></span>is <span class="_ _10"></span>actively <span class="_ _0"></span>participating <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _10"></span>rapidly <span class="_ _10"></span>growing </div><div class="t m0 x4 h2 y1c5 ff1 fs0 fc0 sc0 ls0 ws0">market <span class="_ _10"></span>for <span class="_ _15"></span>advanced <span class="_ _10"></span>data <span class="_ _15"></span>analytics, <span class="_ _10"></span>including <span class="_ _10"></span>gr<span class="_ _0"></span>aph <span class="_ _10"></span>analytics <span class="_ _15"></span>and <span class="_ _10"></span>knowledge <span class="_ _10"></span>graphs, <span class="_ _15"></span>which <span class="_ _10"></span>play <span class="_ _15"></span>a <span class="_ _10"></span>key <span class="_ _15"></span>role <span class="_ _10"></span>in </div><div class="t m0 x4 h2 y1c6 ff1 fs0 fc0 sc0 ls0 ws0">modern <span class="_ _16"> </span>information <span class="_ _16"> </span>management <span class="_ _16"> </span>a<span class="_ _5"></span>nd <span class="_ _16"> </span>artificial <span class="_ _16"> </span>intelligence <span class="_ _16"> </span>development. <span class="_ _16"> </span>The <span class="_ _16"> </span>int<span class="_ _5"></span>egration <span class="_ _16"> </span>of <span class="_ _16"> </span>DataWalk&apos;s </div><div class="t m0 x4 h2 y1c7 ff1 fs0 fc0 sc0 ls0 ws0">technology with language m<span class="_ _5"></span>odels (LLMs) helps minimize errors and deliver fact-<span class="ls1">ba</span>sed analysis.<span class="_ _5"></span> </div><div class="t m0 x4 h2 y1c8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y1c9 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span><span class="ff3 fs2 fc3"> </span></div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x67 y1ca w31 h36" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 14 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y1cb ff3 fs2 fc3 sc0 ls0 ws0">General information about the Group<span class="_ _0"></span> </div><div class="t m0 x4 h37 y1cc ff3 fs8 fc5 sc0 ls0 ws0">Description of the organization of the Issuer&apos;s capi<span class="_ _0"></span>tal gro<span class="_ _0"></span>up </div><div class="t m0 x4 h18 y1cd ff1 fsa fc0 sc0 ls0 ws0">As <span class="_ _5"></span>of December <span class="_ _5"></span>31, <span class="_ _5"></span>2024, the <span class="_ _5"></span>Group <span class="_ _5"></span>consis<span class="_ _0"></span>ted <span class="_ _5"></span>of DataWalk <span class="_ _5"></span>S.A. <span class="_ _5"></span>. as <span class="_ _5"></span>the <span class="_ _5"></span>parent company <span class="_ _6"></span>an<span class="_ _0"></span>d <span class="_ _5"></span>the following <span class="_ _6"></span>s<span class="_ _0"></span>ubsidiaries: </div></div><div class="c x4 y1ce w32 h38"><div class="t m0 x57 h15 y8a ff3 fsa fc0 sc0 ls0 ws0">Unit </div></div><div class="c x6b y1ce w33 h38"><div class="t m0 x6c h15 y8a ff3 fsa fc0 sc0 ls0 ws0">Registration </div><div class="t m0 x2c h15 y163 ff3 fsa fc0 sc0 ls0 ws0">address </div></div><div class="c x6d y1ce w34 h38"><div class="t m0 x6e h15 y8a ff3 fsa fc0 sc0 ls0 ws0">Scope of activity </div></div><div class="c x6f y1ce w35 h38"><div class="t m0 x53 h15 y8a ff3 fsa fc0 sc0 ls0 ws0">Company&apos;s </div><div class="t m0 x34 h15 y163 ff3 fsa fc0 sc0 ls0 ws0">percentage share in </div><div class="t m0 x70 h15 y1cf ff3 fsa fc0 sc0 ls0 ws0">capital </div><div class="t m0 x46 h18 y1d0 ff1 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x71 y1ce w36 h38"><div class="t m0 x72 h15 y8a ff3 fsa fc0 sc0 ls0 ws0">Company&apos;s </div><div class="t m0 x31 h15 y163 ff3 fsa fc0 sc0 ls0 ws0">percentage share in </div><div class="t m0 x73 h15 y1cf ff3 fsa fc0 sc0 ls0 ws0">capital </div><div class="t m0 x74 h15 y1d0 ff1 fsa fc0 sc0 ls0 ws0">31.12.2023<span class="ff3"> </span></div></div><div class="c x4 y1d1 w32 h39"><div class="t m0 x18 h18 y1d2 ff1 fsa fc0 sc0 ls0 ws0">DataWalk Inc. </div></div><div class="c x6b y1d1 w33 h39"><div class="t m0 x1d h18 y1d3 ff1 fsa fc0 sc0 ls0 ws0">Delaware </div><div class="t m0 x53 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">(USA) </div></div><div class="c x6d y1d1 w34 h39"><div class="t m0 x3a h18 y1d3 ff1 fsa fc0 sc0 ls0 ws0">Computer consulting </div><div class="t m0 x2f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">activities </div></div><div class="c x6f y1d1 w35 h39"><div class="t m0 x2f h18 y1d2 ff1 fsa fc0 sc0 ls0 ws0">100% </div></div><div class="c x71 y1d1 w36 h39"><div class="t m0 x75 h18 y1d2 ff1 fsa fc0 sc0 ls0 ws0">100% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h18 y1d4 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y1d5 ff1 fsa fc0 sc0 ls0 ws0">There <span class="_ _0"></span>were <span class="_ _0"></span>no <span class="_ _0"></span>changes <span class="_ _10"></span>in <span class="_ _0"></span>the <span class="_ _0"></span>Group&apos;s <span class="_ _10"></span>structure <span class="_ _0"></span>or <span class="_ _0"></span>in <span class="_ _0"></span>the <span class="_ _0"></span>name <span class="_ _10"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>parent <span class="_ _0"></span>company <span class="_ _10"></span>or oth<span class="_ _0"></span>er <span class="_ _0"></span>identifying <span class="_ _0"></span>infor<span class="_ _0"></span>mation </div><div class="t m0 x4 h18 yaf ff1 fsa fc0 sc0 ls0 ws0">during the year ended December 31<span class="_ _0"></span><span class="ls1">, </span>2024. </div><div class="t m0 x4 hd y1d6 ff3 fs6 fc5 sc0 ls0 ws0">Data of the Parent Company </div><div class="t m0 x4 h2 y1d7 ff1 fs0 fc0 sc0 ls0 ws0">Name: DataWalk Joint St<span class="_ _8"></span>ock Company </div><div class="t m0 x4 h2 y1d8 ff1 fs0 fc0 sc0 ls0 ws0">Headquarters: 32-<span class="ff6">33 Rzeźnic<span class="_ _8"></span>za St., Wrocław ( Poland<span class="ff1">) </span></span></div><div class="t m0 x4 h2 y1d9 ff6 fs0 fc0 sc0 ls0 ws0">Registered address: Rzeźnicza 32<span class="ff1">-<span class="_ _8"></span><span class="ff6">33, Wrocław (Poland<span class="ff1 ls9">).<span class="ls0"> </span></span></span></span></div><div class="t m0 x4 h2 y1da ff1 fs0 fc0 sc0 ls0 ws0">Principal place of business: <span class="_ _5"></span>32<span class="_ _0"></span>-<span class="ff6">33 Rzeźnicza St., Wrocław<span class="_ _5"></span> (<span class="_ _0"></span>Poland)<span class="ff1"> </span></span></div><div class="t m0 x4 h2 y1db ff1 fs0 fc0 sc0 ls0 ws0">Primary business focus </div><div class="t m0 x4 h2 y1dc ff1 fs0 fc0 sc0 ls0 ws0">Software-related activities, </div><div class="t m0 x4 h2 y1dd ff1 fs0 fc0 sc0 ls0 ws0">Information technology cons<span class="_ _5"></span>ulting activities, </div><div class="t m0 x4 h2 y1de ff1 fs0 fc0 sc0 ls0 ws0">Data processing. </div><div class="t m0 x4 h2 y1df ff1 fs0 fc0 sc0 ls0 ws0">Registering <span class="_ _14"> </span>body: <span class="_ _14"> </span>The <span class="_ _17"> </span>Company <span class="_ _14"> </span>is <span class="_ _14"> </span>registered <span class="_ _17"> </span>in <span class="_ _14"> </span>the <span class="_ _14"> </span>National <span class="_ _17"> </span>Court <span class="_ _13"></span>Register <span class="_ _17"> </span>kept <span class="_ _14"> </span>by <span class="_ _17"> </span>the <span class="_ _14"> </span>District <span class="_ _14"> </span>Court <span class="_ _14"> </span>for </div><div class="t m0 x4 h2 y1e0 ff1 fs0 fc0 sc0 ls0 ws0">Wroclaw-Fabryczna, <span class="_ _6"></span>VI <span class="_ _5"></span>Economic <span class="_ _6"></span>Department <span class="_ _6"></span>of <span class="_ _5"></span>the <span class="_ _5"></span>National <span class="_ _6"></span>Court <span class="_ _5"></span>Register <span class="_ _6"></span>under <span class="_ _5"></span>the <span class="_ _6"></span>KRS <span class="_ _5"></span>number <span class="_ _6"></span>0000405409 </div><div class="t m0 x4 h2 y1e1 ff1 fs0 fc0 sc0 ls0 ws0">REGON: 021737247 </div><div class="t m0 x4 h2 y1e2 ff1 fs0 fc0 sc0 ls0 ws0">NIP: 894-303-<span class="ls1">43</span>-<span class="ls1">18<span class="_ _5"></span><span class="ls0"> </span></span></div><div class="t m0 x4 h2 y1e3 ff1 fs0 fc0 sc0 ls0 ws0">Duration of the Company: U<span class="_ _5"></span>nlimited </div><div class="t m0 x4 h2 y1e4 ff1 fs0 fc0 sc0 ls0 ws0">DataWalk S.A. is a c<span class="_ _5"></span>ompany established for an indefinite perio<span class="_ _5"></span>d of time . The fiscal year of Data<span class="_ _5"></span>Walk S.A. is the </div><div class="t m0 x4 h2 y1e5 ff1 fs0 fc0 sc0 ls0 ws0">calendar year. The company <span class="_ _5"></span>has no branches. <span class="_ _d"> </span> </div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x67 y1e6 w31 h3a" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 15 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hd y1e7 ff3 fs6 fc5 sc0 ls0 ws0">DataWalk Inc. </div><div class="t m0 x4 h2 y1e8 ff1 fs0 fc0 sc0 ls0 ws0">Basic information on the Issue<span class="_ _5"></span>r&apos;s <span class="_ _0"></span>equity affiliate as of Decembe<span class="_ _5"></span>r 31<span class="ls2">, </span>2024. </div><div class="t m0 x4 h2 y1e9 ff1 fs0 fc0 sc0 ls0 ws0">Name: DataWalk Inc. </div><div class="t m0 x4 h2 y1ea ff1 fs0 fc0 sc0 ls0 ws0">Registered address: 1209 Orange<span class="_ _5"></span> Street, Wilmington, Delaware 19801 </div><div class="t m0 x4 h2 y1eb ff1 fs0 fc0 sc0 ls0 ws0">Mailing address: 2000 B<span class="_ _8"></span>roadway Street, STE 232 Redwood City,<span class="_ _8"></span> CA 94063 </div><div class="t m0 x4 h2 ye5 ff1 fs0 fc0 sc0 ls0 ws0">Primary business focus: Infor<span class="_ _5"></span>mation technology consulting activities </div><div class="t m0 x4 h2 y1ec ff1 fs0 fc0 sc0 ls0 ws0">Duration of the Company: U<span class="_ _5"></span>nlimited </div><div class="t m0 x4 h2 y1ed ff1 fs0 fc0 sc0 ls0 ws0">Method of consolidation: F<span class="_ _5"></span>ull method </div><div class="t m0 x4 h2 y1ee ff1 fs0 fc0 sc0 ls0 ws0">DataWalk Inc. is a U.S. corporation with its registered office in Wilmington,<span class="_ _5"></span> <span class="_ _0"></span>Delaware, in which the Issuer holds </div><div class="t m0 x4 h2 y1ef ff1 fs0 fc0 sc0 ls0 ws0">100.00% <span class="_ _13"></span>of <span class="_ _14"> </span>the <span class="_ _13"></span>share <span class="_ _14"> </span>capital <span class="_ _13"></span>and <span class="_ _14"> </span>votes <span class="_ _13"></span>at <span class="_ _14"> </span>the <span class="_ _14"> </span>shareholders&apos; <span class="_ _13"></span>meeting. <span class="_ _13"></span>Pursuant <span class="_ _14"></span>to <span class="_ _13"></span>DataWalk <span class="_ _13"></span>Inc.&apos;s <span class="_ _14"> </span>articles <span class="_ _13"></span>of </div><div class="t m0 x4 h2 y1f0 ff1 fs0 fc0 sc0 ls0 ws0">association, the board of di<span class="_ _8"></span>rectors manages the company&apos;s <span class="_ _5"></span>affairs and represents the company.  </div><div class="t m0 x4 h2 y1f1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1f2 ff1 fs0 fc0 sc0 ls0 ws0">DataWalk <span class="_ _5"></span>Inc. is <span class="_ _5"></span>a company <span class="_ _5"></span>incorporated <span class="_ _5"></span>for an <span class="_ _5"></span>indefinite <span class="_ _5"></span>per<span class="_ _0"></span>iod. T<span class="_ _5"></span>he fiscal <span class="_ _5"></span>year of <span class="_ _5"></span>DataWalk I<span class="_ _5"></span>nc.<span class="_ _0"></span> is<span class="_ _5"></span> the cal<span class="_ _5"></span>endar </div><div class="t m0 x4 h2 y1f3 ff1 fs0 fc0 sc0 ls0 ws0">year </div><div class="t m0 x4 h2 y1f4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1f5 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>financial <span class="_ _10"></span>data <span class="_ _0"></span>of <span class="_ _10"></span>DataWalk <span class="_ _0"></span>Inc. <span class="_ _10"></span>are <span class="_ _0"></span>consolidated <span class="_ _10"></span>using <span class="_ _0"></span>the <span class="_ _10"></span>full <span class="_ _0"></span>method <span class="_ _10"></span>and <span class="_ _0"></span>are <span class="_ _10"></span>reported <span class="_ _0"></span>in <span class="_ _10"></span>the <span class="_ _10"></span>consoli<span class="_ _8"></span>dated </div><div class="t m0 x4 h2 y1f6 ff1 fs0 fc0 sc0 ls0 ws0">financial statements of the Dat<span class="_ _5"></span>aWalk Group. </div><div class="t m0 x4 h2 y1f7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1f8 ff1 fs0 fc0 sc0 ls0 ws0">As of the date this report was appr<span class="_ _5"></span>ov<span class="_ _0"></span>ed for publication, the st<span class="_ _5"></span>ru<span class="_ _0"></span>cture of the DataWalk Gro<span class="_ _5"></span>up had not changed. </div><div class="t m0 x4 h3b y1f9 ff1 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y1fa ff3 fs2 fc3 sc0 ls0 ws0">Composition of the parent company<span class="_ _0"></span>&apos;s bodies as of December 31<span class="_ _0"></span><span class="ls1">2024</span>. </div><div class="t m0 x4 h37 y1fb ff3 fs8 fc5 sc0 ls0 ws0">Management </div><div class="t m0 x4 h3c y1fc ff5 fs0 fc3 sc0 ls0 ws0">Pawel Wieczynski, Chair<span class="_ _5"></span>man of the Board </div><div class="t m0 x4 h2 y160 ff1 fs0 fc0 sc0 ls0 ws0">Coordinates <span class="_ _0"></span>issues <span class="_ _10"></span>related <span class="_ _10"></span>to <span class="_ _0"></span>the <span class="_ _10"></span>Company&apos;s <span class="_ _10"></span>operations, <span class="_ _0"></span>the <span class="_ _10"></span>formation <span class="_ _10"></span>and <span class="_ _0"></span>implementation <span class="_ _10"></span>of <span class="_ _10"></span>sales, <span class="_ _0"></span>HR <span class="_ _10"></span>(<span class="_ _0"></span>except </div><div class="t m0 x4 h2 y1fd ff1 fs0 fc0 sc0 ls0 ws0">those reserved for other Board membe<span class="_ _5"></span>rs) <span class="_ _0"></span>and PR/IR policies.<span class="_ _5"></span> </div><div class="t m0 x4 ha y1fe ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3c y1ff ff7 fs0 fc3 sc0 ls0 ws0">Krystian Piećko, Board Member<span class="ff5"> </span></div><div class="t m0 x4 h2 y200 ff1 fs0 fc0 sc0 ls0 ws0">Responsible for prepari<span class="_ _5"></span>ng and developing product strategy based on the latest technolo<span class="_ _5"></span>gies.<span class="_ _0"></span> </div><div class="t m0 x4 ha y201 ff1 fs4 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h3c y202 ff5 fs0 fc3 sc0 ls0 ws0">Lukasz Socha, Board Mem<span class="_ _5"></span>ber </div><div class="t m0 x4 h2 y203 ff1 fs0 fc0 sc0 ls0 ws0">Coordinates th<span class="_ _5"></span>e activities of <span class="_ _5"></span>the administrative <span class="_ _5"></span>division in <span class="_ _5"></span>the Company, <span class="_ _5"></span>including accou<span class="_ _5"></span>nting and financ<span class="_ _5"></span>ial, legal </div><div class="t m0 x4 h2 y204 ff1 fs0 fc0 sc0 ls0 ws0">and tax issues and financial <span class="_ _5"></span>reporting. </div><div class="t m0 x4 h2 y205 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y206 ff1 fs0 fc0 sc0 ls0 ws0">During <span class="_ _5"></span>the 12 <span class="_ _6"></span>months ended <span class="_ _6"></span>December <span class="_ _5"></span>31, 2024, <span class="_ _5"></span>the c<span class="_ _5"></span>omposition of <span class="_ _6"></span>the Board <span class="_ _5"></span>of <span class="_ _5"></span>Directors <span class="_ _5"></span>of DataWalk <span class="_ _6"></span>S.A. was </div><div class="t m0 x4 h2 y207 ff1 fs0 fc0 sc0 ls0 ws0">as follows: </div></div><div class="c x4 y208 w37 h1d"><div class="t m0 x76 h18 y209 ff1 fsa fc2 sc0 ls0 ws0">Management </div></div><div class="c xd y208 w38 h1d"><div class="t m0 x52 h18 y209 ff1 fsa fc2 sc0 ls0 ws0">Period of office during the r<span class="_ _0"></span>eporting period </div></div><div class="c x4 y20a w37 h1c"><div class="t m0 x77 h18 y209 ff1 fsa fc0 sc0 ls0 ws0">Pawel Wieczynski </div></div><div class="c xd y20a w38 h1c"><div class="t m0 x32 h18 y209 ff1 fsa fc0 sc0 ls0 ws0">01.01.2024 - 31.12.2024 </div></div><div class="c x4 y20b w37 h1c"><div class="t m0 x78 h18 y20c ff6 fsa fc0 sc0 ls0 ws0">Krystian Piećko<span class="ff1"> </span></div></div><div class="c xd y20b w38 h1c"><div class="t m0 x32 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">01.01.2024 - 31.12.2024 </div></div><div class="c x4 y20d w37 h1a"><div class="t m0 x2b h18 y20e ff1 fsa fc0 sc0 ls0 ws0">Luke Socha </div></div><div class="c xd y20d w38 h1a"><div class="t m0 x32 h18 y20e ff1 fsa fc0 sc0 ls0 ws0">01.01.2024 - 31.12.2024 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3d y20f ff4 fs4 fc0 sc0 ls0 ws0">Source: Issuer. </div><div class="t m0 x4 h2 y210 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x20 y211 w39 h3e" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 16 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">The current Board of <span class="_ _5"></span>Directors of the Issuer was appointed <span class="ls1">by <span class="_ _5"></span><span class="ls0">resolutions of the Supervisory B<span class="_ _5"></span>oard on December </span></span></div><div class="t m0 x4 h2 y212 ff1 fs0 fc0 sc0 ls0 ws0">19, 2024 for a joint<span class="ls2">, </span>3-year ter<span class="_ _8"></span>m, which began on January 1, 2025 a<span class="_ _5"></span>nd will end on December 31, 2027. </div><div class="t m0 x4 h2 y213 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y214 ff1 fs0 fc0 sc0 ls0 ws0">As of the date of this report, the composi<span class="_ _5"></span>tion of the Company&apos;s Board of Directors had not changed. </div><div class="t m0 x4 h2 y215 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h37 y216 ff3 fs8 fc7 sc0 ls0 ws0">Supervisory<span class="fc5"> Board </span></div><div class="t m0 x4 h2 y217 ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _15"></span>of <span class="_ _10"></span>December <span class="_ _15"></span>31, <span class="_ _10"></span>2024 <span class="_ _15"></span>and <span class="_ _15"></span>as <span class="_ _10"></span>of <span class="_ _15"></span>the <span class="_ _15"></span>date <span class="_ _10"></span>of <span class="_ _15"></span>approval <span class="_ _15"></span>for <span class="_ _10"></span>publication <span class="_ _15"></span>of <span class="_ _10"></span>this <span class="_ _15"></span>report, <span class="_ _15"></span>the <span class="_ _10"></span>composition <span class="_ _15"></span>of <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y218 ff1 fs0 fc0 sc0 ls0 ws0">Issuer&apos;s Supervisory Board is as follows:<span class="_ _5"></span> </div><div class="t m0 x4 h3f y219 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _18"> </span><span class="ff1 fs0 fc0">Grzegorz Dymek <span class="_ _18"> </span>- Chairman of the Supervisory Board, </span></span></div><div class="t m0 x4 h3f y21a ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _18"> </span><span class="ff1 fs0 fc0">Wojciech Dyszy  <span class="_ _19"> </span>- Vice Chairman of the Super<span class="_ _8"></span>visory Board, </span></span></div><div class="t m0 x4 h3f y21b ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _18"> </span><span class="ff1 fs0 fc0">Piotr Bindas  <span class="_ _1a"> </span>- Member of the Supervisory B<span class="_ _8"></span>oard, </span></span></div><div class="t m0 x4 h3f y21c ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _18"> </span><span class="ff6 fs0 fc0">Rafał Wasilewski<span class="ff1"> <span class="_ _1b"> </span>- Member of the Supervisory B<span class="_ _8"></span>oard, </span></span></span></div><div class="t m0 x4 h3f y21d ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _18"> </span><span class="ff6 fs0 fc0">Ireneusz Wąsowicz<span class="ff1"> <span class="_ _1c"> </span>- Member of the Supervisory B<span class="_ _8"></span>oard.<span class="fs8"> </span></span></span></span></div><div class="t m0 x4 h2 y21e ff1 fs0 fc0 sc0 ls0 ws0">During <span class="_ _10"></span>the <span class="_ _10"></span>12 <span class="_ _0"></span>months <span class="_ _15"></span>e<span class="_ _5"></span>nd<span class="_ _0"></span>ed <span class="_ _10"></span>December <span class="_ _0"></span>31, <span class="_ _10"></span>2024, <span class="_ _10"></span>the <span class="_ _10"></span>composition <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>Company&apos;s <span class="_ _0"></span>Supervisory <span class="_ _10"></span>Board <span class="_ _10"></span>was <span class="_ _10"></span>as </div><div class="t m0 x4 h2 y21f ff1 fs0 fc0 sc0 ls0 ws0">follows: </div></div><div class="c x4 y220 w3a h40"><div class="t m0 x79 hc y221 ff1 fs5 fc2 sc0 ls0 ws0">Supervisory Board </div></div><div class="c x7a y220 w3b h40"><div class="t m0 x73 hc y221 ff1 fs5 fc2 sc0 ls0 ws0">Period of office during the reporting period  </div></div><div class="c x4 y222 w3a h41"><div class="t m0 x39 h18 y223 ff1 fsa fc0 sc0 ls0 ws0">Filip Paszke </div></div><div class="c x7a y222 w3b h41"><div class="t m0 x23 h18 y223 ff1 fsa fc0 sc0 ls0 ws0">01.01.2024 - 30.04.2024 </div></div><div class="c x4 y224 w3a h41"><div class="t m0 xa h18 y223 ff1 fsa fc0 sc0 ls0 ws0">Wojciech Dyszy </div></div><div class="c x7a y224 w3b h41"><div class="t m0 x23 h18 y223 ff1 fsa fc0 sc0 ls0 ws0">01.01.2024 - 31.12.2024 </div></div><div class="c x4 y225 w3a h41"><div class="t m0 x7b h18 y223 ff6 fsa fc0 sc0 ls0 ws0">Roman Pudełko<span class="ff1"> </span></div></div><div class="c x7a y225 w3b h41"><div class="t m0 x23 h18 y223 ff1 fsa fc0 sc0 ls0 ws0">01.01.2024 - 30.06.2024 </div></div><div class="c x4 y226 w3a h41"><div class="t m0 x7c h18 y223 ff1 fsa fc0 sc0 ls0 ws0">Grzegorz Dymek </div></div><div class="c x7a y226 w3b h41"><div class="t m0 x23 h18 y223 ff1 fsa fc0 sc0 ls0 ws0">01.01.2024 - 31.12.2024 </div></div><div class="c x4 y227 w3a h41"><div class="t m0 x13 h18 y223 ff1 fsa fc0 sc0 ls0 ws0">Ola Malm </div></div><div class="c x7a y227 w3b h41"><div class="t m0 x23 h18 y223 ff1 fsa fc0 sc0 ls0 ws0">01.01.2024 - 30.06.2024 </div></div><div class="c x4 y228 w3a h41"><div class="t m0 x76 h18 y223 ff1 fsa fc0 sc0 ls0 ws0">Piotr Bindas </div></div><div class="c x7a y228 w3b h41"><div class="t m0 x23 h18 y223 ff1 fsa fc0 sc0 ls0 ws0">01.05.2024 - 31.12.2024 </div></div><div class="c x4 y229 w3a h42"><div class="t m0 x79 h18 y223 ff6 fsa fc0 sc0 ls0 ws0">Rafał <span class="ff1">Wasilewski </span></div></div><div class="c x7a y229 w3b h42"><div class="t m0 x23 h18 y223 ff1 fsa fc0 sc0 ls0 ws0">01.07.2024 - 31.12.2024 </div></div><div class="c x4 y22a w3a h41"><div class="t m0 x7d h18 y223 ff6 fsa fc0 sc0 ls0 ws0">Ireneusz Wąsowicz<span class="ff1"> </span></div></div><div class="c x7a y22a w3b h41"><div class="t m0 x23 h18 y223 ff1 fsa fc0 sc0 ls0 ws0">01.07.2024 - 31.12.2024 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3d y22b ff4 fs4 fc0 sc0 ls0 ws0">Source: Issuer. </div><div class="t m0 x4 ha y22c ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y108 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>Issuer&apos;s <span class="_ _10"></span>current <span class="_ _10"></span>Supervisory <span class="_ _0"></span>Board <span class="_ _0"></span>was <span class="_ _10"></span>appointed <span class="_ _10"></span>for <span class="_ _0"></span>a <span class="_ _10"></span>joint <span class="_ _10"></span>three-year <span class="_ _10"></span>term, <span class="_ _0"></span>which <span class="_ _10"></span>began <span class="_ _0"></span>on <span class="_ _10"></span>July <span class="_ _10"></span>1, <span class="_ _0"></span>2024, </div><div class="t m0 x4 h2 y22d ff1 fs0 fc0 sc0 ls0 ws0">and will end on July 1, 2027. </div><div class="t m0 x4 h2 y22e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y10a ff1 fs0 fc0 sc0 ls0 ws0">On March 26, 2024, <span class="_ _5"></span>M<span class="_ _0"></span>r. Filip Paszke resigned as a<span class="_ _5"></span> member of the Company&apos;s Supervis<span class="_ _5"></span>ory Board, effective at the </div><div class="t m0 x4 h2 y22f ff1 fs0 fc0 sc0 ls0 ws0">end of April 30, 2024. </div><div class="t m0 x4 h2 y230 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y231 ff1 fs0 fc0 sc0 ls9 ws0">In<span class="ls0"> <span class="_ _5"></span>view of <span class="_ _5"></span>the above, <span class="_ _5"></span>the C<span class="_ _5"></span>ompany&apos;s Supervisory <span class="_ _5"></span>Board, <span class="_ _5"></span>acting on <span class="_ _5"></span>the basis <span class="_ _5"></span>of <span class="_ _5"></span>the Issuer&apos;s <span class="_ _5"></span>Articles of <span class="_ _5"></span>Association, </span></div><div class="t m0 x4 h2 y10d ff1 fs0 fc0 sc0 ls0 ws0">appointed Mr. Piotr <span class="_ _0"></span>Bindas by way of <span class="_ _0"></span>co-option, effective May 1, 2024, <span class="_ _0"></span>to serve <span class="_ _0"></span>as a member of <span class="_ _0"></span>the Supervisory </div><div class="t m0 x4 h2 y232 ff1 fs0 fc0 sc0 ls0 ws0">Board for <span class="_ _5"></span>the current joint<span class="_ _5"></span> 3-year term <span class="_ _5"></span>with the other <span class="_ _5"></span>members of the <span class="_ _5"></span>Company&apos;s Supervisory <span class="_ _5"></span>Board appointed on </div><div class="t m0 x4 h2 y233 ff1 fs0 fc0 sc0 ls0 ws0">the basis of resolutions of the Com<span class="_ _5"></span>pany<span class="_ _0"></span>&apos;s Annual General Meetin<span class="_ _5"></span>g of June 30, 2021. </div><div class="t m0 x4 h2 y234 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y235 ff1 fs0 fc0 sc0 ls0 ws0">On June 28, 2024, in connection with the adoption <span class="_ _5"></span>of<span class="_ _0"></span> <span class="lsa">a </span>resolution to shorten the term of office of the S<span class="_ _5"></span>up<span class="_ _0"></span>ervisory </div><div class="t m0 x4 h2 y236 ff1 fs0 fc0 sc0 ls0 ws0">Board, the Or<span class="_ _5"></span>dinary General Meeting <span class="_ _5"></span>of Shareholders of the C<span class="_ _5"></span>ompany (the &quot;AGM&quot;), pursua<span class="_ _5"></span>nt to Resolutions No. </div><div class="t m0 x4 h2 y237 ff1 fs0 fc0 sc0 ls1 ws0">22<span class="ls0">-26, <span class="_ _6"></span>dismissed <span class="_ _5"></span>Mr. <span class="_ _6"></span>Piotr <span class="_ _5"></span>Bindas, <span class="_ _6"></span>Mr. <span class="_ _5"></span>Gregory <span class="_ _6"></span>Dymek, <span class="_ _6"></span>Mr. <span class="_ _5"></span>Wojciech <span class="_ _6"></span>Dyszy, <span class="_ _5"></span>Mr. <span class="_ _6"></span>Ola <span class="_ _5"></span>Malm, <span class="_ _6"></span>Mr. <span class="_ _5"></span>Roman <span class="_ _5"></span><span class="ff6">Pudełko </span></span></div><div class="t m0 x4 h2 y238 ff1 fs0 fc0 sc0 ls0 ws0">from their positions <span class="lsa">as</span> members of the Su<span class="_ _5"></span>pervisory Board, effective June 30, 2024.  </div><div class="t m0 x4 h2 y239 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y23a ff1 fs0 fc0 sc0 ls0 ws0">At the same time, <span class="_ _0"></span>on the basis of <span class="_ _0"></span>resolutions <span class="ls3">27</span>-30, the <span class="_ _0"></span>AGM appointed Mr. Piotr Bindas, Mr. Grzegorz Dymek, </div><div class="t m0 x4 h2 y23b ff1 fs0 fc0 sc0 ls0 ws0">Mr. <span class="ff6">Rafał <span class="_ _5"></span><span class="ff1">Wasilewski and <span class="_ _5"></span>M<span class="_ _0"></span>r. Ireneusz <span class="_ _5"></span><span class="ff6">Wąsowicz <span class="ff1 lsb">to <span class="ls0">serve <span class="_ _5"></span>as members of <span class="_ _5"></span>the Supervisory B<span class="_ _5"></span>oard for a <span class="_ _8"></span>new three-</span></span></span></span></span></div><div class="t m0 x4 h2 y23c ff1 fs0 fc0 sc0 ls0 ws0">year term effective July 1, 2<span class="_ _5"></span>024.  </div><div class="t m0 x4 h2 y23d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y23e ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _0"></span>addition, on <span class="_ _0"></span>June <span class="_ _0"></span>28, <span class="_ _0"></span>2024, <span class="_ _0"></span>FGP <span class="_ _0"></span>Venture <span class="_ _0"></span>sp. <span class="_ _0"></span>z <span class="_ _0"></span>o. <span class="_ _0"></span>o., <span class="_ _10"></span>acting on <span class="_ _0"></span>the <span class="_ _0"></span>basis <span class="_ _0"></span>of <span class="_ _0"></span>its <span class="_ _0"></span>authority <span class="_ _0"></span>under <span class="_ _0"></span><span class="ffa">§</span> <span class="_ _0"></span>15 <span class="_ _0"></span>(5) <span class="_ _0"></span>of <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y23f ff1 fs0 fc0 sc0 ls0 ws0">Company&apos;s Articles of Associ<span class="_ _8"></span>ation, appointed Mr. Wojciec<span class="_ _5"></span>h Dy<span class="_ _0"></span>szy as a member of t<span class="_ _5"></span>he <span class="_ _0"></span>Supervisory Board on  </div><div class="t m0 x4 h2 y240 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x67 y241 w31 h43" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 17 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0"> A new three-year term with e<span class="_ _5"></span>ff<span class="_ _0"></span>ect from July 1, 2024. </div><div class="t m0 x4 h2 y212 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y213 ff1 fs0 fc0 sc0 ls0 ws0"> As of the date of this report compositi<span class="_ _5"></span>on<span class="_ _0"></span> of the Company&apos;s Supervisory B<span class="_ _5"></span>oard had not changed </div><div class="t m0 x4 h7 y2b ff3 fs2 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y242 ff3 fs2 fc3 sc0 ls0 ws0">Basis <span class="_ _5"></span>for <span class="_ _5"></span>the <span class="_ _5"></span>prepar<span class="_ _0"></span>ation <span class="_ _5"></span>of <span class="_ _5"></span>the <span class="_ _5"></span>financial statements <span class="_ _5"></span>- <span class="_ _5"></span>includin<span class="_ _0"></span>g <span class="_ _5"></span>a <span class="_ _5"></span>description </div><div class="t m0 x4 h7 y243 ff3 fs2 fc3 sc0 ls0 ws0">of circumstances indicating a threat to the <span class="_ _0"></span>continuation of<span class="_ _0"></span> operations </div><div class="t m0 x4 h2 y244 ff1 fs0 fc0 sc0 ls0 ws0">These <span class="_ _15"></span>financia<span class="_ _5"></span>l <span class="_ _15"></span>statements <span class="_ _15"></span>have <span class="_ _15"></span>bee<span class="_ _5"></span>n <span class="_ _15"></span>prepared <span class="_ _15"></span>on <span class="_ _10"></span>the <span class="_ _15"></span>assumption <span class="_ _15"></span>t<span class="_ _5"></span>hat <span class="_ _15"></span>the <span class="_ _15"></span>DataWalk <span class="_ _10"></span>Group <span class="_ _15"></span>will <span class="_ _15"></span>continue <span class="_ _10"></span>as <span class="_ _15"></span>a </div><div class="t m0 x4 h2 y245 ff1 fs0 fc0 sc0 ls0 ws0">going <span class="_ _15"></span>concern <span class="_ _15"></span>for <span class="_ _15"></span>a <span class="_ _15"></span>peri<span class="_ _5"></span>od <span class="_ _15"></span>of <span class="_ _15"></span>not <span class="_ _15"></span>less <span class="_ _15"></span>than <span class="_ _15"></span>12 <span class="_ _15"></span>months <span class="_ _15"></span>from <span class="_ _15"></span>the <span class="_ _15"></span>balance <span class="_ _15"></span>s<span class="_ _5"></span>heet <span class="_ _15"></span>date. <span class="_ _15"></span>Management <span class="_ _15"></span>conducted <span class="_ _15"></span>a </div><div class="t m0 x4 h2 y246 ff1 fs0 fc0 sc0 ls0 ws0">multidimensional <span class="_ _13"></span>analysis <span class="_ _17"> </span>of <span class="_ _14"></span>the <span class="_ _14"> </span>circumstances <span class="_ _14"> </span>affecting <span class="_ _14"> </span>the <span class="_ _17"> </span>entity&apos;s <span class="_ _14"> </span>ability <span class="_ _14"> </span>to <span class="_ _14"> </span>continue <span class="_ _17"> </span>as <span class="_ _13"></span>a <span class="_ _17"> </span>going <span class="_ _14"> </span>concern, </div><div class="t m0 x4 h2 y247 ff1 fs0 fc0 sc0 ls0 ws0">including both internal facto<span class="_ _8"></span>rs, in particular: </div><div class="t m0 x7e h3f y248 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">planned cash flows,, in partic<span class="_ _5"></span>ular: </span></span></div><div class="t m0 x7f h2 y249 ff6 fs0 fc0 sc0 ls0 ws0">○<span class="ff9"> <span class="_ _1e"> </span><span class="ff1">The amount of working ca<span class="_ _8"></span>pital as of the balance sheet <span class="_ _5"></span>date,<span class="_ _0"></span> </span></span></div><div class="t m0 x7f h2 y24a ff6 fs0 fc0 sc0 ls0 ws0">○<span class="ff9"> <span class="_ _1e"> </span><span class="ff1">Proceeds from contracts contract<span class="_ _5"></span>ed,<span class="_ _0"></span> not invoiced by 31.12.<span class="_ _5"></span>24, </span></span></div><div class="t m0 x7f h2 y24b ff6 fs0 fc0 sc0 ls0 ws0">○<span class="ff9"> <span class="_ _1e"> </span><span class="ff1">planned proceeds from the renewal<span class="_ _5"></span> of existing technical assistance contracts, </span></span></div><div class="t m0 x7f h2 y24c ff6 fs0 fc0 sc0 ls0 ws0">○<span class="ff9"> <span class="_ _1e"> </span><span class="ff1">planned proceeds from the c<span class="_ _8"></span>onversion of qualified sales <span class="_ _8"></span>prospects (SQL), </span></span></div><div class="t m0 x7f h2 y24d ff6 fs0 fc0 sc0 ls0 ws0">○<span class="ff9"> <span class="_ _1e"> </span><span class="ff1">planned expenditures for cont<span class="_ _5"></span>inuing operations in the current scope, </span></span></div><div class="t m0 x7f h2 y24e ff6 fs0 fc0 sc0 ls0 ws0">○<span class="ff9"> <span class="_ _1e"> </span><span class="ff1">planned expenditures for conductin<span class="_ _5"></span>g investment activities (development work) in the<span class="_ _5"></span> current scope, </span></span></div><div class="t m0 x7e h3f y24f ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">product profitability,  </span></span></div><div class="t m0 x7e h3f y250 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">Tailoring commercial offerings t<span class="_ _5"></span>o customers&apos; needs,  </span></span></div><div class="t m0 x7e h3f y251 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">necessary capital and operati<span class="_ _5"></span>ng expenditures, </span></span></div><div class="t m0 x7e h3f y252 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">Availability of external fundi<span class="_ _5"></span>ng sources,  </span></span></div><div class="t m0 x4 h2 y253 ff1 fs0 fc0 sc0 ls0 ws0">and external, in particular: </div><div class="t m0 x7e h3f y254 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">macroeconomic factors, <span class="_ _5"></span> </span></span></div><div class="t m0 x7e h3f y255 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">The size of the available market, <span class="_ _5"></span> </span></span></div><div class="t m0 x7e h3f y256 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">legal restrictions,  </span></span></div><div class="t m0 x7e h3f y257 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">cyclicality and dynamics in fi<span class="_ _5"></span>nancial markets affecting the availability and cost of capita<span class="_ _5"></span>l.<span class="_ _0"></span> </span></span></div><div class="t m0 x4 h2 y258 ff1 fs0 fc0 sc0 ls0 ws0">During <span class="_ _15"></span>the <span class="_ _10"></span>analysis, <span class="_ _10"></span>significant <span class="_ _15"></span>uncertainties <span class="_ _10"></span>were <span class="_ _15"></span>identifi<span class="_ _5"></span>ed <span class="_ _15"></span>regarding <span class="_ _15"></span>e<span class="_ _5"></span>ven<span class="_ _0"></span>ts <span class="_ _15"></span>a<span class="_ _5"></span>nd <span class="_ _15"></span>circumstances <span class="_ _10"></span>that <span class="_ _15"></span>may <span class="_ _10"></span>cast </div><div class="t m0 x4 h2 y259 ff1 fs0 fc0 sc0 ls0 ws0">doubt on the entity&apos;s abili<span class="_ _5"></span>ty to <span class="_ _0"></span>continue as a going c<span class="_ _5"></span>on<span class="_ _0"></span>cern. These include:  </div><div class="t m0 x7e h3f y25a ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">A decline in sales due to a lower tha<span class="_ _5"></span>n <span class="_ _0"></span>expected number of newl<span class="_ _5"></span>y <span class="_ _0"></span>acquired customers,  </span></span></div><div class="t m0 x7e h3f y25b ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">Negative flows from operati<span class="_ _8"></span>ons, </span></span></div><div class="t m0 x7e h3f y25c ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">unfavorable profitability in<span class="_ _5"></span>dicators, </span></span></div><div class="t m0 x7e h3f y25d ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">dynamics of financial markets affecti<span class="_ _5"></span>ng the availability of capital  </span></span></div><div class="t m0 x4 h2 y25e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y25f ff1 fs0 fc0 sc0 ls0 ws0">To the best <span class="_ _5"></span>of the Company&apos;s management&apos;s <span class="_ _5"></span>knowledge and based on a <span class="_ _5"></span>comprehensive forecast of cas<span class="_ _5"></span>h flows, the </div><div class="t m0 x4 h2 y260 ff1 fs0 fc0 sc0 ls0 ws0">market  and <span class="_ _17"> </span>historical  conversion <span class="_ _17"> </span>rates  of  qualified <span class="_ _17"> </span>sales  prospects, <span class="_ _17"> </span>the  Company  i<span class="_ _5"></span>s  capable  of <span class="_ _17"> </span>continuing </div><div class="t m0 x4 h2 y261 ff1 fs0 fc0 sc0 ls0 ws0">operations on the current scale f<span class="_ _8"></span>or a period of not less than 12 mont<span class="_ _5"></span>hs from the balance sheet date.  </div><div class="t m0 x4 h2 y262 ff1 fs0 fc0 sc0 ls0 ws0">These <span class="_ _0"></span>forecasts <span class="_ _10"></span>correlate <span class="_ _0"></span>with <span class="_ _10"></span>external <span class="_ _10"></span>market <span class="_ _0"></span>analyses <span class="_ _10"></span>prepared <span class="_ _0"></span>by <span class="_ _10"></span>reputable <span class="_ _0"></span>consulting <span class="_ _10"></span>firms <span class="_ _0"></span>(e.g. <span class="_ _10"></span>Gartner) <span class="_ _10"></span>as </div><div class="t m0 x4 h2 y263 ff1 fs0 fc0 sc0 ls0 ws0">well <span class="_ _5"></span>as inquiries <span class="_ _5"></span>from <span class="_ _5"></span>po<span class="_ _0"></span>tential <span class="_ _5"></span>customers <span class="_ _5"></span>directed to <span class="_ _5"></span>the C<span class="_ _5"></span>ompany in <span class="_ _5"></span>recent <span class="_ _5"></span>months. The <span class="_ _5"></span>implementation <span class="_ _5"></span>of these </div><div class="t m0 x4 h2 y264 ff1 fs0 fc0 sc0 ls0 ws0">assumptions <span class="_ _13"></span>does <span class="_ _14"> </span>not <span class="_ _14"> </span>require <span class="_ _14"></span>the <span class="_ _14"> </span>Company <span class="_ _13"></span>to <span class="_ _14"> </span>make <span class="_ _14"> </span>significant <span class="_ _14"> </span>capital <span class="_ _13"></span>expenditures <span class="_ _14"> </span>or <span class="_ _14"> </span>to <span class="_ _14"> </span>acquire <span class="_ _13"></span>additional </div><div class="t m0 x4 h2 y265 ff1 fs0 fc0 sc0 ls0 ws0">operating <span class="_ _10"></span>or <span class="_ _10"></span>capital <span class="_ _0"></span>resources. <span class="_ _10"></span>In <span class="_ _10"></span>addition, <span class="_ _10"></span>it <span class="_ _10"></span>does <span class="_ _10"></span>not <span class="_ _10"></span>involve <span class="_ _10"></span>additional <span class="_ _0"></span>formal <span class="_ _10"></span>and <span class="_ _10"></span>legal <span class="_ _10"></span>requirements <span class="_ _10"></span>that <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y266 ff1 fs0 fc0 sc0 ls0 ws0">Company would not already <span class="_ _5"></span>meet as of the balance sheet date. </div><div class="t m0 x4 h2 y267 ff1 fs0 fc0 sc0 ls0 ws0">At the s<span class="_ _5"></span>ame time, the Co<span class="_ _5"></span>mpany&apos;s Board of <span class="_ _5"></span>Directors has taken <span class="_ _5"></span>a number of i<span class="_ _5"></span>nitiatives over the <span class="_ _5"></span>past few months t<span class="_ _5"></span>o </div><div class="t m0 x4 h2 y268 ff1 fs0 fc0 sc0 ls0 ws0">improve performance and liqu<span class="_ _5"></span>idity, including: </div><div class="t m0 x77 h3f y269 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">Issuance <span class="_ _5"></span>of 50<span class="_ _5"></span>0,000 series<span class="_ _8"></span> <span class="_ _5"></span>R <span class="_ _5"></span>sh<span class="_ _0"></span>ares <span class="_ _5"></span>within <span class="_ _5"></span>the <span class="_ _8"></span>framework <span class="_ _5"></span>of <span class="_ _5"></span>authorized <span class="_ _5"></span>capital, <span class="_ _5"></span>in which <span class="_ _6"></span>the Compa<span class="_ _5"></span>ny raised<span class="_ _5"></span> <span class="_ _0"></span> </span></span></div><div class="t m0 x80 h2 y26a ff1 fs0 fc0 sc0 ls0 ws0">27,500 thousand from investo<span class="_ _5"></span>rs.  </div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x67 y26b w31 h44" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 18 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x77 h3f y26c ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">The <span class="_ _13"></span>efficiency <span class="_ _15"></span>of <span class="_ _13"></span>the <span class="_ _15"></span>implementation <span class="_ _15"></span>teams <span class="_ _13"></span>was <span class="_ _15"></span>increased <span class="_ _13"></span>by <span class="_ _15"></span>standardizing <span class="_ _15"></span>and <span class="_ _13"></span>automating <span class="_ _15"></span>most <span class="_ _13"></span>of <span class="_ _15"></span>the </span></span></div><div class="t m0 x80 h2 y1b8 ff1 fs0 fc0 sc0 ls0 ws0">implementation steps, which significantly reduced the time required <span class="_ _0"></span>to effectively implement the DataWalk </div><div class="t m0 x80 h2 y26d ff1 fs0 fc0 sc0 ls0 ws0">platform at customers and thus increa<span class="_ _5"></span>sed the throughput of the entire sales and implementation team<span class="_ _5"></span>, </div><div class="t m0 x77 h3f y26e ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">A <span class="_ _5"></span>cost <span class="_ _5"></span>reduction <span class="_ _5"></span>program <span class="_ _5"></span>was <span class="_ _5"></span>carried <span class="_ _5"></span>out <span class="_ _5"></span>by <span class="_ _5"></span>optimizing <span class="_ _5"></span>the <span class="_ _5"></span>size an<span class="_ _5"></span>d struct<span class="_ _5"></span>ure of <span class="_ _6"></span>employment <span class="_ _5"></span>and <span class="_ _5"></span>the <span class="_ _5"></span>number </span></span></div><div class="t m0 x80 h2 y26f ff1 fs0 fc0 sc0 ls0 ws0">of entities cooperating with t<span class="_ _5"></span>he Company, </div><div class="t m0 x77 h3f y270 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">A <span class="_ _15"></span>commercial <span class="_ _10"></span>offer <span class="_ _15"></span>has <span class="_ _10"></span>been <span class="_ _15"></span>ta<span class="_ _5"></span>ilored <span class="_ _15"></span>to <span class="_ _15"></span>cu<span class="_ _5"></span>stomers <span class="_ _15"></span>who <span class="_ _15"></span>not <span class="_ _10"></span>only <span class="_ _15"></span>ha<span class="_ _8"></span>ve <span class="_ _15"></span>the <span class="_ _10"></span>appropriate <span class="_ _10"></span>organizational <span class="_ _15"></span>and </span></span></div><div class="t m0 x80 h2 y120 ff1 fs0 fc0 sc0 ls0 ws0">financial <span class="_ _6"></span>capabilities, <span class="_ _5"></span>but <span class="_ _5"></span>are <span class="_ _5"></span>also <span class="_ _5"></span>able <span class="_ _5"></span>to <span class="_ _5"></span>operate <span class="_ _5"></span>effectively <span class="_ _6"></span>in <span class="_ _5"></span>the <span class="_ _5"></span>business <span class="_ _5"></span>model <span class="_ _5"></span>proposed <span class="_ _5"></span>by <span class="_ _5"></span>the <span class="_ _5"></span>Company. </div><div class="t m0 x4 h2 y271 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _0"></span>parallel <span class="_ _0"></span>with <span class="_ _0"></span>these <span class="_ _0"></span>actions, <span class="_ _0"></span>the <span class="_ _10"></span>Company&apos;s Board <span class="_ _0"></span>of <span class="_ _10"></span>Directors requested <span class="_ _0"></span>that <span class="_ _10"></span>the sh<span class="_ _0"></span>areholders grant <span class="_ _0"></span>the <span class="_ _10"></span>Board </div><div class="t m0 x4 h2 y272 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _15"></span>Directors <span class="_ _13"></span>authorization <span class="_ _15"></span>for <span class="_ _13"></span>another <span class="_ _15"></span>increase <span class="_ _15"></span>in <span class="_ _13"></span>the <span class="_ _13"></span>Company&apos;s <span class="_ _15"></span>share <span class="_ _15"></span>capital <span class="_ _13"></span>within <span class="_ _15"></span>the <span class="_ _13"></span>limits <span class="_ _15"></span>of <span class="_ _13"></span>authorized </div><div class="t m0 x4 h2 y273 ff1 fs0 fc0 sc0 ls0 ws0">capital. <span class="_ _15"></span>This <span class="_ _10"></span>was <span class="_ _15"></span>dictated <span class="_ _15"></span>by <span class="_ _15"></span>ensuring <span class="_ _10"></span>that <span class="_ _15"></span>the <span class="_ _15"></span>Company <span class="_ _10"></span>and <span class="_ _15"></span>its <span class="_ _15"></span>capital <span class="_ _10"></span>group <span class="_ _15"></span>could <span class="_ _15"></span>raise <span class="_ _10"></span>funds <span class="_ _15"></span>for <span class="_ _15"></span>its <span class="_ _15"></span>furt<span class="_ _5"></span>her </div><div class="t m0 x4 h2 y274 ff1 fs0 fc0 sc0 ls0 ws0">development <span class="_ _6"></span>through <span class="_ _5"></span>the <span class="_ _5"></span>most <span class="_ _6"></span>efficient <span class="_ _5"></span>and <span class="_ _6"></span>flexible <span class="_ _5"></span>mechanisms <span class="_ _6"></span>for <span class="_ _5"></span>increasing <span class="_ _5"></span>share <span class="_ _6"></span>capital, <span class="_ _5"></span>allowing <span class="_ _6"></span>for <span class="_ _5"></span>a <span class="_ _5"></span>shorter </div><div class="t m0 x4 h2 y275 ff1 fs0 fc0 sc0 ls0 ws0">issuance <span class="_ _10"></span>process. <span class="_ _10"></span>On <span class="_ _10"></span>June <span class="_ _10"></span>28, <span class="_ _10"></span>2024, <span class="_ _10"></span>the <span class="_ _10"></span>General <span class="_ _10"></span>Meeting <span class="_ _10"></span>of <span class="_ _10"></span>S<span class="_ _0"></span>hareholders, <span class="_ _10"></span>through <span class="_ _10"></span>Resolution <span class="_ _0"></span>18a, <span class="_ _10"></span>granted <span class="_ _15"></span>the<span class="_ _5"></span> </div><div class="t m0 x4 h2 y276 ff1 fs0 fc0 sc0 ls0 ws0">Board <span class="_ _10"></span>of <span class="_ _15"></span>Di<span class="_ _5"></span>rectors <span class="_ _15"></span>aut<span class="_ _5"></span>horization <span class="_ _15"></span>to <span class="_ _10"></span>increase <span class="_ _10"></span>the <span class="_ _10"></span>Company&apos;s <span class="_ _10"></span>share <span class="_ _15"></span>ca<span class="_ _5"></span>pital <span class="_ _15"></span>through <span class="_ _10"></span>the <span class="_ _10"></span>issuance <span class="_ _10"></span>of <span class="_ _10"></span>no <span class="_ _15"></span>more <span class="_ _10"></span>than </div><div class="t m0 x4 h2 y277 ff1 fs0 fc0 sc0 ls0 ws0">750,000 <span class="_ _15"></span>(seve<span class="_ _5"></span>n <span class="_ _15"></span>hundred <span class="_ _15"></span>and <span class="_ _10"></span>fifty <span class="_ _15"></span>thousand) <span class="_ _15"></span>ordi<span class="_ _5"></span>nary <span class="_ _15"></span>bearer <span class="_ _15"></span>shares. <span class="_ _10"></span>The <span class="_ _15"></span>above <span class="_ _15"></span>a<span class="_ _5"></span>uthorization <span class="_ _15"></span>was <span class="_ _15"></span>granted <span class="_ _15"></span>until </div><div class="t m0 x4 h2 y278 ff1 fs0 fc0 sc0 ls0 ws0">30.06.2027. <span class="_ _5"></span>As of<span class="_ _5"></span> the <span class="_ _5"></span>date <span class="_ _5"></span>of this <span class="_ _5"></span>Report, <span class="_ _5"></span>the Ma<span class="_ _5"></span>nag<span class="_ _0"></span>ement <span class="_ _5"></span>Board <span class="_ _5"></span>has not <span class="_ _5"></span>decided <span class="_ _5"></span>when it<span class="_ _5"></span> will <span class="_ _5"></span>exercise <span class="_ _5"></span>the <span class="_ _5"></span>granted </div><div class="t m0 x4 h2 y279 ff1 fs0 fc0 sc0 ls0 ws0">authorization or to what e<span class="_ _5"></span>xtent. </div><div class="t m0 x4 h2 y27a ff1 fs0 fc0 sc0 ls0 ws0">It is <span class="_ _0"></span>emphasized <span class="_ _0"></span>that <span class="_ _0"></span>these forecasts <span class="_ _0"></span>are <span class="_ _0"></span>based on <span class="_ _0"></span>uncertain <span class="_ _0"></span>events, <span class="_ _0"></span>which carries <span class="_ _0"></span>the <span class="_ _0"></span>existence of <span class="_ _0"></span>risks <span class="_ _0"></span>related to </div><div class="t m0 x4 h2 y27b ff1 fs0 fc0 sc0 ls0 ws0">the possibility of continuing <span class="_ _5"></span>operations.  </div><div class="t m0 x4 h2 y27c ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _15"></span>Company&apos;s <span class="_ _15"></span>Management <span class="_ _15"></span>Board <span class="_ _15"></span>also <span class="_ _15"></span>emphasizes <span class="_ _15"></span>that <span class="_ _15"></span>at <span class="_ _15"></span>the <span class="_ _13"></span>current <span class="_ _15"></span>stage <span class="_ _15"></span>of <span class="_ _15"></span>the <span class="_ _15"></span>Company&apos;s <span class="_ _15"></span>development, </div><div class="t m0 x4 h2 y27d ff1 fs0 fc0 sc0 ls0 ws0">especially <span class="_ _13"></span>in <span class="_ _13"></span>terms <span class="_ _13"></span>of <span class="_ _14"> </span>carrying <span class="_ _13"></span>out <span class="_ _13"></span>further <span class="_ _13"></span>development <span class="_ _13"></span>work <span class="_ _13"></span>related <span class="_ _13"></span>to <span class="_ _14"> </span>the <span class="_ _13"></span>planned <span class="_ _13"></span>release <span class="_ _13"></span>of <span class="_ _13"></span>further, <span class="_ _14"></span>more </div><div class="t m0 x4 h2 y27e ff1 fs0 fc0 sc0 ls0 ws0">technologically a<span class="_ _5"></span>dvanced versions of <span class="_ _5"></span>the Company&apos;s produ<span class="_ _5"></span>ct, further dynamic <span class="_ _5"></span>progress in this <span class="_ _5"></span>area and expansi<span class="_ _5"></span>on </div><div class="t m0 x4 h2 y154 ff1 fs0 fc0 sc0 ls0 ws0">in Western European and US <span class="_ _5"></span>markets strictly depend on securing external financing. </div><div class="t m0 x4 h2 y227 ff1 fs0 fc0 sc0 ls0 ws0">Management  stresses <span class="_ _e"> </span>that <span class="_ _e"> </span>without  additional <span class="_ _e"> </span>financing, <span class="_ _e"> </span>the <span class="_ _e"> </span>Company  may <span class="_ _e"> </span>have <span class="_ _e"> </span>limited <span class="_ _e"> </span>funds <span class="_ _e"> </span>for <span class="_ _e"> </span>further </div><div class="t m0 x4 h2 y27f ff1 fs0 fc0 sc0 ls0 ws0">investments, which could lead to <span class="_ _0"></span>delays in <span class="_ _0"></span>product development and further expansion <span class="_ _0"></span>of market offerings. <span class="_ _0"></span>Lack </div><div class="t m0 x4 h2 y280 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _10"></span>adequate <span class="_ _10"></span>funding <span class="_ _10"></span>may <span class="_ _0"></span>result <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _10"></span>need <span class="_ _15"></span>to <span class="_ _0"></span>reduce <span class="_ _10"></span>the <span class="_ _10"></span>pace <span class="_ _10"></span>of <span class="_ _10"></span>software <span class="_ _10"></span>releases, <span class="_ _10"></span>which <span class="_ _10"></span>in <span class="_ _10"></span>turn <span class="_ _0"></span>may <span class="_ _10"></span>result <span class="_ _10"></span>in </div><div class="t m0 x4 h2 y281 ff1 fs0 fc0 sc0 ls0 ws0">delays in delivering new solut<span class="_ _5"></span>ions to the market and limit competitive opport<span class="_ _5"></span>un<span class="_ _0"></span>ities. </div><div class="t m0 x4 h2 y282 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>Company&apos;s <span class="_ _0"></span>Board <span class="_ _0"></span>of <span class="_ _0"></span>Directors <span class="_ _0"></span>emphasizes <span class="_ _0"></span>that <span class="_ _0"></span>business <span class="_ _0"></span>operations <span class="_ _0"></span>involve <span class="_ _0"></span>inherent <span class="_ _0"></span>uncertainties <span class="_ _0"></span>and <span class="_ _0"></span>risks, </div><div class="t m0 x4 h2 y283 ff1 fs0 fc0 sc0 ls0 ws0">and despite the<span class="_ _5"></span> measures taken by the<span class="_ _5"></span> Company&apos;s Board of <span class="_ _5"></span>Directors to support the<span class="_ _5"></span> Company&apos;s financial stability,<span class="_ _5"></span> </div><div class="t m0 x4 h2 y284 ff1 fs0 fc0 sc0 ls0 ws0">in <span class="_ _13"></span>particular <span class="_ _15"></span>by <span class="_ _13"></span>securing <span class="_ _13"></span>additional <span class="_ _13"></span>sources <span class="_ _15"></span>of<span class="_ _0"></span> <span class="_ _13"></span>financing <span class="_ _15"></span>and <span class="_ _13"></span>optimizing <span class="_ _13"></span>spending <span class="_ _15"></span>on <span class="_ _13"></span>investing <span class="_ _13"></span>and <span class="_ _15"></span>op<span class="_ _0"></span>erating </div><div class="t m0 x4 h2 y285 ff1 fs0 fc0 sc0 ls0 ws0">activities, <span class="_ _10"></span>it <span class="_ _15"></span>is <span class="_ _10"></span>necessary <span class="_ _10"></span>to <span class="_ _15"></span>recognize <span class="_ _10"></span>that <span class="_ _10"></span>factors <span class="_ _15"></span>such <span class="_ _10"></span>as <span class="_ _10"></span>changes <span class="_ _15"></span>in <span class="_ _10"></span>market <span class="_ _10"></span>conditions, <span class="_ _10"></span>customer <span class="_ _15"></span>demand, <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y286 ff1 fs0 fc0 sc0 ls0 ws0">regulatory <span class="_ _15"></span>env<span class="_ _5"></span>ironment <span class="_ _15"></span>and <span class="_ _15"></span>othe<span class="_ _5"></span>r <span class="_ _15"></span>unexpected <span class="_ _15"></span>events <span class="_ _10"></span>may <span class="_ _15"></span>affect <span class="_ _15"></span>t<span class="_ _5"></span>he <span class="_ _13"></span>Company&apos;s <span class="_ _10"></span>ability <span class="_ _15"></span>to <span class="_ _15"></span>achie<span class="_ _5"></span>ve <span class="_ _15"></span>its <span class="_ _15"></span>projected<span class="_ _5"></span> </div><div class="t m0 x4 h2 y287 ff1 fs0 fc0 sc0 ls0 ws0">results and secure the necessary fina<span class="_ _5"></span>ncing for its operations. </div><div class="t m0 x4 h2 y288 ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _15"></span>of <span class="_ _10"></span>the <span class="_ _15"></span>date <span class="_ _15"></span>of <span class="_ _10"></span>approval <span class="_ _15"></span>of <span class="_ _10"></span>these <span class="_ _15"></span>consolidated <span class="_ _10"></span>financial <span class="_ _15"></span>statements <span class="_ _15"></span>for <span class="_ _10"></span>publication, <span class="_ _15"></span>the <span class="_ _10"></span>Issuer&apos;s <span class="_ _15"></span>Management </div><div class="t m0 x4 h2 y289 ff1 fs0 fc0 sc0 ls0 ws0">Board has considered the impact<span class="_ _5"></span> o<span class="_ _0"></span>f the armed conflict in Ukraine on the Group&apos;s going concer<span class="_ _5"></span>n <span class="_ _0"></span>and has found no </div><div class="t m0 x4 h2 y28a ff1 fs0 fc0 sc0 ls0 ws0">significant circumstances indi<span class="_ _5"></span>cating a threat to the Group&apos;s going concern. </div><div class="t m0 x4 h20 y28b ff3 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y28c ff3 fs2 fc3 sc0 ls0 ws0">Statement of compliance<span class="_ _0"></span> </div><div class="t m0 x4 h2 y28d ff1 fs0 fc0 sc0 ls0 ws0">These consolidated financial statements ha<span class="_ _5"></span>ve been prepared in accordance with International Financial Reporting </div><div class="t m0 x4 h2 y28e ff1 fs0 fc0 sc0 ls0 ws0">Standards (&quot;IFRS&quot;) as endorsed by t<span class="_ _5"></span>he EU (&quot;EU IFRS&quot;).  </div><div class="t m0 x4 h2 y28f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y290 ff1 fs0 fc0 sc0 ls0 ws0">IFRS <span class="_ _15"></span>include <span class="_ _15"></span>standards <span class="_ _15"></span>and <span class="_ _15"></span>interpretations <span class="_ _15"></span>accepted <span class="_ _15"></span>by <span class="_ _15"></span>the <span class="_ _15"></span>Internatio<span class="_ _5"></span>nal <span class="_ _15"></span>Accounting <span class="_ _15"></span>Standards <span class="_ _15"></span>Board <span class="_ _15"></span>and <span class="_ _15"></span>the </div><div class="t m0 x4 h2 y291 ff1 fs0 fc0 sc0 ls0 ws0">International Financial Report<span class="_ _8"></span>ing Interpretations Committe<span class="_ _5"></span>e (&quot;IFRIC&quot;). </div><div class="t m0 x4 h2 y292 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y293 ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>date <span class="_ _0"></span>of <span class="_ _10"></span>approval of <span class="_ _10"></span>this <span class="_ _0"></span>report <span class="_ _0"></span>for <span class="_ _10"></span>publication, given <span class="_ _10"></span>the <span class="_ _0"></span>ongoing <span class="_ _0"></span>process <span class="_ _0"></span>of <span class="_ _10"></span>IFRS <span class="_ _0"></span>standards <span class="_ _0"></span>in <span class="_ _10"></span>the <span class="_ _0"></span>EU </div><div class="t m0 x4 h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _10"></span>the <span class="_ _10"></span>Group&apos;s <span class="_ _10"></span>operations, <span class="_ _10"></span>there <span class="_ _15"></span>is <span class="_ _0"></span>no <span class="_ _15"></span>difference <span class="_ _0"></span>between <span class="_ _10"></span>IFRS <span class="_ _15"></span>sta<span class="_ _5"></span>ndards <span class="_ _15"></span>that <span class="_ _0"></span>have <span class="_ _15"></span>c<span class="_ _5"></span>ome <span class="_ _15"></span>into <span class="_ _0"></span>force <span class="_ _10"></span>and <span class="_ _15"></span>IFR<span class="_ _5"></span>S </div><div class="t m0 x4 h2 y294 ff1 fs0 fc0 sc0 ls0 ws0">standards approved by the E<span class="_ _5"></span>U in terms of the Group&apos;s accounting policies.  </div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x67 y295 w31 h45" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 19 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y296 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _6"></span>scope <span class="_ _5"></span>of <span class="_ _5"></span>these <span class="_ _6"></span>consolidated <span class="_ _5"></span>financial <span class="_ _6"></span>statements <span class="_ _5"></span>is <span class="_ _5"></span>in <span class="_ _6"></span>accordance <span class="_ _6"></span>with <span class="_ _5"></span>the <span class="_ _5"></span>Ordinance <span class="_ _6"></span>of <span class="_ _5"></span>the <span class="_ _5"></span>Minister <span class="_ _6"></span>of <span class="_ _5"></span>Finance </div><div class="t m0 x4 h2 y297 ff1 fs0 fc0 sc0 ls0 ws0">dated <span class="_ _10"></span>March <span class="_ _15"></span>29, <span class="_ _10"></span>2018 <span class="_ _15"></span>on <span class="_ _10"></span>current <span class="_ _10"></span>and <span class="_ _15"></span>periodic<span class="_ _5"></span> <span class="_ _15"></span>information <span class="_ _10"></span>provided <span class="_ _10"></span>by<span class="_ _0"></span> <span class="_ _10"></span>issuers <span class="_ _15"></span>of <span class="_ _10"></span>securities <span class="_ _10"></span>and <span class="_ _15"></span>conditions <span class="_ _10"></span>for </div><div class="t m0 x4 h2 y298 ff1 fs0 fc0 sc0 ls0 ws0">recognizing <span class="_ _0"></span>as <span class="_ _0"></span>equivalent <span class="_ _0"></span>information <span class="_ _0"></span>required <span class="_ _10"></span>by <span class="_ _0"></span>the <span class="_ _0"></span>laws <span class="_ _10"></span>of <span class="_ _0"></span>a <span class="_ _0"></span>non-member <span class="_ _10"></span>state <span class="_ _0"></span>(consolidated <span class="_ _0"></span>text: <span class="_ _0"></span>Journal <span class="_ _0"></span>of </div><div class="t m0 x4 h2 y299 ff1 fs0 fc0 sc0 ls0 ws0">Laws <span class="_ _5"></span>2018, item <span class="_ _5"></span>757) (the &quot;O<span class="_ _5"></span>rd<span class="_ _0"></span>inance&quot;) <span class="_ _5"></span>and includes <span class="_ _5"></span>the annual <span class="_ _5"></span>reporting <span class="_ _5"></span>per<span class="_ _0"></span>iod <span class="_ _5"></span>from January <span class="_ _5"></span>1 to Decembe<span class="_ _5"></span>r 31<span class="lsc">, </span></div><div class="t m0 x4 h2 y29a ff1 fs0 fc0 sc0 ls0 ws0">2024 and the comparative period January 1 to December 31<span class="ls2">, </span>2023 for the income statement with the statement of </div><div class="t m0 x4 h2 y29b ff1 fs0 fc0 sc0 ls0 ws0">comprehensive <span class="_ _5"></span>income an<span class="_ _5"></span>d the <span class="_ _5"></span>statement <span class="_ _5"></span>of cash <span class="_ _5"></span>flows, <span class="_ _5"></span>respectively, as <span class="_ _5"></span>well <span class="_ _5"></span>as balance <span class="_ _5"></span>sheet <span class="_ _5"></span>data as <span class="_ _5"></span>of Decem<span class="_ _5"></span>ber </div><div class="t m0 x4 h2 y29c ff1 fs0 fc0 sc0 ls1 ws0">31<span class="ls2">, <span class="ls0">2024 and comparative<span class="_ _5"></span> data as of December 31 2023. </span></span></div><div class="t m0 x4 h2 y29d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y29e ff1 fs0 fc0 sc0 ls0 ws0">The subsidiary <span class="_ _0"></span>maintains its <span class="_ _0"></span>books of <span class="_ _0"></span>accounts <span class="_ _0"></span>in accordance <span class="_ _0"></span>with accounting policies <span class="_ _0"></span>(principles) prescribed <span class="_ _0"></span>by </div><div class="t m0 x4 h2 y29f ff1 fs0 fc0 sc0 ls0 ws0">local <span class="_ _5"></span>regulations. The <span class="_ _5"></span>consolidated <span class="_ _5"></span>financial <span class="_ _5"></span>statements include<span class="_ _5"></span> adjustments <span class="_ _5"></span>not inclu<span class="_ _5"></span>ded in <span class="_ _5"></span>the subsidiar<span class="_ _5"></span>y&apos;s books </div><div class="t m0 x4 h2 y2a0 ff1 fs0 fc0 sc0 ls0 ws0">of accounts, which were made to bri<span class="_ _5"></span>ng the subsidiary&apos;s financial statements into complia<span class="_ _5"></span>nce with IFRS. </div><div class="t m0 x4 h2 y2a1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y2a2 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _14"> </span>Company&apos;s <span class="_ _14"> </span>Management <span class="_ _14"> </span>Board <span class="_ _14"> </span>declares <span class="_ _14"> </span>that, <span class="_ _14"> </span>to <span class="_ _17"> </span>the <span class="_ _13"></span>best <span class="_ _17"> </span>of <span class="_ _14"> </span>its <span class="_ _14"> </span>knowledge, <span class="_ _14"> </span>these <span class="_ _17"> </span>consolidated <span class="_ _14"></span>financial </div><div class="t m0 x4 h2 y2a3 ff1 fs0 fc0 sc0 ls0 ws0">statements <span class="_ _10"></span>and <span class="_ _0"></span>comparative <span class="_ _10"></span>data <span class="_ _0"></span>have <span class="_ _10"></span>been <span class="_ _10"></span>prepared <span class="_ _10"></span>in <span class="_ _0"></span>accordance <span class="_ _10"></span>with <span class="_ _0"></span>accounting <span class="_ _10"></span>principles <span class="_ _10"></span>applicable <span class="_ _0"></span>to <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y2a4 ff1 fs0 fc0 sc0 ls0 ws0">DataWalk Group an<span class="_ _5"></span>d that they give a true, f<span class="_ _5"></span>air and clear view of  <span class="_ _5"></span>property and financial positio<span class="_ _5"></span>n of the DataWalk </div><div class="t m0 x4 h2 y2a5 ff1 fs0 fc0 sc0 ls0 ws0">Group <span class="_ _10"></span>as <span class="_ _10"></span>of <span class="_ _0"></span>December <span class="_ _10"></span>31<span class="ls2">, <span class="_ _10"></span></span>2024, <span class="_ _10"></span>as <span class="_ _0"></span>well <span class="_ _10"></span>as <span class="_ _10"></span>its <span class="_ _10"></span>financial <span class="_ _0"></span>result <span class="_ _10"></span>and <span class="_ _10"></span>cash <span class="_ _10"></span>flows <span class="_ _0"></span>for <span class="_ _10"></span>the <span class="_ _10"></span>year <span class="_ _10"></span>ended <span class="_ _10"></span>December <span class="_ _10"></span>31<span class="lsd">, </span></div><div class="t m0 x4 h2 y2a6 ff1 fs0 fc0 sc0 ls0 ws0">2024. </div><div class="t m0 x4 h2 y2a7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y2a8 ff3 fs2 fc3 sc0 ls0 ws0">The <span class="_ _6"></span>impact <span class="_ _6"></span>of <span class="_ _6"></span>th<span class="_ _0"></span>e <span class="_ _6"></span>political <span class="_ _6"></span>and <span class="_ _5"></span>economic <span class="_ _6"></span>situation <span class="_ _6"></span>on <span class="_ _5"></span>the <span class="_ _6"></span>territory <span class="_ _6"></span>of <span class="_ _5"></span>Ukraine  <span class="_ _0"></span> </div><div class="t m0 x4 h2 y2a9 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>war <span class="_ _0"></span>in <span class="_ _0"></span>Ukraine has <span class="_ _0"></span>been<span class="_ _0"></span> ongoing <span class="_ _0"></span>since <span class="_ _0"></span>February <span class="_ _0"></span>24, <span class="_ _0"></span>2022, <span class="_ _0"></span>creating <span class="_ _10"></span>a <span class="_ _0"></span>new<span class="ls2">, <span class="_ _0"></span></span>ever-changing <span class="_ _0"></span>and economically </div><div class="t m0 x4 h2 y2aa ff1 fs0 fc0 sc0 ls0 ws0">unpredictable <span class="_ _5"></span>global <span class="_ _5"></span>situation. Re<span class="_ _5"></span>presentatives <span class="_ _5"></span>of the <span class="_ _5"></span>European <span class="_ _5"></span>Union, <span class="_ _5"></span>the U<span class="_ _5"></span>nited States, <span class="_ _6"></span>the United <span class="_ _6"></span>Kingdom a<span class="_ _5"></span>nd </div><div class="t m0 x4 h2 y2ab ff1 fs0 fc0 sc0 ls0 ws0">many <span class="_ _5"></span>other <span class="_ _5"></span>countries have <span class="_ _5"></span>imposed <span class="_ _5"></span>harsh <span class="_ _5"></span>sanctions <span class="_ _5"></span><span class="ls3">on<span class="_ _0"></span><span class="ls0"> <span class="_ _5"></span>Russia, <span class="_ _5"></span>which mainly <span class="_ _6"></span>affect strat<span class="_ _5"></span>egic sectors <span class="_ _6"></span>of the <span class="_ _5"></span>Russian </span></span></div><div class="t m0 x4 h2 y2ac ff1 fs0 fc0 sc0 ls0 ws0">economy by blocking access to tech<span class="_ _5"></span>nology and markets, and announce the introduction of m<span class="_ _5"></span>or<span class="_ _0"></span>e. </div><div class="t m0 x4 h2 y2ad ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y2ae ff1 fs0 fc0 sc0 ls0 ws0">Currently, <span class="_ _10"></span>the <span class="_ _10"></span>Group <span class="_ _10"></span>has <span class="_ _0"></span>no<span class="_ _0"></span>t <span class="_ _10"></span>identified <span class="_ _0"></span>any <span class="_ _10"></span>significant <span class="_ _10"></span>negative <span class="_ _10"></span>impact <span class="_ _10"></span>on <span class="_ _10"></span>its <span class="_ _10"></span>operations. <span class="_ _10"></span>In <span class="_ _10"></span>2024, <span class="_ _10"></span>as <span class="_ _10"></span>well <span class="_ _10"></span>as <span class="_ _10"></span>in </div><div class="t m0 x4 h2 y2af ff1 fs0 fc0 sc0 ls0 ws0">previous <span class="_ _5"></span>years, the <span class="_ _5"></span>Group <span class="_ _5"></span>did not <span class="_ _5"></span>sell Data<span class="_ _5"></span>Walk software <span class="_ _5"></span>to <span class="_ _5"></span>customers and <span class="_ _5"></span>partners <span class="_ _5"></span>in Russia, <span class="_ _5"></span>Belarus or <span class="_ _6"></span>Ukraine. </div><div class="t m0 x4 h2 y2b0 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>Group does <span class="_ _5"></span>not have<span class="_ _5"></span> a <span class="_ _5"></span>supp<span class="_ _0"></span>ly <span class="_ _5"></span>chain that <span class="_ _5"></span>could <span class="_ _5"></span>potentially be <span class="_ _5"></span>exposed t<span class="_ _5"></span>o supply <span class="_ _5"></span>interruption ris<span class="_ _5"></span>ks which <span class="_ _5"></span>could </div><div class="t m0 x4 h2 y2b1 ff1 fs0 fc0 sc0 ls0 ws0">negatively  impact  the  Group&apos;s  operati<span class="_ _5"></span>onal  capabilities.  The  Group  also  does  not  have  any  inves<span class="_ _5"></span>tments  or </div><div class="t m0 x4 h2 y2b2 ff1 fs0 fc0 sc0 ls0 ws0">subsidiaries <span class="_ _0"></span>in <span class="_ _0"></span>the <span class="_ _0"></span>regions <span class="_ _0"></span>involved <span class="_ _0"></span>in <span class="_ _10"></span>the conflict. <span class="_ _0"></span>Among <span class="_ _0"></span>the <span class="_ _0"></span>personnel <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>Group&apos;s <span class="_ _0"></span>companies, <span class="_ _0"></span>there <span class="_ _0"></span>are <span class="_ _0"></span>no </div><div class="t m0 x4 h2 y2b3 ff1 fs0 fc0 sc0 ls0 ws0">people <span class="_ _17"> </span>from <span class="_ _17"> </span>Ukraine, <span class="_ _17"> </span>where <span class="_ _17"> </span>there <span class="_ _17"> </span>is <span class="_ _17"> </span>a <span class="_ _17"> </span>risk <span class="_ _17"> </span>associated <span class="_ _17"> </span>with <span class="_ _17"> </span>the <span class="_ _17"> </span>possible <span class="_ _17"> </span>loss <span class="_ _17"> </span>of <span class="_ _17"> </span>employees <span class="_ _17"> </span>due <span class="_ _17"> </span>to <span class="_ _17"> </span>military </div><div class="t m0 x4 h2 y2b4 ff1 fs0 fc0 sc0 ls0 ws0">mobilization <span class="lsb">in </span>a country at war. </div><div class="t m0 x4 h2 y2b5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y2b6 ff1 fs0 fc0 sc0 ls0 ws0">However, <span class="_ _0"></span>given <span class="_ _0"></span>the <span class="_ _0"></span>dynamic <span class="_ _0"></span>situation <span class="_ _10"></span>in <span class="_ _0"></span>Ukraine, <span class="_ _0"></span>it <span class="_ _0"></span>cannot <span class="_ _0"></span>be <span class="_ _0"></span>ruled <span class="_ _0"></span>out <span class="_ _10"></span>that <span class="_ _0"></span>the <span class="_ _0"></span>ongoing <span class="_ _0"></span>conflict, <span class="_ _0"></span>depending <span class="_ _0"></span>on </div><div class="t m0 x4 h2 y2b7 ff1 fs0 fc0 sc0 ls0 ws0">its <span class="_ _0"></span>further <span class="_ _0"></span>development <span class="_ _0"></span>and <span class="_ _0"></span>actions <span class="_ _0"></span>taken <span class="_ _0"></span>at <span class="_ _0"></span>the <span class="_ _0"></span>national <span class="_ _0"></span>and <span class="_ _10"></span>international level, <span class="_ _0"></span>may <span class="_ _0"></span>have <span class="_ _0"></span>a <span class="_ _10"></span>significant negative </div><div class="t m0 x4 h2 y2b8 ff1 fs0 fc0 sc0 ls0 ws0">impact <span class="_ _14"> </span>on <span class="_ _17"> </span>the <span class="_ _14"> </span>economic <span class="_ _17"> </span>situation <span class="_ _14"> </span>in <span class="_ _17"> </span>Poland <span class="_ _14"> </span>and <span class="_ _17"> </span>the <span class="_ _14"> </span>world, <span class="_ _14"> </span>which <span class="_ _17"> </span>may <span class="_ _17"> </span>translate <span class="_ _14"> </span>into <span class="_ _17"> </span>the <span class="_ _14"> </span>Group&apos;s <span class="_ _14"> </span>ability <span class="_ _17"> </span>to </div><div class="t m0 x4 h2 y2b9 ff1 fs0 fc0 sc0 ls0 ws0">implement <span class="_ _13"></span>its <span class="_ _13"></span>plans <span class="_ _14"> </span>and <span class="_ _13"></span>its <span class="_ _13"></span>future <span class="_ _14"> </span>financial <span class="_ _13"></span>results. <span class="_ _13"></span>Therefore, <span class="_ _13"></span>the <span class="_ _13"></span>Group&apos;s <span class="_ _14"> </span>Management <span class="_ _13"></span>Board <span class="_ _13"></span>monitors <span class="_ _13"></span>and </div><div class="t m0 x4 h2 y2ba ff1 fs0 fc0 sc0 ls0 ws0">analyzes the <span class="_ _0"></span>available information and <span class="_ _0"></span>takes measures <span class="_ _0"></span>to <span class="_ _0"></span>minimize, as <span class="_ _0"></span><span class="lse">fa</span>r as <span class="_ _0"></span>possible, the <span class="_ _0"></span>impact of<span class="_ _0"></span> <span class="_ _0"></span>the situation </div><div class="t m0 x4 h2 y2bb ff1 fs0 fc0 sc0 ls0 ws0">on its operations as events de<span class="_ _5"></span>velop. </div><div class="t m0 x4 h2 y2bc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y2bd ff3 fs2 fc3 sc0 ls0 ws0">Approval of consolidated <span class="_ _0"></span>financial statements </div><div class="t m0 x4 h2 y2be ff1 fs0 fc0 sc0 ls0 ws0">These consolidated financial <span class="_ _0"></span>statements for the <span class="_ _0"></span>year ended <span class="_ _0"></span>December 31<span class="lsd">, <span class="_ _0"></span></span>2024 wer<span class="_ _0"></span>e approved for <span class="_ _0"></span>publication by </div><div class="t m0 x4 h2 y2bf ff1 fs0 fc0 sc0 ls0 ws0">the Company&apos;s Board of Dire<span class="_ _5"></span>ctor<span class="_ _0"></span>s on April 3<span class="ls2">, </span>2025. </div><div class="t m0 x4 h7 y2c0 ff3 fs2 fc3 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x67 y2c1 w31 h46" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 20 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y1cb ff3 fs2 fc3 sc0 ls0 ws0">Functional and reporting currency<span class="_ _0"></span> </div><div class="t m0 x4 h2 y2c2 ff1 fs0 fc0 sc0 ls0 ws0">The c<span class="_ _5"></span>onsolidated financial <span class="_ _5"></span>statements are <span class="_ _5"></span>presented <span class="_ _5"></span>in Polish <span class="_ _5"></span>zloty (PLN), <span class="_ _5"></span>which is <span class="_ _5"></span>the <span class="_ _5"></span>functional currency <span class="_ _5"></span>for the<span class="_ _5"></span> </div><div class="t m0 x4 h2 y2c3 ff1 fs0 fc0 sc0 ls0 ws0">parent <span class="_ _10"></span>company <span class="_ _10"></span>and <span class="_ _10"></span>the <span class="_ _10"></span>presentation <span class="_ _10"></span>currency <span class="_ _0"></span>in <span class="_ _15"></span>th<span class="_ _5"></span>e <span class="_ _15"></span>co<span class="_ _5"></span>nsolidated <span class="_ _10"></span>financial <span class="_ _10"></span>statements <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>DataWalk <span class="_ _10"></span>Group, </div><div class="t m0 x4 h2 y2c4 ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _10"></span>all <span class="_ _0"></span>values, <span class="_ _10"></span>unless <span class="_ _0"></span>otherwise <span class="_ _0"></span>indicated, <span class="_ _10"></span>are <span class="_ _0"></span>giv<span class="_ _0"></span>en <span class="_ _0"></span>in <span class="_ _10"></span>thousands <span class="_ _0"></span>of <span class="_ _10"></span>zlotys. <span class="_ _0"></span>Any <span class="_ _10"></span>differences <span class="_ _0"></span>of <span class="_ _10"></span>PLN <span class="_ _0"></span>1 <span class="_ _10"></span>thousand </div><div class="t m0 x4 h2 y2c5 ff1 fs0 fc0 sc0 ls0 ws0">when summing up are due<span class="_ _8"></span> to the rounding adopted. </div><div class="t m0 x4 h2 y2c6 ff1 fs0 fc0 sc0 ls0 ws0">The functional currency of f<span class="_ _5"></span>oreign subsidiaries is the currency of the count<span class="_ _5"></span>ry in which they are headquartered. At </div><div class="t m0 x4 h2 y2c7 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _14"> </span>balance <span class="_ _14"> </span>sheet <span class="_ _14"> </span>date, <span class="_ _17"> </span>the <span class="_ _14"></span>assets <span class="_ _14"></span>and <span class="_ _14"> </span>liabilities <span class="_ _14"> </span>of <span class="_ _14"> </span>these <span class="_ _14"> </span>foreign <span class="_ _14"> </span>subsidiaries <span class="_ _14"> </span>are <span class="_ _17"> </span>translated <span class="_ _13"></span>into <span class="_ _17"> </span>the <span class="_ _14"> </span>Group&apos;s </div><div class="t m0 x4 h2 y172 ff1 fs0 fc0 sc0 ls0 ws0">presentation <span class="_ _6"></span>currency <span class="_ _5"></span>at <span class="_ _5"></span>the <span class="_ _5"></span>exchange <span class="_ _6"></span>rate <span class="_ _5"></span>in <span class="_ _5"></span>effect <span class="_ _6"></span>at <span class="_ _5"></span>the <span class="_ _5"></span>balance <span class="_ _5"></span>sheet <span class="_ _6"></span>date, <span class="_ _5"></span>and <span class="_ _5"></span>their <span class="_ _5"></span>statements <span class="_ _6"></span>of <span class="_ _5"></span>comprehensive </div><div class="t m0 x4 h2 y2c8 ff1 fs0 fc0 sc0 ls0 ws0">income are <span class="_ _5"></span>translated at the <span class="_ _5"></span>average exchange rate <span class="_ _5"></span>for the fiscal<span class="_ _5"></span> period, calculated as <span class="_ _5"></span>the arithmetic ave<span class="_ _5"></span>rage of the </div><div class="t m0 x4 h2 y2c9 ff1 fs0 fc0 sc0 ls0 ws0">exchange rates announce<span class="_ _5"></span>d by the National Bank of Poland on the last day of the<span class="_ _5"></span> month of the year. The effects of </div><div class="t m0 x4 h2 y2ca ff1 fs0 fc0 sc0 ls0 ws0">such translations are recog<span class="_ _5"></span>nized in equity under &quot;Foreign exchange differences on tra<span class="_ _5"></span>nslation.&quot;<span class="_ _0"></span> </div><div class="t m0 x4 h2 y2cb ff1 fs0 fc0 sc0 ls0 ws0">The following average excha<span class="_ _8"></span>nge rates of the National Bank o<span class="_ _5"></span>f <span class="_ _0"></span>Poland were used to value<span class="_ _5"></span> b<span class="_ _0"></span>alance sheet items </div><div class="t m0 x4 h2 y2cc ff1 fs0 fc0 sc0 ls0 ws0">denominated in foreign curre<span class="_ _5"></span>ncies: </div></div><div class="c x4 y2cd w3c h1c"><div class="t m0 xc h15 y20c ff3 fsa fc0 sc0 ls0 ws0">Statement of financial position<span class="_ _0"></span> </div></div><div class="c x81 y2cd w3d h1c"><div class="t m0 x46 h15 y20c ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x82 y2cd w3e h1c"><div class="t m0 x46 h15 y20c ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x4 y2ce w3c h1d"><div class="t m0 x83 h18 y209 ff1 fsa fc0 sc0 ls0 ws0">1 EUR </div></div><div class="c x81 y2ce w3d h1d"><div class="t m0 x70 h18 y209 ff1 fsa fc0 sc0 ls0 ws0">4,2730 </div></div><div class="c x82 y2ce w3e h1d"><div class="t m0 x70 h18 y209 ff1 fsa fc0 sc0 ls0 ws0">4,3480 </div></div><div class="c x4 y2cf w3c h1c"><div class="t m0 x84 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">$1 </div></div><div class="c x81 y2cf w3d h1c"><div class="t m0 x70 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">4,1012 </div></div><div class="c x82 y2cf w3e h1c"><div class="t m0 x70 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">3,9350 </div></div><div class="c x4 y2d0 w3c h1c"><div class="t m0 x83 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">1 GBP </div></div><div class="c x81 y2d0 w3d h1c"><div class="t m0 x70 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">5,1488 </div></div><div class="c x82 y2d0 w3e h1c"><div class="t m0 x70 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">4,9997 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y2d1 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y2d2 w3c h47"><div class="t m0 x17 h15 y2d3 ff3 fsa fc0 sc0 ls0 ws0">Consolidated income statement with <span class="_ _0"></span>consolidated statement of </div><div class="t m0 x76 h15 y2d4 ff3 fsa fc0 sc0 ls0 ws0">comprehensive income </div></div><div class="c x81 y2d2 w3d h47"><div class="t m0 x46 h15 y1d2 ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x82 y2d2 w3e h47"><div class="t m0 x46 h15 y1d2 ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x4 y2d5 w3c h1d"><div class="t m0 x83 h18 y209 ff1 fsa fc0 sc0 ls0 ws0">1 EUR </div></div><div class="c x81 y2d5 w3d h1d"><div class="t m0 x70 h18 y209 ff1 fsa fc0 sc0 ls0 ws0">4,3042 </div></div><div class="c x82 y2d5 w3e h1d"><div class="t m0 x70 h18 y209 ff1 fsa fc0 sc0 ls0 ws0">4,5284 </div></div><div class="c x4 y2d6 w3c h1c"><div class="t m0 x84 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">$1 </div></div><div class="c x81 y2d6 w3d h1c"><div class="t m0 x70 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">3,9853 </div></div><div class="c x82 y2d6 w3e h1c"><div class="t m0 x70 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">4,1823 </div></div><div class="c x4 y2d7 w3c h1a"><div class="t m0 x83 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">1 GBP </div></div><div class="c x81 y2d7 w3d h1a"><div class="t m0 x70 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">5,0960 </div></div><div class="c x82 y2d7 w3e h1a"><div class="t m0 x70 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">5,2080 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y2d8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y2d9 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>average exchange rate <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>National Bank <span class="_ _0"></span>of <span class="_ _0"></span>Poland <span class="_ _0"></span>announced for <span class="_ _0"></span>a giv<span class="_ _0"></span>en currency <span class="_ _0"></span>on the <span class="_ _0"></span>day <span class="_ _0"></span>preceding </div><div class="t m0 x4 h2 y2da ff1 fs0 fc0 sc0 ls0 ws0">the day <span class="_ _5"></span>of<span class="_ _0"></span> the <span class="_ _5"></span>transaction was used to <span class="_ _5"></span>value transactions <span class="_ _5"></span>recognized in the <span class="_ _5"></span>income statement with <span class="_ _5"></span>the statement of </div><div class="t m0 x4 h2 y2db ff1 fs0 fc0 sc0 ls0 ws0">comprehensive income. </div><div class="t m0 x4 h7 y2dc ff3 fs2 fc3 sc0 ls0 ws0">Estimates and professional judgment<span class="_ _0"></span> </div><div class="t m0 x4 h2 y2dd ff1 fs0 fc0 sc0 ls0 ws0">The preparation <span class="_ _5"></span>of consolidated financial sta<span class="_ _5"></span>tements in accordance with<span class="_ _5"></span> IFRS requires estimates an<span class="_ _5"></span>d assumptions </div><div class="t m0 x4 h2 y2de ff1 fs0 fc0 sc0 ls0 ws0">that affect the amounts report<span class="_ _5"></span>ed <span class="_ _0"></span>in the consolidated financi<span class="_ _5"></span>al statements. Although the assumptions and estimates </div><div class="t m0 x4 h2 y2df ff1 fs0 fc0 sc0 ls0 ws0">made are base<span class="_ _5"></span>d on the Group&apos;s ma<span class="_ _5"></span>nagement&apos;s best knowledge of c<span class="_ _5"></span>urrent operations and e<span class="_ _5"></span>ven<span class="_ _0"></span>ts, actual <span class="_ _5"></span>results may </div><div class="t m0 x4 h2 y2e0 ff1 fs0 fc0 sc0 ls0 ws0">differ from those anticipated.<span class="_ _5"></span> </div><div class="t m0 x4 h2 y2e1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y2e2 ff1 fs0 fc0 sc0 ls0 ws0">During <span class="_ _10"></span>the <span class="_ _15"></span>12 <span class="_ _10"></span>months <span class="_ _10"></span>ended <span class="_ _10"></span>December <span class="_ _15"></span>31, <span class="_ _10"></span>2024, <span class="_ _15"></span>the<span class="_ _5"></span>re <span class="_ _15"></span>were <span class="_ _10"></span>no <span class="_ _15"></span>si<span class="_ _5"></span>gn<span class="_ _0"></span>ificant <span class="_ _10"></span>changes <span class="_ _10"></span>in <span class="_ _15"></span>the <span class="_ _10"></span>way <span class="_ _10"></span>estimates <span class="_ _15"></span>were<span class="_ _5"></span> </div><div class="t m0 x4 h2 y2e3 ff1 fs0 fc0 sc0 ls0 ws0">made <span class="_ _10"></span>compared <span class="_ _15"></span>to <span class="_ _10"></span>the <span class="_ _15"></span>princi<span class="_ _5"></span>ples <span class="_ _15"></span>described <span class="_ _10"></span>in <span class="_ _15"></span>the <span class="_ _10"></span>Group&apos;s <span class="_ _15"></span>consolidat<span class="_ _8"></span>ed <span class="_ _10"></span>financial <span class="_ _15"></span>statements <span class="_ _10"></span>for <span class="_ _15"></span>the <span class="_ _10"></span>year <span class="_ _15"></span>e<span class="_ _8"></span>nded </div><div class="t m0 x4 h2 y2e4 ff1 fs0 fc0 sc0 ls0 ws0">December 31, 2023. </div><div class="t m0 x4 h2 y2e5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h48 y2e6 ff3 fsc fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y2e7 ff3 fs2 fc3 sc0 ls0 ws0">Description of accounting principles (pol<span class="_ _0"></span>icies) adopted </div><div class="t m0 x4 h37 y2e8 ff3 fs8 fc0 sc0 ls0 ws0">Intangible assets </div><div class="t m0 x4 h2 y2e9 ff1 fs0 fc8 sc0 ls0 ws0">Intangible assets are valued at<span class="_ _5"></span> historical cost less depreciation, amortization and impairment losses. Am<span class="_ _5"></span>ortization </div><div class="t m0 x4 h2 y2ea ff1 fs0 fc8 sc0 ls0 ws0">is calculated using the strai<span class="_ _8"></span>ght-line method. </div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x4 y2eb w17 h49" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 21 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc8 sc0 ls0 ws0">Intangible assets may include intangible asse<span class="_ _5"></span>ts <span class="_ _0"></span>with indefinite useful lives and goo<span class="_ _8"></span>dwill. Goodwill and intangible </div><div class="t m0 x4 h2 y296 ff1 fs0 fc8 sc0 ls0 ws0">assets with indefinite usef<span class="_ _5"></span>ul lives are not subject to amortization. They are subject<span class="_ _5"></span> to annual impairment testing. </div><div class="t m0 x4 h2 y2ec ff1 fs0 fc8 sc0 ls0 ws0">Goodwill <span class="_ _0"></span>on <span class="_ _0"></span>acquisition <span class="_ _0"></span>of <span class="_ _0"></span>an <span class="_ _0"></span>entity <span class="_ _0"></span>represents <span class="_ _10"></span>the <span class="_ _0"></span>excess of <span class="_ _10"></span>the <span class="_ _0"></span>purchase <span class="_ _0"></span>price <span class="_ _0"></span>over <span class="_ _0"></span>the <span class="_ _0"></span>fair <span class="_ _0"></span>value <span class="_ _10"></span>of the <span class="_ _10"></span>assets, </div><div class="t m0 x4 h2 y2ed ff1 fs0 fc8 sc0 ls0 ws0">liabilities <span class="_ _15"></span>and <span class="_ _13"></span>identifiable <span class="_ _13"></span>contingent <span class="_ _13"></span>liabilities <span class="_ _13"></span>acquired. <span class="_ _13"></span>After <span class="_ _13"></span>initial <span class="_ _15"></span>recognition, <span class="_ _13"></span>goodwill <span class="_ _13"></span>is <span class="_ _13"></span>reported <span class="_ _13"></span>as <span class="_ _13"></span>the </div><div class="t m0 x4 h2 y2ee ff1 fs0 fc8 sc0 ls0 ws0">purchase price less any impairment lo<span class="_ _5"></span>sses taken. Goodwill is tested for impairment annual<span class="_ _5"></span>ly or more frequently. </div><div class="t m0 x4 h2 y2ef ff1 fs0 fc8 sc0 ls0 ws0">An <span class="_ _5"></span>important <span class="_ _5"></span>element <span class="_ _5"></span>of <span class="_ _5"></span>the <span class="_ _5"></span>accounting <span class="_ _5"></span>policy <span class="_ _5"></span>in <span class="_ _5"></span>the <span class="_ _5"></span>area <span class="_ _5"></span>of <span class="_ _5"></span>capitalization <span class="_ _5"></span>of <span class="_ _5"></span>information <span class="_ _5"></span>technology <span class="_ _5"></span>development </div><div class="t m0 x4 h2 y2f0 ff1 fs0 fc8 sc0 ls0 ws0">costs <span class="_ _13"></span>(the <span class="_ _14"> </span>&quot;Project&quot;) <span class="_ _13"></span>is <span class="_ _14"> </span>to <span class="_ _13"></span>distinguish <span class="_ _14"> </span>the <span class="_ _13"></span>point <span class="_ _14"> </span>at <span class="_ _13"></span>which <span class="_ _14"> </span>costs <span class="_ _13"></span>incurred <span class="_ _14"> </span>are <span class="_ _13"></span>recognized <span class="_ _14"> </span>as <span class="_ _13"></span>research <span class="_ _14"> </span>costs <span class="_ _13"></span>and </div><div class="t m0 x4 h2 y2f1 ff1 fs0 fc8 sc0 ls0 ws0">development <span class="_ _10"></span>costs. <span class="_ _15"></span>To <span class="_ _15"></span>this<span class="_ _5"></span> <span class="_ _15"></span>end, <span class="_ _15"></span><span class="fc0">the <span class="_ _10"></span>Group <span class="_ _15"></span></span>recognizes <span class="_ _15"></span>tw<span class="_ _5"></span>o <span class="_ _15"></span>phases <span class="_ _15"></span>of <span class="_ _10"></span>the <span class="_ _15"></span>Project <span class="_ _10"></span>related <span class="_ _15"></span>to <span class="_ _15"></span>t<span class="_ _5"></span>he <span class="_ _15"></span>development <span class="_ _10"></span>of </div><div class="t m0 x4 h2 y2f2 ff1 fs0 fc8 sc0 ls0 ws0">market-mature, market-rec<span class="_ _5"></span>ognizable Enterprise-class software, <span class="_ _5"></span>viewed as a ready-made, uniq<span class="_ _5"></span>ue working tool that </div><div class="t m0 x4 h2 y2f3 ff1 fs0 fc8 sc0 ls0 ws0">allows <span class="_ _15"></span>for <span class="_ _15"></span>the <span class="_ _10"></span>rapid <span class="_ _15"></span>combination, <span class="_ _15"></span>analysis <span class="_ _15"></span>a<span class="_ _5"></span>nd <span class="_ _15"></span>searching <span class="_ _15"></span>of <span class="_ _15"></span>large, <span class="_ _15"></span>variable <span class="_ _15"></span>and <span class="_ _10"></span>diverse <span class="_ _15"></span>data <span class="_ _15"></span>sets <span class="_ _15"></span>(&quot;Big <span class="_ _10"></span>Data&quot;). </div><div class="t m0 x4 h2 y2f4 ff1 fs0 fc8 sc0 ls0 ws0">Research and development <span class="_ _5"></span>work is carried out by the parent company at <span class="fc0">DataWalk </span>S.A.&apos;s headquarter<span class="_ _5"></span>s<span class="_ _0"></span>. </div><div class="t m0 x4 h2 yae ff1 fs0 fc8 sc0 ls0 ws0">The <span class="_ _15"></span>first <span class="_ _13"></span>stage <span class="_ _13"></span>is <span class="_ _13"></span>related, <span class="_ _15"></span>in <span class="_ _13"></span>particular, <span class="_ _13"></span>to <span class="_ _15"></span>obtaining <span class="_ _13"></span>information <span class="_ _15"></span>on <span class="_ _13"></span>new <span class="_ _13"></span>directions <span class="_ _15"></span>or <span class="_ _13"></span>areas <span class="_ _13"></span>in <span class="_ _15"></span>which <span class="_ _13"></span>a <span class="_ _13"></span>given </div><div class="t m0 x4 h2 y2f5 ff1 fs0 fc8 sc0 ls0 ws0">technology <span class="_ _5"></span>can be<span class="_ _5"></span> developed <span class="_ _5"></span>in <span class="_ _5"></span>order to <span class="_ _5"></span>maximize <span class="_ _5"></span>its capa<span class="_ _5"></span>bilities. The <span class="_ _5"></span>above <span class="_ _5"></span>activities <span class="_ _8"></span>are <span class="_ _5"></span>classified by <span class="_ _6"></span><span class="fc0">DataWalk </span></div><div class="t m0 x4 h2 y2f6 ff1 fs0 fc8 sc0 ls0 ws0">S.A., as a <span class="_ _5"></span>stage of research <span class="_ _5"></span>work, and the c<span class="_ _5"></span>osts associated with <span class="_ _5"></span>it are charged directl<span class="_ _5"></span>y to the period&apos;s <span class="_ _8"></span>expenses a<span class="_ _5"></span>nd </div><div class="t m0 x4 h2 y2f7 ff1 fs0 fc8 sc0 ls0 ws0">recognized in these expense<span class="_ _5"></span>s as they are incurred.<span class="fc0"> </span></div><div class="t m0 x4 h2 y2f8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y2f9 ff1 fs0 fc8 sc0 ls0 ws0">The <span class="_ _15"></span>second <span class="_ _15"></span>phase <span class="_ _15"></span>of <span class="_ _15"></span>the <span class="_ _15"></span>project <span class="_ _15"></span>is <span class="_ _15"></span>related <span class="_ _15"></span>to <span class="_ _15"></span>conducting <span class="_ _15"></span>technolo<span class="_ _5"></span>gy <span class="_ _15"></span>development <span class="_ _15"></span>work <span class="_ _15"></span>and <span class="_ _15"></span>aims <span class="_ _15"></span>to <span class="_ _15"></span>expand <span class="_ _15"></span>a </div><div class="t m0 x4 h2 y2fa ff1 fs0 fc8 sc0 ls0 ws0">specific IT technology on va<span class="_ _8"></span>rious levels to create a c<span class="_ _5"></span>omplete IT product that is unique on a global scale. </div><div class="t m0 x4 h2 y2fb ff1 fs0 fc8 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y2fc ff1 fs0 fc8 sc0 ls0 ws0">Once <span class="_ _6"></span>the <span class="_ _5"></span>management <span class="_ _6"></span>of <span class="_ _5"></span><span class="fc0">DataWalk <span class="_ _6"></span><span class="fc8">S.A. <span class="_ _5"></span>has <span class="_ _5"></span>decided <span class="_ _6"></span>to <span class="_ _5"></span>develop <span class="_ _6"></span>a <span class="_ _5"></span>given <span class="_ _5"></span>technology <span class="_ _6"></span>in <span class="_ _5"></span>the <span class="_ _6"></span>direction <span class="_ _5"></span>or <span class="_ _5"></span>area <span class="_ _6"></span>selected </span></span></div><div class="t m0 x4 h2 y2fd ff1 fs0 fc8 sc0 ls0 ws0">at <span class="_ _15"></span>the <span class="_ _13"></span>first <span class="_ _13"></span>stage <span class="_ _15"></span>of <span class="_ _13"></span>the <span class="_ _15"></span>project <span class="_ _13"></span>in <span class="_ _15"></span>accordance <span class="_ _13"></span>with <span class="_ _13"></span>the <span class="_ _15"></span>principles <span class="_ _13"></span>set <span class="_ _15"></span>forth <span class="_ _13"></span>in <span class="_ _15"></span>IAS <span class="_ _13"></span>38 <span class="_ _15"></span>&quot;Intangible <span class="_ _13"></span>Assets&quot;, <span class="_ _15"></span>the </div><div class="t m0 x4 h2 y2fe ff1 fs0 fc8 sc0 ls0 ws0">Company <span class="_ _6"></span>capitalizes <span class="_ _5"></span>the <span class="_ _5"></span>selected <span class="_ _6"></span>technology <span class="_ _5"></span>development <span class="_ _6"></span>costs <span class="_ _5"></span><span class="fc0">and <span class="_ _5"></span>recognizes <span class="_ _6"></span>them <span class="_ _5"></span>as <span class="_ _5"></span>assets <span class="_ _5"></span>in <span class="_ _5"></span>the <span class="_ _6"></span>balance <span class="_ _5"></span>sheet, </span></div><div class="t m0 x4 h2 y2ff ff1 fs0 fc0 sc0 ls0 ws0">as all the conditions listed i<span class="_ _5"></span>n paragraphs a-f of par. 57 of the standard in question. </div><div class="t m0 x4 h2 y300 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y301 ff1 fs0 fc8 sc0 ls0 ws0">According to <span class="_ _0"></span>par. <span class="_ _0"></span>66 <span class="_ _0"></span>and <span class="_ _0"></span>67 of <span class="_ _0"></span>IAS <span class="_ _0"></span>38, <span class="_ _0"></span>costs <span class="_ _0"></span>are <span class="_ _0"></span>capitalized to <span class="_ _0"></span>the <span class="_ _0"></span>extent directly <span class="_ _0"></span>related <span class="_ _0"></span>to <span class="_ _0"></span>bringing <span class="_ _0"></span>the asset <span class="_ _0"></span>to </div><div class="t m0 x4 h2 y181 ff1 fs0 fc8 sc0 ls0 ws0">full <span class="_ _6"></span>use <span class="_ _5"></span>and <span class="_ _5"></span>include, <span class="_ _6"></span>in <span class="_ _5"></span>particular, <span class="_ _5"></span>the <span class="_ _6"></span>costs <span class="_ _5"></span>of <span class="_ _5"></span>salaries <span class="_ _6"></span>of<span class="_ _0"></span> <span class="_ _6"></span>employees <span class="_ _5"></span>and <span class="_ _6"></span>subcontractors <span class="_ _5"></span>involved <span class="_ _6"></span>in <span class="_ _5"></span>the <span class="_ _5"></span>work <span class="_ _6"></span>during </div><div class="t m0 x4 h2 yc1 ff1 fs0 fc8 sc0 ls0 ws0">the <span class="_ _15"></span>various <span class="_ _15"></span>sta<span class="_ _5"></span>ges <span class="_ _15"></span>of <span class="_ _15"></span>the <span class="_ _15"></span>project, <span class="_ _15"></span>as <span class="_ _10"></span>well <span class="_ _15"></span>as <span class="_ _15"></span>all <span class="_ _15"></span>reasonable<span class="_ _5"></span> <span class="_ _15"></span>non-personnel <span class="_ _15"></span>costs <span class="_ _15"></span>related <span class="_ _10"></span>thereto <span class="_ _15"></span>that <span class="_ _15"></span>are <span class="_ _15"></span>directly </div><div class="t m0 x4 h2 y302 ff1 fs0 fc8 sc0 ls0 ws0">attributable to bringing the as<span class="_ _8"></span>set to use.  </div><div class="t m0 x4 h2 y303 ff1 fs0 fc8 sc0 ls0 ws0">The expected useful life for ea<span class="_ _5"></span>ch group of tangible intangible assets is: </div></div><div class="c x4 y304 w3f h4a"><div class="t m0 x1c h2 y305 ff1 fs0 fc8 sc0 ls0 ws0">Acquired computer software </div></div><div class="c xd y304 w40 h4a"><div class="t m0 x1c h2 y305 ff1 fs0 fc8 sc0 ls2 ws0">  <span class="ls3">2 <span class="ls0">- 5 years </span></span></div></div><div class="c x4 y306 w3f h4b"><div class="t m0 x1c h2 y307 ff1 fs0 fc8 sc0 ls0 ws0">Costs of completed developm<span class="_ _5"></span>ent work </div></div><div class="c xd y306 w40 h4b"><div class="t m0 x1c h2 y307 ff1 fs0 fc8 sc0 ls2 ws0">  <span class="ls3">3 <span class="ls0">- 5 years </span></span></div></div><div class="c x4 y308 w3f h4b"><div class="t m0 x1c h2 y307 ff1 fs0 fc8 sc0 ls0 ws0">Other intangible assets </div></div><div class="c xd y308 w40 h4b"><div class="t m0 x1c h2 y307 ff1 fs0 fc8 sc0 ls2 ws0">  <span class="ls3">5 <span class="ls0">- 10 years </span></span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y309 ff1 fs0 fc8 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y30a ff1 fs0 fc8 sc0 ls0 ws0">The <span class="_ _0"></span>Group <span class="_ _0"></span>reviews periodically, <span class="_ _0"></span>no <span class="_ _0"></span>later <span class="_ _0"></span>than at <span class="_ _0"></span>the <span class="_ _0"></span>end <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>fiscal <span class="_ _0"></span>year, <span class="_ _0"></span>the <span class="_ _0"></span>assumed <span class="_ _0"></span>economic useful <span class="_ _0"></span>lives <span class="_ _0"></span>of </div><div class="t m0 x4 h2 y30b ff1 fs0 fc8 sc0 ls0 ws0">intangible assets, resid<span class="_ _5"></span>ual value and amortization method, <span class="_ _5"></span>and<span class="_ _0"></span> the consequence<span class="_ _5"></span>s of changes in these estimates <span class="_ _5"></span>are </div><div class="t m0 x4 h2 y30c ff1 fs0 fc8 sc0 ls0 ws0">taken <span class="_ _0"></span>into account <span class="_ _0"></span>in <span class="_ _0"></span>the <span class="_ _0"></span>fo<span class="_ _0"></span>llowing and <span class="_ _0"></span>subsequent <span class="_ _0"></span>fiscal <span class="_ _0"></span>years <span class="_ _0"></span>(prospectively). As <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>balance <span class="_ _0"></span>sheet <span class="_ _0"></span>date, <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y30d ff1 fs0 fc8 sc0 ls0 ws0">Group also reviews inta<span class="_ _8"></span>ngible assets for impairment a<span class="_ _5"></span>nd the need for impairment allowances.  </div><div class="t m0 x4 h2 y30e ff1 fs0 fc8 sc0 ls0 ws0">An im<span class="_ _5"></span>pairment loss <span class="_ _5"></span>is rec<span class="_ _8"></span>ognized <span class="_ _5"></span>for the <span class="_ _5"></span>amount by <span class="_ _5"></span>which <span class="_ _5"></span>the carrying <span class="_ _5"></span>amount <span class="_ _5"></span>of an <span class="_ _5"></span>asset exceeds <span class="_ _5"></span>its <span class="_ _5"></span>recoverable </div><div class="t m0 x4 h2 y18e ff1 fs0 fc8 sc0 ls0 ws0">amount.  </div><div class="t m0 x4 h2 y30f ff1 fs0 fc8 sc0 ls0 ws0">Write-offs <span class="_ _13"></span>are <span class="_ _14"> </span>charged <span class="_ _13"></span>to <span class="_ _14"></span>other <span class="_ _13"></span>expenses <span class="_ _14"></span>appropriate <span class="_ _13"></span>to <span class="_ _13"></span>the <span class="_ _14"> </span>function <span class="_ _13"></span>of <span class="_ _14"> </span>intangible <span class="_ _14"> </span>assets <span class="_ _13"></span>in <span class="_ _14"> </span>the <span class="_ _13"></span>period <span class="_ _14"> </span>when </div><div class="t m0 x4 h2 y310 ff1 fs0 fc8 sc0 ls0 ws0">permanent impairment is f<span class="_ _5"></span>ound, no later than at the end of the fiscal year. . </div><div class="t m0 x4 h37 y311 ff3 fs8 fc0 sc0 ls0 ws0">Property, plant and equipment<span class="_ _0"></span> </div><div class="t m0 x4 h2 y312 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>Group <span class="_ _10"></span>recognizes <span class="_ _0"></span>as <span class="_ _0"></span>fixed <span class="_ _10"></span>assets <span class="_ _0"></span>single, <span class="_ _0"></span>serviceable <span class="_ _0"></span>items <span class="_ _10"></span>that <span class="_ _0"></span>meet <span class="_ _0"></span>the <span class="_ _10"></span>criteria <span class="_ _0"></span>specified <span class="_ _0"></span>for <span class="_ _0"></span>fixed <span class="_ _10"></span>assets <span class="_ _0"></span>in </div><div class="t m0 x4 h2 y313 ff1 fs0 fc0 sc0 ls0 ws0">IAS 16 assets, <span class="_ _5"></span>if the purchase price (manufac<span class="_ _5"></span>turing cost) is at least PLN 10,000. <span class="_ _5"></span>Fixed assets below this value a<span class="_ _5"></span>re </div></div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x4 y314 w17 h4c" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 22 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">depreciated <span class="_ _0"></span>or <span class="_ _0"></span>written <span class="_ _0"></span>off <span class="_ _10"></span>on <span class="_ _0"></span>a <span class="_ _0"></span>one<span class="_ _0"></span>-time <span class="_ _0"></span>basis <span class="_ _0"></span>in <span class="_ _10"></span>the <span class="_ _0"></span>month <span class="_ _0"></span>of <span class="_ _10"></span>acquisiti<span class="_ _5"></span>on<span class="_ _0"></span> <span class="_ _0"></span>if, <span class="_ _0"></span>du<span class="_ _0"></span>e <span class="_ _0"></span>to <span class="_ _10"></span><span class="fc8">the <span class="_ _0"></span>nature <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>Company&apos;s </span></div><div class="t m0 x4 h2 y296 ff1 fs0 fc8 sc0 ls0 ws0">business, they do not constitute a si<span class="_ _5"></span>gnificant asset in their mass. </div><div class="t m0 x4 h2 y2ec ff1 fs0 fc8 sc0 ls0 ws0">Property, pla<span class="_ _5"></span>nt and equipment<span class="_ _5"></span> are initially <span class="_ _5"></span>recognized at <span class="_ _5"></span>cost (purchase <span class="_ _8"></span>price or <span class="_ _5"></span>production cost) <span class="_ _5"></span>less depreciation </div><div class="t m0 x4 h2 y2ed ff1 fs0 fc8 sc0 ls0 ws0">and impairment in subsequent<span class="_ _5"></span> periods.  </div><div class="t m0 x4 h2 y315 ff1 fs0 fc8 sc0 ls0 ws0">Depreciation <span class="_ _14"> </span>is <span class="_ _17"> </span>calculated <span class="_ _17"> </span>for <span class="_ _14"> </span>all <span class="_ _17"> </span>fixed <span class="_ _17"> </span>assets, <span class="_ _14"> </span>excluding <span class="_ _17"> </span>land <span class="_ _14"> </span>and <span class="_ _17"> </span>fixed <span class="_ _17"> </span>assets <span class="_ _14"> </span>under <span class="_ _17"> </span>construction, <span class="_ _14"> </span>over <span class="_ _17"> </span>the </div><div class="t m0 x4 h2 y2ef ff1 fs0 fc8 sc0 ls0 ws0">estimated ec<span class="_ _8"></span>onomic useful<span class="_ _5"></span> life of these<span class="_ _5"></span> assets, using <span class="_ _5"></span>the straight-line method <span class="_ _5"></span>from the m<span class="_ _5"></span>on<span class="_ _0"></span>th followi<span class="_ _5"></span>ng the month </div><div class="t m0 x4 h2 y2f0 ff1 fs0 fc8 sc0 ls0 ws0">in which the asset is taken int<span class="_ _5"></span>o<span class="_ _0"></span> service. </div><div class="t m0 x4 h2 y316 ff1 fs0 fc8 sc0 ls0 ws0">The expected useful life for ea<span class="_ _5"></span>ch group of property, plant and equipment is: </div></div><div class="c x4 y317 w3f h4b"><div class="t m0 x1c h2 y307 ff1 fs0 fc8 sc0 ls0 ws0">Buildings and structures </div></div><div class="c xd y317 w40 h4b"><div class="t m0 x1c h2 y307 ff1 fs0 fc8 sc0 ls0 ws0">10 - 40 years </div></div><div class="c x4 y318 w3f h4a"><div class="t m0 x1c h2 y305 ff1 fs0 fc8 sc0 ls0 ws0">Machinery and equipment </div></div><div class="c xd y318 w40 h4a"><div class="t m0 x1c h2 y305 ff1 fs0 fc8 sc0 ls2 ws0">  <span class="ls3">3 <span class="ls0">- 10 years </span></span></div></div><div class="c x4 y319 w3f h4b"><div class="t m0 x1c h2 y307 ff1 fs0 fc8 sc0 ls0 ws0">Other fixed assets </div></div><div class="c xd y319 w40 h4b"><div class="t m0 x1c h2 y307 ff1 fs0 fc8 sc0 ls2 ws0">  <span class="ls3">5 <span class="ls0">- 10 years </span></span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y31a ff1 fs0 fc8 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y31b ff1 fs0 fc8 sc0 ls0 ws0">The <span class="_ _0"></span>Group <span class="_ _0"></span>periodically, <span class="_ _0"></span>no <span class="_ _0"></span>later <span class="_ _0"></span>than <span class="_ _0"></span>at <span class="_ _10"></span>the end <span class="_ _10"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>fiscal year, <span class="_ _10"></span>verifies the <span class="_ _10"></span>assumed economic <span class="_ _0"></span>useful <span class="_ _0"></span>lives <span class="_ _0"></span>of </div><div class="t m0 x4 h2 y31c ff1 fs0 fc8 sc0 ls0 ws0">fixed ass<span class="_ _5"></span>ets, residual <span class="_ _5"></span>value and <span class="_ _6"></span>depreciation method, <span class="_ _5"></span>and the <span class="_ _5"></span>consequences <span class="_ _5"></span>of changes <span class="_ _5"></span>in these <span class="_ _5"></span>estimates <span class="_ _5"></span>are taken </div><div class="t m0 x4 h2 y31d ff1 fs0 fc8 sc0 ls0 ws0">into account in the following and subsequent fiscal years (prospectively). As of the balance sheet date, the Group </div><div class="t m0 x4 h2 y31e ff1 fs0 fc8 sc0 ls0 ws0">also <span class="_ _6"></span>verifies <span class="_ _5"></span>property, <span class="_ _5"></span>plant <span class="_ _6"></span>and<span class="_ _0"></span> <span class="_ _6"></span>equipment <span class="_ _5"></span>for <span class="_ _5"></span>permanent <span class="_ _6"></span>impairment <span class="_ _5"></span>and <span class="_ _5"></span>the <span class="_ _5"></span>need <span class="_ _5"></span>to <span class="_ _6"></span>recognize <span class="_ _5"></span>impairment <span class="_ _5"></span>losses.  </div><div class="t m0 x4 h2 y31f ff1 fs0 fc8 sc0 ls0 ws0">Write-offs <span class="_ _5"></span>are charged <span class="_ _5"></span>to ot<span class="_ _5"></span>her expenses <span class="_ _5"></span>appropriate <span class="_ _5"></span>to the <span class="_ _5"></span>function <span class="_ _5"></span>of property, <span class="_ _5"></span>plant <span class="_ _5"></span>and equipment <span class="_ _5"></span>in <span class="_ _5"></span>the period </div><div class="t m0 x4 h2 y320 ff1 fs0 fc8 sc0 ls0 ws0">when permanent impairme<span class="_ _5"></span>nt was found, no later than at the end of the fiscal year.<span class="_ _5"></span> </div><div class="t m0 x4 h2 y102 ff1 fs0 fc8 sc0 ls0 ws0">Gains <span class="_ _17"> </span>or <span class="_ _17"> </span>losses <span class="_ _17"> </span>resulting <span class="_ _17"> </span>from  the <span class="_ _17"> </span>sale/liquidati<span class="_ _8"></span>on <span class="_ _17"> </span>or <span class="_ _17"> </span>discontinuation <span class="_ _17"> </span>of  fi<span class="_ _5"></span>xed  asset<span class="_ _8"></span>s <span class="_ _17"> </span>are <span class="_ _17"> </span>determined  as<span class="_ _5"></span>  the </div><div class="t m0 x4 h2 y321 ff1 fs0 fc8 sc0 ls0 ws0">difference <span class="_ _10"></span>between <span class="_ _10"></span>the <span class="_ _10"></span>sales <span class="_ _15"></span>proceeds<span class="_ _5"></span> <span class="_ _15"></span>and <span class="_ _10"></span>the <span class="_ _10"></span>net <span class="_ _10"></span>value <span class="_ _10"></span>of <span class="_ _15"></span>these <span class="_ _10"></span>fixed <span class="_ _10"></span>assets <span class="_ _10"></span>and <span class="_ _10"></span>are <span class="_ _10"></span>recognized <span class="_ _15"></span>i<span class="_ _5"></span>n <span class="_ _15"></span>the <span class="_ _10"></span>Income </div><div class="t m0 x4 h2 y322 ff1 fs0 fc8 sc0 ls0 ws0">Statement. </div><div class="t m0 x4 h37 y323 ff3 fs8 fc0 sc0 ls0 ws0">Investments in subsidiaries <span class="_ _0"></span> </div><div class="t m0 x4 h2 y324 ff1 fs0 fc8 sc0 ls0 ws0">Subsidiaries are entities over <span class="_ _5"></span>wh<span class="_ _0"></span>ich the Group directl<span class="_ _5"></span>y or indirectly exercises control.  </div><div class="t m0 x4 h2 y325 ff1 fs0 fc8 sc0 ls0 ws0">In the financial <span class="_ _5"></span>statements, investments in subsi<span class="_ _5"></span>diaries and affiliates not c<span class="_ _5"></span>lassified as held for sale are <span class="_ _5"></span>recognized </div><div class="t m0 x4 h2 y326 ff1 fs0 fc8 sc0 ls0 ws0">at cost less impairment losses. </div><div class="t m0 x4 h2 y327 ff1 fs0 fc8 sc0 ls0 ws0">The carrying <span class="_ _0"></span>value of <span class="_ _0"></span>investments is <span class="_ _0"></span>tested for <span class="_ _0"></span>impairment. Recognized <span class="_ _0"></span>impairment is <span class="_ _0"></span>recognized in <span class="_ _0"></span>the income </div><div class="t m0 x4 h2 y328 ff1 fs0 fc8 sc0 ls0 ws0">statement in <span class="_ _5"></span>financial expenses. <span class="_ _5"></span>The release <span class="_ _5"></span>of the im<span class="_ _5"></span>pairment provision is<span class="_ _5"></span> recognized in <span class="_ _5"></span>the income <span class="_ _5"></span>statement in </div><div class="t m0 x4 h2 y329 ff1 fs0 fc8 sc0 ls0 ws0">financial <span class="_ _5"></span>income if <span class="_ _5"></span>there has <span class="_ _5"></span>been a <span class="_ _5"></span>change in <span class="_ _5"></span>the estimate<span class="_ _5"></span>s on the <span class="_ _5"></span>basis <span class="_ _5"></span>of<span class="_ _0"></span> <span class="_ _5"></span>wh<span class="_ _0"></span>ich <span class="_ _5"></span>the Group <span class="_ _5"></span>determines the <span class="_ _5"></span>return </div><div class="t m0 x4 h2 y32a ff1 fs0 fc8 sc0 ls0 ws0">on investment. </div><div class="t m0 x4 h37 y32b ff3 fs8 fc0 sc0 ls0 ws0">Other financial assets (other than investments in<span class="_ _0"></span> subsidiaries)<span class="_ _0"></span> </div><div class="t m0 x4 h2 y32c ff1 fs0 fc8 sc0 ls0 ws0">Financial assets may include forward transactions for the purchase and sale of foreign currencies, investments in </div><div class="t m0 x4 h2 y32d ff1 fs0 fc8 sc0 ls0 ws0">equity instr<span class="_ _5"></span>uments listed on <span class="_ _5"></span>an active <span class="_ _5"></span>market and de<span class="_ _5"></span>rivatives. The fair <span class="_ _5"></span>value of <span class="_ _5"></span>forward contracts <span class="_ _5"></span>is determined <span class="_ _5"></span>at </div><div class="t m0 x4 h2 y32e ff1 fs0 fc8 sc0 ls0 ws0">each <span class="_ _10"></span>balance <span class="_ _15"></span>s<span class="_ _5"></span>heet <span class="_ _15"></span>date <span class="_ _10"></span>using <span class="_ _10"></span>a <span class="_ _15"></span>model <span class="_ _10"></span>for <span class="_ _10"></span>which <span class="_ _15"></span>the <span class="_ _10"></span>inputs <span class="_ _10"></span>are <span class="_ _10"></span>directly <span class="_ _15"></span>observable<span class="_ _5"></span> <span class="_ _15"></span>in <span class="_ _10"></span>active <span class="_ _15"></span>ma<span class="_ _5"></span>rkets. <span class="_ _15"></span>The <span class="_ _10"></span>fair </div><div class="t m0 x4 h2 y32f ff1 fs0 fc8 sc0 ls0 ws0">value <span class="_ _5"></span>of a <span class="_ _6"></span>portfolio <span class="_ _5"></span>of assets <span class="_ _6"></span>is determine<span class="_ _5"></span>d based <span class="_ _6"></span>on the <span class="_ _6"></span>exchange pri<span class="_ _5"></span>ces offered <span class="_ _6"></span>for th<span class="_ _5"></span>ose assets <span class="_ _6"></span>in active <span class="_ _6"></span>markets. </div><div class="t m0 x4 h2 y330 ff1 fs0 fc8 sc0 ls0 ws0">The Company does not enter i<span class="_ _5"></span>nto<span class="_ _0"></span> such transactions a<span class="_ _8"></span>nd does not make such investments. </div><div class="t m0 x4 h2 y331 ff1 fs0 fc8 sc0 ls0 ws0">Financial <span class="_ _15"></span>assets <span class="_ _15"></span>measured <span class="_ _15"></span>at <span class="_ _15"></span>amortized <span class="_ _15"></span>cost <span class="_ _15"></span>inclu<span class="_ _8"></span>de <span class="_ _15"></span>loans <span class="_ _15"></span>granted, <span class="_ _15"></span>deposits, <span class="_ _15"></span>bills <span class="_ _15"></span>of <span class="_ _15"></span>exchange <span class="_ _15"></span>and <span class="_ _15"></span>other <span class="_ _15"></span>debt<span class="_ _5"></span> </div><div class="t m0 x4 h2 y332 ff1 fs0 fc8 sc0 ls0 ws0">instruments.  </div><div class="t m0 x4 h2 y333 ff1 fs0 fc8 sc0 ls0 ws0">The <span class="_ _15"></span>Company <span class="_ _15"></span>enters <span class="_ _15"></span>into <span class="_ _15"></span>transactio<span class="_ _8"></span>ns <span class="_ _15"></span>related <span class="_ _15"></span>to <span class="_ _15"></span>time <span class="_ _15"></span>deposits. <span class="_ _15"></span>The <span class="_ _15"></span>balance <span class="_ _15"></span>of <span class="_ _15"></span>time <span class="_ _15"></span>deposits <span class="_ _15"></span>consist<span class="_ _5"></span>s <span class="_ _15"></span>of<span class="_ _0"></span> <span class="_ _15"></span>time </div><div class="t m0 x4 h2 y334 ff1 fs0 fc8 sc0 ls0 ws0">deposits with an original mat<span class="_ _5"></span>urity of more than 3 months. </div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x4 y335 w17 h4d" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 23 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc8 sc0 ls0 ws0">When <span class="_ _0"></span>interest <span class="_ _10"></span>income <span class="_ _0"></span>does <span class="_ _10"></span>not <span class="_ _10"></span>represent <span class="_ _0"></span>significant <span class="_ _0"></span>amounts, <span class="_ _10"></span>the <span class="_ _0"></span>Company <span class="_ _10"></span>does <span class="_ _0"></span>not <span class="_ _10"></span>separate <span class="_ _0"></span>it <span class="_ _10"></span>into <span class="_ _10"></span>a <span class="_ _0"></span>separate </div><div class="t m0 x4 h2 y296 ff1 fs0 fc8 sc0 ls0 ws0">line item, <span class="_ _5"></span>but recognizes it in <span class="_ _5"></span>financial income. Other <span class="_ _5"></span>gains and losses <span class="_ _5"></span>on financial assets are <span class="_ _5"></span>recognized in profit<span class="_ _8"></span> </div><div class="t m0 x4 h2 y297 ff1 fs0 fc8 sc0 ls0 ws0">or loss, including foreign exchange dif<span class="_ _5"></span>fer<span class="_ _0"></span>ences, and are presented<span class="_ _5"></span> as financial income or expenses. </div><div class="t m0 x4 h37 y336 ff3 fs8 fc0 sc0 ls0 ws0">Contract assets and liabilities<span class="_ _0"></span> </div><div class="t m0 x4 h2 y337 ff1 fs0 fc0 sc0 ls0 ws0">Assets <span class="_ _0"></span>from <span class="_ _0"></span>balance <span class="_ _0"></span>sheet <span class="_ _0"></span>valuation of <span class="_ _10"></span>implementation contracts <span class="_ _0"></span>are <span class="_ _0"></span>the <span class="_ _0"></span>result <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>preponderance <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>stage </div><div class="t m0 x4 h2 y338 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _15"></span>completion <span class="_ _10"></span>of <span class="_ _15"></span>implementation <span class="_ _10"></span>contracts <span class="_ _15"></span>in <span class="_ _10"></span>relation <span class="_ _15"></span>to <span class="_ _15"></span>invoices <span class="_ _10"></span>issued. <span class="_ _15"></span>For <span class="_ _15"></span>this <span class="_ _10"></span>type <span class="_ _15"></span>of <span class="_ _10"></span>asset, <span class="_ _13"></span>the <span class="_ _15"></span>Group <span class="_ _10"></span>has </div><div class="t m0 x4 h2 y339 ff1 fs0 fc0 sc0 ls0 ws0">fulfilled <span class="_ _10"></span>its <span class="_ _0"></span>performance <span class="_ _10"></span>obligation, <span class="_ _0"></span>but <span class="_ _10"></span>the <span class="_ _10"></span>right <span class="_ _10"></span>to <span class="_ _10"></span>receive <span class="_ _0"></span>consideration <span class="_ _10"></span>is <span class="_ _10"></span>subject <span class="_ _0"></span>to <span class="_ _10"></span>conditions <span class="_ _10"></span>other <span class="_ _0"></span>than <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y33a ff1 fs0 fc0 sc0 ls0 ws0">mere passage of time, which d<span class="_ _8"></span>istinguishes this asset from tra<span class="_ _5"></span>de receivables. </div><div class="t m0 x4 h2 y33b ff1 fs0 fc0 sc0 ls0 ws0">Liabilities under contracts<span class="_ _5"></span> w<span class="_ _0"></span>ith customers represe<span class="_ _5"></span>nt:<span class="_ _0"></span> </div><div class="t m0 x76 h2 y33c ff1 fs0 fc0 sc0 lsa ws0">a)<span class="ff9 ls0"> <span class="_ _1f"> </span><span class="ff1">revenue <span class="_ _10"></span>from <span class="_ _10"></span>the <span class="_ _10"></span>granting <span class="_ _10"></span>of <span class="_ _0"></span>licenses <span class="_ _15"></span>with <span class="_ _0"></span>the <span class="_ _10"></span>right <span class="_ _10"></span>to <span class="_ _10"></span>use, <span class="_ _10"></span>with <span class="_ _10"></span>the <span class="_ _10"></span>right <span class="_ _10"></span>to <span class="_ _10"></span>access, <span class="_ _10"></span>resulting <span class="_ _10"></span>from <span class="_ _10"></span>the </span></span></div><div class="t m0 x85 h2 y33d ff1 fs0 fc0 sc0 ls0 ws0">Group&apos;s <span class="_ _15"></span>obligation <span class="_ _13"></span>to <span class="_ _15"></span>provide <span class="_ _13"></span>goods <span class="_ _15"></span>or <span class="_ _13"></span>services <span class="_ _15"></span>to <span class="_ _13"></span>a <span class="_ _13"></span>customer <span class="_ _15"></span>in <span class="_ _13"></span>exchange <span class="_ _15"></span>for <span class="_ _15"></span>which <span class="_ _13"></span>the <span class="_ _13"></span>Group <span class="_ _15"></span>has </div><div class="t m0 x85 h11 y33e ff1 fs0 fc0 sc0 ls0 ws0">received remuneration or the<span class="_ _5"></span> amount of remuneration is due.<span class="ff2 fs8"> </span></div><div class="t m0 x76 h2 y33f ff1 fs0 fc0 sc0 ls1 ws0">b)<span class="ff9 ls0"> <span class="_ _20"> </span><span class="ff1">time-settled revenues <span class="_ _5"></span>from maintenance services, resulting <span class="_ _5"></span>from the Group&apos;s obligation to p<span class="_ _5"></span>rov<span class="_ _0"></span>ide goods </span></span></div><div class="t m0 x85 h2 y340 ff1 fs0 fc0 sc0 ls0 ws0">or <span class="_ _0"></span>services <span class="_ _0"></span>to <span class="_ _0"></span>a <span class="_ _10"></span>customer <span class="_ _0"></span>in <span class="_ _0"></span>exchange <span class="_ _0"></span>for <span class="_ _10"></span>which <span class="_ _0"></span>the <span class="_ _0"></span>Group <span class="_ _0"></span>has <span class="_ _10"></span>received <span class="_ _0"></span>remuneration <span class="_ _0"></span>or <span class="_ _0"></span>the <span class="_ _0"></span>amount <span class="_ _0"></span>of </div><div class="t m0 x85 h11 y341 ff1 fs0 fc0 sc0 ls0 ws0">remuneration is due. <span class="ff2 fs8"> </span></div><div class="t m0 x4 h2 y342 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>Group <span class="_ _0"></span>recognizes <span class="_ _10"></span>in <span class="_ _10"></span>contract <span class="_ _10"></span>assets <span class="_ _10"></span>and <span class="_ _0"></span>liabilities <span class="_ _10"></span>items <span class="_ _10"></span>whose <span class="_ _10"></span>value <span class="_ _0"></span>is <span class="_ _10"></span>at <span class="_ _10"></span>least <span class="_ _10"></span>PLN <span class="_ _10"></span>40,000. <span class="_ _10"></span>In <span class="_ _10"></span>turn, <span class="_ _10"></span>items </div><div class="t m0 x4 h2 y343 ff1 fs0 fc0 sc0 ls0 ws0">below this value are recogniz<span class="_ _5"></span>ed once in income in the month of their rec<span class="_ _5"></span>ognition<span class="_ _0"></span> </div><div class="t m0 x4 h37 y344 ff3 fs8 fc0 sc0 ls0 ws0">Impairment of financial assets </div><div class="t m0 x4 h2 y345 ff1 fs0 fc0 sc0 ls0 ws0">With <span class="_ _10"></span>regard <span class="_ _15"></span>to <span class="_ _10"></span>trade <span class="_ _15"></span>recei<span class="_ _8"></span>vables, <span class="_ _10"></span>the <span class="_ _15"></span>Group <span class="_ _10"></span>applies, <span class="_ _15"></span>in <span class="_ _10"></span>accordance <span class="_ _10"></span>with <span class="_ _15"></span>the <span class="_ _10"></span>option <span class="_ _15"></span>provide<span class="_ _5"></span>d <span class="_ _15"></span>by <span class="_ _10"></span>the <span class="_ _15"></span>standard, <span class="_ _10"></span>a </div><div class="t m0 x4 h2 y346 ff1 fs0 fc0 sc0 ls0 ws0">simplified <span class="_ _10"></span>approach <span class="_ _15"></span>and <span class="_ _10"></span>measures <span class="_ _15"></span>the<span class="_ _5"></span> <span class="_ _15"></span>allowance <span class="_ _10"></span>for <span class="_ _15"></span>expected <span class="_ _10"></span>credit <span class="_ _15"></span>losses <span class="_ _10"></span>at <span class="_ _15"></span>an <span class="_ _10"></span>amount <span class="_ _10"></span>equal <span class="_ _15"></span>to <span class="_ _10"></span>the <span class="_ _15"></span>expected<span class="_ _5"></span> </div><div class="t m0 x4 h2 y347 ff1 fs0 fc0 sc0 ls0 ws0">credit losses <span class="_ _5"></span>over the life of t<span class="_ _5"></span>he receivables. This approac<span class="_ _5"></span>h is based on the<span class="_ _5"></span> fact that the Grou<span class="_ _5"></span>p&apos;s receivables do not </div><div class="t m0 x4 h2 y348 ff1 fs0 fc0 sc0 ls0 ws0">contain a significant financing component within the meaning of IFRS 15. To <span class="_ _0"></span>calculate the allowance, the Group </div><div class="t m0 x4 h2 y349 ff1 fs0 fc0 sc0 ls0 ws0">uses <span class="_ _10"></span>the <span class="_ _0"></span>allowance <span class="_ _10"></span>matrix <span class="_ _10"></span>method, <span class="_ _0"></span>under <span class="_ _10"></span>which <span class="_ _0"></span>allowances <span class="_ _10"></span>are <span class="_ _10"></span>determined <span class="_ _10"></span>for <span class="_ _0"></span>receivables <span class="_ _10"></span>included <span class="_ _0"></span>in <span class="_ _10"></span>different </div><div class="t m0 x4 h2 y34a ff1 fs0 fc0 sc0 ls0 ws0">past due <span class="_ _0"></span>ranges. <span class="_ _0"></span>This <span class="_ _0"></span>method <span class="_ _0"></span>takes <span class="_ _0"></span>into <span class="_ _0"></span>account historical <span class="_ _0"></span>data <span class="_ _0"></span>on <span class="_ _0"></span>credit losses <span class="_ _0"></span>and <span class="_ _0"></span>the <span class="_ _0"></span>impact of <span class="_ _10"></span>signific<span class="_ _5"></span>ant <span class="_ _10"></span>and </div><div class="t m0 x4 h2 y34b ff1 fs0 fc0 sc0 ls0 ws0">identifiable future factors (e.<span class="_ _8"></span>g., market or macroeconomi<span class="_ _5"></span>c).  </div><div class="t m0 x4 h2 y34c ff1 fs0 fc0 sc0 ls0 ws0">The pro<span class="_ _8"></span>bability <span class="_ _8"></span>of default <span class="_ _5"></span>is estimated <span class="_ _5"></span>based on <span class="_ _5"></span>historical data <span class="_ _5"></span>on outstanding <span class="_ _5"></span>receivables. In <span class="_ _5"></span>order to es<span class="_ _5"></span>timate the </div><div class="t m0 x4 h2 y34d ff1 fs0 fc0 sc0 ls0 ws0">counterparty default para<span class="_ _8"></span>meter, the Group distinguished fi<span class="_ _5"></span>ve ranges of overdue: </div><div class="t m0 x76 h2 y34e ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Undetermined,  </span></span></div><div class="t m0 x76 h2 y34f ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Overdue 1 to 30 days, </span></span></div><div class="t m0 x76 h2 y350 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Overdue 31 to 60 days, </span></span></div><div class="t m0 x76 h2 y351 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Overdue 61 to 90 days, </span></span></div><div class="t m0 x76 h2 y352 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Overdue 91 to 180 days, </span></span></div><div class="t m0 x76 h2 y28a ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Overdue more than 180 days. </span></span></div><div class="t m0 x4 h2 y353 ff1 fs0 fc0 sc0 ls0 ws0">For <span class="_ _5"></span>each of <span class="_ _5"></span>the <span class="_ _5"></span>above <span class="_ _5"></span>ranges, the <span class="_ _5"></span>Group <span class="_ _5"></span>estimates a<span class="_ _5"></span> default <span class="_ _5"></span>parameter, <span class="_ _5"></span>which ta<span class="_ _8"></span>kes <span class="_ _5"></span>into a<span class="_ _5"></span>ccount the <span class="_ _5"></span>historical <span class="_ _5"></span>non-</div><div class="t m0 x4 h2 y354 ff1 fs0 fc0 sc0 ls0 ws0">payment of sal<span class="_ _8"></span>es invoices by<span class="_ _5"></span> counterparties over a mi<span class="_ _5"></span>nimum of two years, preceding <span class="_ _5"></span>the year prior to <span class="_ _5"></span>the year for </div><div class="t m0 x4 h2 y355 ff1 fs0 fc0 sc0 ls0 ws0">which <span class="_ _15"></span>the<span class="_ _5"></span> <span class="_ _15"></span>financial <span class="_ _10"></span>statements <span class="_ _15"></span>are <span class="_ _10"></span>prepared. <span class="_ _15"></span>The <span class="_ _10"></span>value <span class="_ _15"></span>of <span class="_ _10"></span>expected <span class="_ _15"></span>c<span class="_ _5"></span>red<span class="_ _0"></span>it <span class="_ _10"></span>loss <span class="_ _15"></span>is <span class="_ _10"></span>calculated <span class="_ _15"></span>by <span class="_ _10"></span>multiplying <span class="_ _15"></span>the </div><div class="t m0 x4 h2 y356 ff1 fs0 fc0 sc0 ls0 ws0">value of receivables in a give<span class="_ _5"></span>n ov<span class="_ _0"></span>erdue range by the calc<span class="_ _5"></span>ulated default parameter. </div><div class="t m0 x4 h2 y357 ff1 fs0 fc0 sc0 ls0 ws0">With respect to trade receivables, the Group also allows for individual determination of expected credit losses. In </div><div class="t m0 x4 h2 y358 ff1 fs0 fc0 sc0 ls0 ws0">particular, this applies t<span class="_ _5"></span>o:<span class="_ _0"></span> </div><div class="t m0 x76 h2 y359 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">receivables from de<span class="_ _8"></span>btors in liquidation <span class="_ _5"></span>or bankruptcy, receivables dis<span class="_ _5"></span>pu<span class="_ _0"></span>ted by debtors <span class="_ _5"></span>and with payment </span></span></div><div class="t m0 x85 h2 y35a ff1 fs0 fc0 sc0 ls0 ws0">of which the debtor is in arre<span class="_ _5"></span>ars </div><div class="t m0 x76 h2 y35b ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">other <span class="_ _5"></span>past <span class="_ _5"></span>due <span class="_ _5"></span>receivables, <span class="_ _5"></span>as well<span class="_ _5"></span> as <span class="_ _6"></span>non pas<span class="_ _5"></span>t due <span class="_ _6"></span>receivables, <span class="_ _5"></span>whose <span class="_ _5"></span>risk of <span class="_ _6"></span>uncollectibility <span class="_ _5"></span>is <span class="_ _5"></span>significant </span></span></div><div class="t m0 x85 h2 y35c ff1 fs0 fc0 sc0 ls0 ws0">according <span class="_ _14"></span>to <span class="_ _14"></span>the <span class="_ _13"></span>individual <span class="_ _14"> </span>assessment <span class="_ _13"></span>of <span class="_ _14"> </span>the <span class="_ _14"> </span>Management <span class="_ _14"> </span>Board <span class="_ _13"></span>(in <span class="_ _14"> </span>particular, <span class="_ _14"> </span>when <span class="_ _14"> </span>the <span class="_ _14"> </span>expected </div><div class="t m0 x85 h2 y35d ff1 fs0 fc0 sc0 ls0 ws0">litigation and <span class="_ _0"></span>enforcement costs associated <span class="_ _0"></span>with <span class="_ _0"></span>the collection <span class="_ _0"></span>of receivables are <span class="_ _0"></span>equal to <span class="_ _0"></span>or <span class="_ _0"></span>higher than </div><div class="t m0 x85 h2 y35e ff1 fs0 fc0 sc0 ls0 ws0">the amount claimed).  </div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x4 y335 w17 h4d" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 24 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">In the above situations, an allo<span class="_ _8"></span>wance for accounts receivable may be ma<span class="_ _5"></span>de at 100% of their value. </div><div class="t m0 x4 h2 y35f ff1 fs0 fc0 sc0 ls0 ws0">As a result of individual analysis, in a<span class="_ _8"></span> situation where, despite receiva<span class="_ _8"></span>bles being overdue for more than 180 days, </div><div class="t m0 x4 h2 y2ec ff1 fs0 fc0 sc0 ls0 ws0">the Group has a reliable and documented declaration of payme<span class="_ _8"></span>nt from the counterparty, an allowance may not be </div><div class="t m0 x4 h2 y2ed ff1 fs0 fc0 sc0 ls0 ws0">created. </div><div class="t m0 x4 h2 y315 ff1 fs0 fc0 sc0 ls0 ws0">Financial assets are <span class="_ _0"></span>written off <span class="_ _0"></span>in full <span class="_ _0"></span>when the <span class="_ _0"></span>Group has <span class="_ _0"></span>exhausted virtually all <span class="_ _0"></span>avenues of <span class="_ _0"></span>action to <span class="_ _0"></span>collect the </div><div class="t m0 x4 h2 y2ef ff1 fs0 fc0 sc0 ls0 ws0">receivable a<span class="_ _8"></span>nd determines<span class="_ _5"></span> that there <span class="_ _5"></span>is no longer <span class="_ _5"></span>a reasonable basis <span class="_ _5"></span>to expect that <span class="_ _5"></span>the receivable <span class="_ _5"></span>can be recove<span class="_ _5"></span>red. </div><div class="t m0 x4 h37 y360 ff3 fs8 fc0 sc0 ls0 ws0">Trade and other receivables<span class="_ _0"></span> </div><div class="t m0 x4 h2 y361 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _17"> </span>Group <span class="_ _14"> </span>measures <span class="_ _17"> </span>financial <span class="_ _14"> </span>assets <span class="_ _17"> </span>at <span class="_ _14"> </span>amortized <span class="_ _17"> </span>cost <span class="_ _14"> </span>using <span class="_ _17"> </span>the <span class="_ _17"> </span>effective <span class="_ _14"> </span>interest <span class="_ _14"> </span>rate <span class="_ _17"> </span>method. <span class="_ _17"> </span>Long-term </div><div class="t m0 x4 h2 y362 ff1 fs0 fc0 sc0 ls0 ws0">receivables subject to IFRS 9 <span class="_ _5"></span>are discounted at the balance sheet date.  </div><div class="t m0 x4 h2 y363 ff1 fs0 fc0 sc0 ls0 ws0">Trade <span class="_ _0"></span>and <span class="_ _0"></span>other <span class="_ _0"></span>receivables with <span class="_ _0"></span>a <span class="_ _0"></span>maturity <span class="_ _0"></span>of <span class="_ _0"></span>less <span class="_ _10"></span>than 12 <span class="_ _0"></span>months <span class="_ _0"></span>are <span class="_ _0"></span>valued <span class="_ _0"></span>at <span class="_ _0"></span>nominal <span class="_ _0"></span>value <span class="_ _0"></span>less <span class="_ _0"></span>the <span class="_ _0"></span>value <span class="_ _0"></span>of </div><div class="t m0 x4 h2 y364 ff1 fs0 fc0 sc0 ls0 ws0">expected <span class="_ _15"></span>credit <span class="_ _15"></span>losses<span class="_ _5"></span>. <span class="_ _15"></span>To <span class="_ _15"></span>calculate <span class="_ _15"></span>the <span class="_ _15"></span>allo<span class="_ _8"></span>wance, <span class="_ _15"></span>the <span class="_ _15"></span>Gr<span class="_ _5"></span>oup <span class="_ _15"></span>uses <span class="_ _15"></span>the <span class="_ _15"></span>allowance <span class="_ _15"></span>matrix <span class="_ _10"></span>method, <span class="_ _15"></span>under <span class="_ _15"></span>which </div><div class="t m0 x4 h2 y365 ff1 fs0 fc0 sc0 ls0 ws0">allowances are determine<span class="_ _5"></span>d for r<span class="_ _0"></span>eceivables included in di<span class="_ _5"></span>fferent maturity ranges.  </div><div class="t m0 x4 h2 y366 ff1 fs0 fc8 sc0 ls0 ws0">The impairment charge is update<span class="_ _5"></span>d <span class="_ _0"></span>at each reporting date. </div><div class="t m0 x4 h2 y367 ff1 fs0 fc8 sc0 ls0 ws0">When <span class="_ _0"></span>applying <span class="_ _0"></span>an <span class="_ _0"></span>adjustment to <span class="_ _10"></span>the VAT <span class="_ _0"></span>due <span class="_ _0"></span>under <span class="_ _10"></span>the bad <span class="_ _0"></span>debt <span class="_ _10"></span>relief, <span class="_ _0"></span>the <span class="_ _0"></span>company <span class="_ _0"></span>recognizes <span class="_ _0"></span>the <span class="_ _0"></span>receivable </div><div class="t m0 x4 h2 y368 ff1 fs0 fc8 sc0 ls0 ws0">from the tax office in the boo<span class="_ _5"></span>ks in correspondence with the allowance acc<span class="_ _5"></span>ount.<span class="_ _0"></span> </div><div class="t m0 x4 h2 y369 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>receivable <span class="_ _10"></span>for <span class="_ _15"></span>the <span class="_ _10"></span>excess <span class="_ _10"></span>of <span class="_ _15"></span>input <span class="_ _0"></span>VA<span class="_ _0"></span>T <span class="_ _10"></span>over <span class="_ _10"></span>ou<span class="_ _0"></span>tput <span class="_ _10"></span>VAT <span class="_ _10"></span>to <span class="_ _15"></span>be <span class="_ _10"></span>settled <span class="_ _10"></span>in <span class="_ _10"></span>a <span class="_ _15"></span>future <span class="_ _0"></span>per<span class="_ _0"></span>iod <span class="_ _10"></span>is <span class="_ _10"></span>reported <span class="_ _15"></span>un<span class="_ _5"></span>der </div><div class="t m0 x4 h2 y2fc ff1 fs0 fc0 sc0 ls0 ws0">&quot;Other receivables.&quot;<span class="fc8"> </span></div><div class="t m0 x4 h34 y36a ff4 fs0 fc8 sc0 ls0 ws0"> trade receivables  </div><div class="t m0 x4 h2 y36b ff1 fs0 fc8 sc0 ls0 ws0">These <span class="_ _17"> </span><span class="fc0">are <span class="_ _17"> </span>receivables <span class="_ _17"> </span>for <span class="_ _17"> </span>services <span class="_ _17"> </span>that <span class="_ _17"> </span>were  pe<span class="_ _5"></span>rformed <span class="_ _17"> </span>during  the<span class="_ _5"></span>  reportin<span class="_ _5"></span>g  period <span class="_ _14"> </span>(<span class="_ _0"></span>the <span class="_ _17"> </span>Group <span class="_ _17"> </span>fulfilled <span class="_ _17"> </span>its </span></div><div class="t m0 x4 h2 y36c ff1 fs0 fc0 sc0 ls0 ws0">performance <span class="_ _15"></span>obligation), <span class="_ _15"></span>but <span class="_ _15"></span>for <span class="_ _15"></span>which <span class="_ _15"></span>no <span class="_ _15"></span>invoice <span class="_ _15"></span>sales <span class="_ _15"></span>had <span class="_ _15"></span>been <span class="_ _15"></span>issued <span class="_ _15"></span>by <span class="_ _13"></span>the <span class="_ _15"></span>balance <span class="_ _15"></span>sheet <span class="_ _15"></span>date. <span class="_ _15"></span>As <span class="_ _15"></span>of <span class="_ _15"></span>the </div><div class="t m0 x4 h2 y36d ff1 fs0 fc0 sc0 ls0 ws0">balance sheet date, however, the Group recognizes that it has an unconditional right to receive consideration, and </div><div class="t m0 x4 h20 y36e ff1 fs0 fc0 sc0 ls0 ws0">therefore classifies this asset it<span class="_ _5"></span>em as accounts receivable<span class="ff3">. </span></div><div class="t m0 x4 h37 y36f ff3 fs8 fc0 sc0 ls0 ws0">Accruals </div><div class="t m0 x4 h2 y370 ff1 fs0 fc0 sc0 ls0 ws0">The Group&apos;s <span class="_ _0"></span>accrued expenses <span class="_ _0"></span>include expenses <span class="_ _0"></span>that were <span class="_ _0"></span>incurred in <span class="_ _0"></span>advance, while <span class="_ _0"></span>all or <span class="_ _0"></span>part of <span class="_ _0"></span>them <span class="_ _0"></span>relate to </div><div class="t m0 x4 h2 y371 ff1 fs0 fc0 sc0 ls0 ws0">subsequent <span class="_ _6"></span>periods. <span class="_ _6"></span>In <span class="_ _5"></span>particular, <span class="_ _6"></span>accruals <span class="_ _5"></span>include: <span class="_ _6"></span>(i) <span class="_ _5"></span>prepaid <span class="_ _6"></span>subscriptions <span class="_ _5"></span>and <span class="_ _5"></span>license <span class="_ _6"></span>fees, <span class="_ _6"></span>(ii) <span class="_ _5"></span>prepaid <span class="_ _6"></span>insurance, </div><div class="t m0 x4 h2 y372 ff1 fs0 fc0 sc0 ls0 ws0">subscriptions, <span class="_ _15"></span>rents, <span class="_ _15"></span>et<span class="_ _8"></span>c., <span class="_ _15"></span>and <span class="_ _10"></span>(ii) <span class="_ _15"></span>other <span class="_ _15"></span>expenses <span class="_ _15"></span>incurred <span class="_ _10"></span>during <span class="_ _15"></span>the <span class="_ _15"></span>period <span class="_ _15"></span>but <span class="_ _10"></span>relating <span class="_ _15"></span>to <span class="_ _15"></span>future <span class="_ _15"></span>pe<span class="_ _8"></span>riods. <span class="_ _15"></span>The </div><div class="t m0 x4 h2 y373 ff1 fs0 fc0 sc0 ls0 ws0">Group recognizes <span class="_ _5"></span>in this <span class="_ _8"></span>balance sheet <span class="_ _5"></span>item expenses <span class="_ _5"></span>whose value <span class="_ _5"></span>is at least <span class="_ _5"></span>PLN 40,000. <span class="_ _5"></span>In<span class="_ _0"></span> tur<span class="_ _5"></span>n,<span class="_ _0"></span> expense<span class="_ _5"></span>s below </div><div class="t m0 x4 h2 y374 ff1 fs0 fc0 sc0 ls0 ws0">this value are recognized as one-time e<span class="_ _5"></span>xpenses in the month they are incurred. </div><div class="t m0 x4 h2 y289 ff1 fs0 fc0 sc0 ls0 ws0">The Group keeps records of a<span class="_ _5"></span>ccru<span class="_ _0"></span>als on a short-term and long-term ba<span class="_ _5"></span>sis. </div><div class="t m0 x4 h37 y375 ff3 fs8 fc0 sc0 ls0 ws0">Cash and cash equivalents<span class="_ _0"></span> </div><div class="t m0 x4 h2 y376 ff1 fs0 fc0 sc0 ls0 ws0">Cash <span class="_ _0"></span>and cash <span class="_ _0"></span>equivalents <span class="_ _0"></span>include cash <span class="_ _0"></span>on <span class="_ _0"></span>hand<span class="_ _0"></span><span class="ls2">, </span>demand <span class="_ _0"></span>deposits <span class="_ _0"></span>and <span class="_ _0"></span>bank <span class="_ _0"></span>deposits with <span class="_ _0"></span>maturities <span class="_ _0"></span>of <span class="_ _0"></span>less <span class="_ _0"></span>than </div><div class="t m0 x4 h2 y377 ff1 fs0 fc0 sc0 ls0 ws0">3 <span class="_ _15"></span>months. <span class="_ _13"></span>Short-term <span class="_ _15"></span>investments <span class="_ _13"></span>that <span class="_ _15"></span>are <span class="_ _13"></span>not <span class="_ _13"></span>subject <span class="_ _15"></span>to <span class="_ _13"></span>significant <span class="_ _15"></span>changes <span class="_ _15"></span>in <span class="_ _13"></span>value <span class="_ _15"></span>and <span class="_ _13"></span>that <span class="_ _15"></span>can <span class="_ _13"></span>be <span class="_ _13"></span>readily </div><div class="t m0 x4 h2 y378 ff1 fs0 fc0 sc0 ls0 ws0">converted <span class="_ _0"></span>into a <span class="_ _0"></span>specific <span class="_ _0"></span>amount <span class="_ _0"></span>of <span class="_ _0"></span>cash <span class="_ _0"></span>and <span class="_ _0"></span>are <span class="_ _0"></span>part <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>Entity&apos;s <span class="_ _0"></span>liquidity <span class="_ _0"></span>management policy <span class="_ _10"></span>are recognized </div><div class="t m0 x4 h2 y379 ff1 fs0 fc0 sc0 ls0 ws0">as cash and cash equivalents <span class="_ _5"></span>for purposes of the statement of cash flows.  </div><div class="t m0 x4 h2 y37a ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>reporting <span class="_ _0"></span>date, <span class="_ _10"></span>currencies <span class="_ _0"></span>held <span class="_ _10"></span>in <span class="_ _0"></span>bank <span class="_ _10"></span>accounts <span class="_ _0"></span>and <span class="_ _10"></span>foreign <span class="_ _10"></span>exchange <span class="_ _0"></span>cash <span class="_ _10"></span>registers <span class="_ _0"></span>are <span class="_ _10"></span>valued <span class="_ _0"></span>at <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y37b ff1 fs0 fc0 sc0 ls0 ws0">average exchange rate deter<span class="_ _5"></span>mined for a given currency by the President of the National<span class="_ _5"></span> Bank of Poland.  </div><div class="t m0 x4 h2 y37c ff1 fs0 fc0 sc0 ls0 ws0">For cash <span class="_ _0"></span>and <span class="_ _0"></span>cash equivalents <span class="_ _0"></span>for which <span class="_ _0"></span>no indications <span class="_ _0"></span>of impairment <span class="_ _0"></span>due to <span class="_ _0"></span>credit risk <span class="_ _0"></span>have <span class="_ _0"></span>been identified, <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y37d ff1 fs0 fc0 sc0 ls0 ws0">estimation <span class="_ _13"></span>of <span class="_ _14"> </span>allowances <span class="_ _14"> </span>is <span class="_ _14"> </span>carried <span class="_ _14"> </span>out <span class="_ _14"></span>using <span class="_ _13"></span>individual <span class="_ _14"> </span>parameters <span class="_ _14"> </span>determined <span class="_ _13"></span>based <span class="_ _14"> </span>on <span class="_ _14"> </span>benchmarks <span class="_ _14"> </span>(using </div><div class="t m0 x4 h2 y37e ff1 fs0 fc0 sc0 ls0 ws0">information <span class="_ _13"></span>on <span class="_ _14"> </span>bank <span class="_ _14"></span>ratings), <span class="_ _13"></span>scaled <span class="_ _14"> </span>to <span class="_ _14"> </span>the <span class="_ _13"></span>horizon <span class="_ _14"> </span>for <span class="_ _14"> </span>estimating <span class="_ _13"></span>expected <span class="_ _13"></span>cred<span class="_ _0"></span>it <span class="_ _13"></span>losses. <span class="_ _14"> </span>For <span class="_ _14"></span>cash <span class="_ _13"></span>and <span class="_ _14"> </span>cash </div><div class="t m0 x4 h2 y37f ff1 fs0 fc0 sc0 ls0 ws0">equivalents for <span class="_ _0"></span>which <span class="_ _0"></span>there are <span class="_ _0"></span>indications of <span class="_ _0"></span>impairment <span class="_ _0"></span>due <span class="_ _0"></span>to credit <span class="_ _0"></span>risk, <span class="_ _0"></span>the Group <span class="_ _0"></span>analyzes <span class="_ _0"></span>recoveries using </div><div class="t m0 x4 h2 y380 ff1 fs0 fc0 sc0 ls0 ws0">probability-weighted scenari<span class="_ _5"></span>os. </div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x4 y381 w17 h4e" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 25 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h37 y382 ff3 fs8 fc0 sc0 ls0 ws0">Leasing </div><div class="t m0 x4 h2 y383 ff1 fs0 fc0 sc0 ls0 ws0">The Group <span class="fc8">applies the principl<span class="_ _5"></span>es of IFRS 16 &quot;Leases&quot; to leases. </span></div><div class="t m0 x4 h2 y384 ff1 fs0 fc8 sc0 ls0 ws0">Under <span class="_ _15"></span>IFRS <span class="_ _15"></span>16, <span class="_ _13"></span>a <span class="_ _15"></span>distinction <span class="_ _15"></span>is <span class="_ _15"></span>made <span class="_ _13"></span>between <span class="_ _15"></span>leases <span class="_ _15"></span>and <span class="_ _15"></span>service <span class="_ _15"></span>contracts <span class="_ _13"></span>based <span class="_ _15"></span>on <span class="_ _15"></span>whether <span class="_ _15"></span>the <span class="_ _15"></span>lessee <span class="_ _13"></span>of <span class="_ _15"></span>a </div><div class="t m0 x4 h2 y385 ff1 fs0 fc8 sc0 ls0 ws0">particular asset controls the a<span class="_ _5"></span>sset that is the subject of the contract. </div><div class="t m0 x4 h2 y386 ff1 fs0 fc8 sc0 ls0 ws0">Control is believed to exist if <span class="fc0">the Gro<span class="_ _5"></span>up<span class="_ _0"></span><span class="fc8">: </span></span></div><div class="t m0 x76 h2 y387 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">has the right to receive substa<span class="_ _5"></span>ntially all of the economic benefits from the use <span class="_ _5"></span>of the identified asset, </span></span></div><div class="t m0 x76 h2 y388 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Has the right to direct the use<span class="_ _5"></span> of the identified asset. </span></span></div><div class="t m0 x4 h2 y389 ff1 fs0 fc0 sc0 ls0 ws0">For identified leases, the Group prese<span class="_ _5"></span>nts right-<span class="ls1">of</span>-use assets on the one hand and lease liabili<span class="_ _5"></span>ties on the other. </div><div class="t m0 x4 h20 y38a ff1 fs0 fc8 sc0 ls0 ws0"><span class="fc6 sc0">Ri</span><span class="fc6 sc0">gh</span><span class="fc6 sc0">t</span><span class="fc6 sc0">-</span><span class="ls1"><span class="fc6 sc0">of</span></span><span class="fc6 sc0">-</span><span class="fc6 sc0">use</span><span class="fc6 sc0"> as</span><span class="fc6 sc0">set</span><span class="fc6 sc0">s</span><span class="ff3"><span class="fc6 sc0"> </span></span></div><div class="t m0 x4 h34 y38b ff4 fs0 fc8 sc0 ls0 ws0">Initial recognition and me<span class="_ _8"></span>asurement  </div><div class="t m0 x4 h2 y38c ff1 fs0 fc8 sc0 ls0 ws0">For  contracts  identified <span class="_ _17"> </span>as  leases,  <span class="fc0">the  Group  </span>recognizes  rig<span class="_ _5"></span>ht-<span class="ls1">of</span>-use  assets  in  its  bala<span class="_ _5"></span>nce  sheet  as  of  the </div><div class="t m0 x4 h2 y38d ff1 fs0 fc8 sc0 ls0 ws0">commencement <span class="_ _8"></span>date of t<span class="_ _5"></span>he lease (i.e., the<span class="_ _5"></span> date on whic<span class="_ _5"></span>h the leased asset <span class="_ _5"></span>is available to <span class="_ _5"></span><span class="fc0">the Group <span class="fc8">for <span class="_ _5"></span>use). Right-</span></span></div><div class="t m0 x4 h2 y38e ff1 fs0 fc8 sc0 ls1 ws0">of<span class="ls0">-use <span class="_ _10"></span>assets <span class="_ _0"></span>are <span class="_ _10"></span>recognized <span class="_ _10"></span>initially <span class="_ _10"></span>at <span class="_ _0"></span>cost. <span class="_ _15"></span>The <span class="_ _0"></span>cost <span class="_ _10"></span>of <span class="_ _10"></span>a <span class="_ _10"></span>right-<span class="ls3">of</span>-use <span class="_ _10"></span>asset <span class="_ _10"></span>includes: <span class="_ _10"></span>the <span class="_ _10"></span>amount <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>initial </span></div><div class="t m0 x4 h2 y38f ff1 fs0 fc8 sc0 ls0 ws0">measurement of <span class="_ _10"></span>the lease <span class="_ _0"></span>liability, <span class="_ _0"></span>any <span class="_ _0"></span>lease <span class="_ _0"></span>payments <span class="_ _0"></span>paid <span class="_ _0"></span>on <span class="_ _0"></span>or <span class="_ _0"></span>before <span class="_ _0"></span>the <span class="_ _0"></span>lease <span class="_ _0"></span>commencement date <span class="_ _0"></span>less <span class="_ _0"></span>any </div><div class="t m0 x4 h2 y390 ff1 fs0 fc8 sc0 ls0 ws0">lease incentives received, the initial direct costs incu<span class="_ _5"></span>rr<span class="_ _0"></span>ed by the lessee and an estimate of the costs to be incurre<span class="_ _8"></span>d </div><div class="t m0 x4 h2 y391 ff1 fs0 fc8 sc0 ls0 ws0">by the lessee in dismantling a<span class="_ _5"></span>nd r<span class="_ _0"></span>emoving the unde<span class="_ _5"></span>rlying asset. </div><div class="t m0 x4 h34 y392 ff4 fs0 fc8 sc0 ls0 ws0">Subsequent valuation </div><div class="t m0 x4 h2 y393 ff1 fs0 fc8 sc0 ls0 ws0">The <span class="_ _0"></span>Group measures <span class="_ _0"></span>the <span class="_ _0"></span>right-<span class="ls1">of</span>-use asset <span class="_ _0"></span>using <span class="_ _0"></span>the <span class="_ _0"></span>cost <span class="_ _0"></span>model, i.e., <span class="_ _0"></span>net <span class="_ _0"></span>of <span class="_ _0"></span>depreciation and <span class="_ _0"></span>impairment <span class="_ _0"></span>losses, </div><div class="t m0 x4 h2 y394 ff1 fs0 fc8 sc0 ls0 ws0">if <span class="_ _0"></span>any, <span class="_ _10"></span>but <span class="_ _10"></span>also <span class="_ _0"></span>after <span class="_ _10"></span>appropriate <span class="_ _0"></span>adjustment <span class="_ _0"></span>for <span class="_ _10"></span>lease <span class="_ _0"></span>liability <span class="_ _10"></span>conversions <span class="_ _0"></span>made <span class="_ _10"></span>(i.e., <span class="_ _0"></span>modifications <span class="_ _0"></span>that <span class="_ _10"></span>do <span class="_ _0"></span>not </div><div class="t m0 x4 h2 y395 ff1 fs0 fc8 sc0 ls0 ws0">result in <span class="_ _5"></span>the need to rec<span class="_ _5"></span>ognize a separate leas<span class="_ _5"></span>e). Amortization of <span class="_ _5"></span>the Group&apos;s right-<span class="ls1">of<span class="_ _5"></span><span class="ls0">-use is generally <span class="_ _5"></span>made using </span></span></div><div class="t m0 x4 h2 y396 ff1 fs0 fc8 sc0 ls0 ws0">the <span class="_ _10"></span>straight-line <span class="_ _0"></span>method. <span class="_ _10"></span>If <span class="_ _10"></span>the <span class="_ _10"></span>lease <span class="_ _10"></span>transfers <span class="_ _10"></span>ownership <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>underlying <span class="_ _10"></span>asset <span class="_ _10"></span>to <span class="_ _10"></span>the <span class="_ _10"></span>Group <span class="_ _10"></span>at <span class="_ _10"></span>the <span class="_ _10"></span>end <span class="_ _10"></span>of <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y397 ff1 fs0 fc8 sc0 ls0 ws0">lease term, or if the cost of th<span class="_ _5"></span>e right-<span class="ls1">of</span>-use asset takes into account that the Group will<span class="_ _5"></span> ex<span class="_ _0"></span>ercise a call option, the </div><div class="t m0 x4 h2 y255 ff1 fs0 fc8 sc0 ls0 ws0">Group amortizes <span class="_ _5"></span>the right-<span class="ls3">of</span>-use <span class="_ _5"></span>asset from the <span class="_ _5"></span>commencement <span class="_ _5"></span>date until the <span class="_ _5"></span>end of t<span class="_ _5"></span>he underlying ass<span class="_ _5"></span>et&apos;s useful </div><div class="t m0 x4 h2 y398 ff1 fs0 fc8 sc0 ls0 ws0">life. <span class="_ _10"></span>Otherwise, <span class="_ _10"></span>the <span class="_ _15"></span>Group <span class="_ _10"></span>depreciates <span class="_ _10"></span>the <span class="_ _10"></span>right-<span class="ls3">of</span>-use <span class="_ _15"></span>a<span class="_ _5"></span>sset <span class="_ _15"></span>from <span class="_ _10"></span>the <span class="_ _10"></span>commencement <span class="_ _10"></span>date <span class="_ _10"></span>until <span class="_ _15"></span>the <span class="_ _0"></span>end <span class="_ _15"></span>of <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y399 ff1 fs0 fc8 sc0 ls0 ws0">lease <span class="_ _13"></span>term <span class="_ _13"></span>or <span class="_ _13"></span>the <span class="_ _13"></span>end <span class="_ _13"></span>of <span class="_ _13"></span>the <span class="_ _13"></span>lease <span class="_ _13"></span>term, <span class="_ _13"></span>whichever <span class="_ _13"></span>is <span class="_ _13"></span>earlier. <span class="_ _13"></span> <span class="_ _13"></span>The <span class="_ _13"></span>Group <span class="_ _13"></span>applies <span class="_ _13"></span>the <span class="_ _13"></span>provisions <span class="_ _13"></span>of <span class="_ _13"></span>IAS <span class="_ _13"></span>36, </div><div class="t m0 x4 h2 y39a ff1 fs0 fc8 sc0 ls0 ws0">&quot;Impairment of Assets,&quot; to esti<span class="_ _5"></span>mate any impairment of right-<span class="ls1">of</span>-<span class="ls1">us</span>e assets.<span class="ff4"> </span></div><div class="t m0 x4 h20 y39b ff1 fs0 fc8 sc0 ls0 ws0"><span class="fc6 sc0">Lease o</span><span class="fc6 sc0">bligati</span><span class="fc6 sc0">ons</span><span class="ff3"> </span></div><div class="t m0 x4 h34 y39c ff4 fs0 fc8 sc0 ls0 ws0">Initial shot </div><div class="t m0 x4 h2 y39d ff1 fs0 fc8 sc0 ls0 ws0">At <span class="_ _15"></span>the <span class="_ _15"></span>lease <span class="_ _15"></span>inception <span class="_ _15"></span>date,<span class="_ _8"></span> <span class="_ _15"></span><span class="fc0">the <span class="_ _15"></span>Group <span class="_ _15"></span></span>measures <span class="_ _15"></span>the <span class="_ _15"></span>lease <span class="_ _15"></span>liability <span class="_ _15"></span>at <span class="_ _15"></span>t<span class="_ _5"></span>he <span class="_ _15"></span>present <span class="_ _15"></span>value <span class="_ _15"></span>of <span class="_ _15"></span>the <span class="_ _15"></span>lease <span class="_ _15"></span>payments </div><div class="t m0 x4 h2 y39e ff1 fs0 fc8 sc0 ls0 ws0">outstanding <span class="_ _10"></span>at <span class="_ _10"></span>that <span class="_ _10"></span>date. <span class="_ _10"></span><span class="fc0">The <span class="_ _10"></span>Group <span class="_ _10"></span></span>discounts <span class="_ _10"></span>lease <span class="_ _10"></span>payments <span class="_ _10"></span>using <span class="_ _10"></span>the <span class="_ _10"></span>marginal <span class="_ _10"></span>interest <span class="_ _10"></span>rate. <span class="_ _10"></span>Lease <span class="_ _10"></span>payments </div><div class="t m0 x4 h2 y39f ff1 fs0 fc8 sc0 ls0 ws0">include fixed payments (including substa<span class="_ _5"></span>ntially fixed lease payments) less any lease incentives payable<span class="lsd">, </span>variable </div><div class="t m0 x4 h2 y3a0 ff1 fs0 fc8 sc0 ls0 ws0">lease <span class="_ _10"></span>payments <span class="_ _10"></span>that <span class="_ _15"></span>depend <span class="_ _0"></span>on <span class="_ _15"></span>the <span class="_ _10"></span>index <span class="_ _10"></span>or <span class="_ _15"></span>rate,<span class="_ _5"></span> <span class="_ _15"></span>the <span class="_ _10"></span>amount <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _15"></span>gua<span class="_ _8"></span>ranteed <span class="_ _10"></span>residual <span class="_ _10"></span>value <span class="_ _15"></span>an<span class="_ _5"></span>d <span class="_ _15"></span>the <span class="_ _10"></span>exercise </div><div class="t m0 x4 h2 y3a1 ff1 fs0 fc8 sc0 ls0 ws0">price of the call option (if <span class="_ _0"></span>it can be determined with reasonable c<span class="_ _0"></span>ertainty that <span class="fc0">the Group </span>will <span class="_ _0"></span>exercise the option) </div><div class="t m0 x4 h2 y3a2 ff1 fs0 fc8 sc0 ls0 ws0">and <span class="_ _15"></span>termination <span class="_ _15"></span>penalties <span class="_ _15"></span>(if <span class="_ _15"></span>it <span class="_ _13"></span>is <span class="_ _15"></span>reasonably <span class="_ _15"></span>certain <span class="_ _15"></span>that <span class="_ _13"></span>the <span class="_ _15"></span><span class="fc0">Group</span> <span class="_ _13"></span>will <span class="_ _15"></span>exercise <span class="_ _15"></span>the <span class="_ _15"></span>option). <span class="_ _15"></span> <span class="_ _13"></span>Variable <span class="_ _15"></span>lease </div><div class="t m0 x4 h2 y3a3 ff1 fs0 fc8 sc0 ls0 ws0">payments that<span class="_ _5"></span> do not <span class="_ _5"></span>dep<span class="_ _0"></span>end on <span class="_ _5"></span>an index <span class="_ _8"></span>or rate <span class="_ _5"></span>are recognized im<span class="_ _5"></span>mediately as an <span class="_ _5"></span>expense in the<span class="_ _5"></span> period in <span class="_ _5"></span>which </div><div class="t m0 x4 h2 y3a4 ff1 fs0 fc8 sc0 ls0 ws0">the event or condition givi<span class="_ _8"></span>ng rise to the payment occurr<span class="_ _5"></span>ed. </div><div class="t m0 x4 h34 y3a5 ff4 fs0 fc8 sc0 ls0 ws0">Subsequent valuation </div><div class="t m0 x4 h2 y3a6 ff1 fs0 fc8 sc0 ls0 ws0">In <span class="_ _10"></span>subsequent <span class="_ _10"></span>periods, <span class="_ _10"></span>the <span class="_ _0"></span>lease <span class="_ _10"></span>liability <span class="_ _10"></span>is <span class="_ _10"></span>reduced <span class="_ _10"></span>by <span class="_ _10"></span>repayments <span class="_ _10"></span>made <span class="_ _0"></span>and <span class="_ _15"></span>inc<span class="_ _5"></span>reased <span class="_ _10"></span>by <span class="_ _10"></span>accrued <span class="_ _10"></span>interest. <span class="_ _10"></span>To </div><div class="t m0 x4 h2 y3a7 ff1 fs0 fc8 sc0 ls0 ws0">calculate intere<span class="_ _5"></span>st, <span class="fc0">the Group </span>use<span class="_ _5"></span>s the lessee&apos;s mar<span class="_ _5"></span>ginal rate, which is <span class="_ _5"></span>the sum of <span class="_ _5"></span>the value of <span class="_ _5"></span>the risk-free rate <span class="_ _5"></span>and </div><div class="t m0 x4 h2 y3a8 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _15"></span>Group&apos;s <span class="_ _13"></span><span class="fc8">credit <span class="_ _13"></span>risk <span class="_ _13"></span>premium. <span class="_ _15"></span>When <span class="_ _13"></span>a <span class="_ _15"></span>modification <span class="_ _13"></span>is <span class="_ _13"></span>made <span class="_ _15"></span>to <span class="_ _13"></span>a <span class="_ _13"></span>lease <span class="_ _13"></span>agreement, <span class="_ _15"></span>the <span class="_ _13"></span>term <span class="_ _15"></span>or <span class="_ _13"></span>amount <span class="_ _13"></span>of </span></div><div class="t m0 x4 h2 y3a9 ff1 fs0 fc8 sc0 ls0 ws0">substantially fixed lease payments changes, or there is a change <span class="_ _0"></span>in judgment regarding the <span class="_ _0"></span>exercise of the option </div><div class="t m0 x4 h2 y3aa ff1 fs0 fc8 sc0 ls0 ws0">to purchase the leased asset, the lease li<span class="_ _5"></span>ability is recalculated to reflect the described changes. <span class="_ _5"></span>The revaluation of </div><div class="t m0 x4 h2 y3ab ff1 fs0 fc8 sc0 ls0 ws0">the liability also triggers a cor<span class="_ _5"></span>responding revaluation of the right-<span class="ls3">of</span>-use asset. </div><div class="t m0 x4 h2 y3ac ff1 fs0 fc0 sc0 ls0 ws0"><span class="fc6 sc0">Shor</span><span class="fc6 sc0">t</span><span class="fc6 sc0">-</span><span class="fc6 sc0">te</span><span class="fc6 sc0">rm </span><span class="fc6 sc0">c</span><span class="fc6 sc0">on</span><span class="fc6 sc0">tract</span><span class="fc6 sc0">s and lo</span><span class="fc6 sc0">w</span><span class="fc6 sc0">-</span><span class="_ _5"></span><span class="fc6 sc0">value </span><span class="fc6 sc0">a</span><span class="fc6 sc0">ssets</span> </div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x4 y335 w17 h4d" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 26 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>Group <span class="fc8">applies <span class="_ _5"></span>a practical<span class="_ _8"></span> <span class="_ _5"></span>exception for <span class="_ _5"></span>contracts <span class="_ _5"></span>with a <span class="_ _5"></span>term of <span class="_ _5"></span>less than <span class="_ _5"></span>12 months<span class="_ _5"></span> from <span class="_ _5"></span>the commenceme<span class="_ _8"></span>nt </span></div><div class="t m0 x4 h2 y296 ff1 fs0 fc8 sc0 ls0 ws0">date <span class="_ _10"></span>of <span class="_ _15"></span>the <span class="_ _15"></span>lea<span class="_ _5"></span>se <span class="_ _15"></span>or <span class="_ _10"></span>for <span class="_ _15"></span>contracts <span class="_ _10"></span>in <span class="_ _15"></span>which <span class="_ _10"></span>the <span class="_ _15"></span>object <span class="_ _10"></span>is <span class="_ _15"></span>a <span class="_ _10"></span>low <span class="_ _15"></span>initial <span class="_ _10"></span>value <span class="_ _10"></span>item. <span class="_ _15"></span>In <span class="_ _10"></span>accordance <span class="_ _15"></span>with <span class="_ _10"></span>the <span class="_ _15"></span>IASB </div><div class="t m0 x4 h2 y297 ff1 fs0 fc8 sc0 ls0 ws0">guidelines, <span class="_ _15"></span>low-value <span class="_ _13"></span>items <span class="_ _13"></span>may <span class="_ _15"></span>be <span class="_ _13"></span>considered <span class="_ _13"></span>to <span class="_ _15"></span>be <span class="_ _13"></span>objects <span class="_ _15"></span>who<span class="_ _0"></span>se <span class="_ _15"></span>value <span class="_ _13"></span>does <span class="_ _15"></span>not <span class="_ _13"></span>exceed <span class="_ _13"></span>the <span class="_ _13"></span>equivalent <span class="_ _15"></span>of </div><div class="t m0 x4 h2 y298 ff1 fs0 fc8 sc0 ls0 ws0">$5,000.00. <span class="_ _0"></span>Lease <span class="_ _0"></span>payments <span class="_ _10"></span>for <span class="_ _0"></span>both <span class="_ _0"></span>of<span class="_ _0"></span> <span class="_ _0"></span>these <span class="_ _0"></span>exceptions <span class="_ _10"></span>are <span class="_ _0"></span>recognized <span class="_ _0"></span>as <span class="_ _0"></span>expenses <span class="_ _10"></span>in <span class="_ _0"></span>the <span class="_ _0"></span>period <span class="_ _10"></span>to <span class="_ _0"></span>which <span class="_ _0"></span>they </div><div class="t m0 x4 h2 y299 ff1 fs0 fc8 sc0 ls0 ws0">relate. Neither the right-<span class="ls3">of</span>-use asset nor the<span class="_ _5"></span> corresponding financial liability is recognized in<span class="_ _8"></span> this case. </div><div class="t m0 x4 h2 y3ad ff1 fs0 fc8 sc0 ls0 ws0">Payments <span class="_ _15"></span>for <span class="_ _10"></span>contracts <span class="_ _15"></span>not <span class="_ _15"></span>identified <span class="_ _10"></span>under <span class="_ _15"></span>IFRS <span class="_ _15"></span>16 <span class="_ _15"></span>as <span class="_ _10"></span>leases <span class="_ _15"></span>are <span class="_ _15"></span>recognize<span class="_ _5"></span>d <span class="_ _15"></span>as <span class="_ _15"></span>expenses <span class="_ _15"></span>in <span class="_ _10"></span>the <span class="_ _15"></span>statement <span class="_ _15"></span>of </div><div class="t m0 x4 h2 y3ae ff1 fs0 fc8 sc0 ls0 ws0">comprehensive income on a st<span class="_ _5"></span>raight-<span class="_ _0"></span>line basis over the term<span class="_ _5"></span> of the contract. </div><div class="t m0 x4 h2 y2f1 ff1 fs0 fc8 sc0 ls0 ws0">The Group is not a party to<span class="_ _5"></span> agreements under which it would be a lessor. </div><div class="t m0 x4 h37 y3af ff3 fs8 fc0 sc0 ls0 ws0">Equity </div><div class="t m0 x4 h2 y3b0 ff1 fs0 fc0 sc0 ls0 ws0">The Group&apos;<span class="fc8">s equity consists of<span class="_ _5"></span>: </span></div><div class="t m0 x4 h11 y364 ff1 fs0 fc8 sc0 ls0 ws0">a) Equity attributable to share<span class="_ _8"></span>holders of the parent compan<span class="_ _5"></span>y,<span class="_ _0"></span> including:<span class="ff2 fs8"> </span></div><div class="t m0 x76 h2 y3b1 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Share capital, </span></span></div><div class="t m0 x76 h2 y3b2 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Share premium  </span></span></div><div class="t m0 x76 h2 y3b3 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Other capital reserves, </span></span></div><div class="t m0 x76 h2 y1f2 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Retained earnings, </span></span></div><div class="t m0 x76 h2 y3b4 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Capital Reserve, </span></span></div><div class="t m0 x76 h2 y3b5 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Financial result of the current pe<span class="_ _5"></span>riod, </span></span></div><div class="t m0 x76 h2 y3b6 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Foreign exchange differences<span class="_ _5"></span> on translation. </span></span></div><div class="t m0 x4 h2 y3b7 ff1 fs0 fc8 sc0 ls1 ws0">b)<span class="ls0"> Non-controlli<span class="_ _8"></span>ng interests. </span></div><div class="t m0 x4 h2 y3b8 ff1 fs0 fc8 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y3b9 ff1 fs0 fc8 sc0 ls0 ws0">Share capital is reported at t<span class="_ _5"></span>he amount shown in the Articles of Association and the<span class="_ _5"></span> N<span class="_ _0"></span>ational Court Regist<span class="_ _5"></span>er.<span class="_ _0"></span> </div><div class="t m0 x4 h2 y3ba ff1 fs0 fc8 sc0 ls0 ws0">Share <span class="_ _10"></span>premium <span class="_ _10"></span>is <span class="_ _10"></span>the <span class="_ _10"></span>excess <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>issue <span class="_ _0"></span>pr<span class="_ _0"></span>ice <span class="_ _10"></span>of <span class="_ _10"></span>shares <span class="_ _10"></span>over <span class="_ _10"></span>their <span class="_ _0"></span>par <span class="_ _10"></span>value <span class="_ _10"></span>less <span class="_ _10"></span>the <span class="_ _10"></span>costs <span class="_ _10"></span>of <span class="_ _10"></span>such <span class="_ _10"></span>issue. <span class="_ _10"></span>Share </div><div class="t m0 x4 h2 y3bb ff1 fs0 fc8 sc0 ls0 ws0">issuance costs <span class="_ _5"></span>incurred at the formation <span class="_ _5"></span>of a joint-stock company <span class="_ _5"></span>or an increase in share <span class="_ _5"></span>capital reduce the capital<span class="_ _5"></span> </div><div class="t m0 x4 h2 y3bc ff1 fs0 fc8 sc0 ls0 ws0">reserve to the amount of the<span class="_ _5"></span> share premium. </div><div class="t m0 x4 h2 y3bd ff1 fs0 fc8 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y3be ff1 fs0 fc8 sc0 ls0 ws0">Other capital reserves are formed from:<span class="_ _5"></span> </div><div class="t m0 x76 h2 y3bf ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc8">Revaluations of assets, </span></span></div><div class="t m0 x76 h2 y3c0 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc8">Settlement of<span class="_ _0"></span> <span class="_ _0"></span>the <span class="_ _0"></span>share-based payment <span class="_ _0"></span>plan <span class="_ _0"></span>in <span class="_ _0"></span>accordance <span class="_ _0"></span>with <span class="_ _0"></span>IFRS <span class="_ _0"></span>2, <span class="_ _0"></span>&apos;Share<span class="_ _0"></span>-based <span class="_ _0"></span>Payment,&apos; <span class="_ _0"></span>and <span class="_ _0"></span>the </span></span></div><div class="t m0 x85 h2 y3c1 ff1 fs0 fc8 sc0 ls0 ws0">transfer <span class="_ _5"></span>of any <span class="_ _6"></span>share premium <span class="_ _5"></span>upon <span class="_ _5"></span>the incre<span class="_ _5"></span>ase of <span class="_ _5"></span>share <span class="_ _5"></span>capital in <span class="_ _5"></span>connection <span class="_ _5"></span>with <span class="_ _5"></span>the issuance <span class="_ _6"></span>of shares<span class="_ _5"></span> </div><div class="t m0 x85 h2 y3c2 ff1 fs0 fc8 sc0 ls0 ws0">to its participants. </div><div class="t m0 x76 h2 y3c3 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc8">Appropriations of profit fr<span class="_ _8"></span>om subsequent financial<span class="_ _8"></span> years </span></span></div><div class="t m0 x4 h2 y3c4 ff1 fs0 fc8 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y3c5 ff1 fs0 fc8 sc0 ls0 ws0">Undistributed <span class="_ _15"></span>retained <span class="_ _13"></span>earnings <span class="_ _15"></span>represent <span class="_ _15"></span>profits <span class="_ _13"></span>and <span class="_ _15"></span>losses <span class="_ _13"></span>earned <span class="_ _15"></span>in <span class="_ _13"></span>previous <span class="_ _15"></span>fiscal <span class="_ _13"></span>years <span class="_ _15"></span>not <span class="_ _13"></span>transferred <span class="_ _15"></span>by </div><div class="t m0 x4 h2 y3c6 ff1 fs0 fc8 sc0 ls0 ws0">resolution of the approvin<span class="_ _5"></span>g <span class="_ _0"></span>authority to anot<span class="_ _5"></span>her item of capital or to the payment of dividends.  </div><div class="t m0 x4 h2 y3c7 ff1 fs0 fc8 sc0 ls0 ws0">Reserve capital - <span class="_ _0"></span>in accordance <span class="_ _0"></span>with IFRS 2 <span class="_ _0"></span>&quot;share-based payments&quot;, <span class="_ _0"></span>the entity discloses <span class="_ _0"></span>in this item <span class="_ _0"></span>an increase </div><div class="t m0 x4 h2 y3c8 ff1 fs0 fc8 sc0 ls0 ws0">in e<span class="_ _5"></span>qu<span class="_ _0"></span>ity <span class="_ _5"></span>related to <span class="_ _5"></span>the enacted <span class="_ _5"></span>incentive <span class="_ _5"></span>program for <span class="_ _5"></span>key <span class="_ _5"></span>personnel. In <span class="_ _5"></span>the event <span class="_ _5"></span>that the<span class="_ _8"></span> vestin<span class="_ _5"></span>g of <span class="_ _5"></span>a specific <span class="_ _5"></span>pool </div><div class="t m0 x4 h2 y3c9 ff1 fs0 fc8 sc0 ls0 ws0">of equity <span class="_ _0"></span>instruments d<span class="_ _0"></span>oes not <span class="_ _0"></span>take <span class="_ _0"></span>place until <span class="_ _0"></span>the <span class="_ _0"></span>fixed period <span class="_ _0"></span>of <span class="_ _0"></span>achievement of <span class="_ _0"></span>certain tasks <span class="_ _0"></span>by <span class="_ _0"></span>participants in </div><div class="t m0 x4 h2 y3ca ff1 fs0 fc8 sc0 ls0 ws0">the <span class="_ _0"></span>incentive <span class="_ _0"></span>program <span class="_ _10"></span>has <span class="_ _0"></span>elapsed, <span class="_ _10"></span><span class="fc0">the <span class="_ _0"></span>Group <span class="_ _0"></span></span>assumes <span class="_ _10"></span>that <span class="_ _0"></span>the <span class="_ _0"></span>tasks <span class="_ _10"></span>to <span class="_ _0"></span>be <span class="_ _0"></span>achieved <span class="_ _10"></span>(a <span class="_ _0"></span>prerequisite) <span class="_ _0"></span>in <span class="_ _10"></span>exchange </div><div class="t m0 x4 h2 y3cb ff1 fs0 fc8 sc0 ls0 ws0">for the <span class="_ _0"></span>equity instruments will <span class="_ _0"></span>be received <span class="_ _0"></span>in the <span class="_ _10"></span>future during the <span class="_ _0"></span>vesting period. <span class="_ _0"></span><span class="fc0">The Group <span class="_ _0"></span></span>treats the <span class="_ _0"></span>indicated </div><div class="t m0 x4 h2 y3cc ff1 fs0 fc8 sc0 ls0 ws0">tasks <span class="_ _0"></span>as <span class="_ _0"></span>services <span class="_ _0"></span>provided <span class="_ _0"></span>by <span class="_ _10"></span>the <span class="_ _0"></span>incentive <span class="_ _0"></span>program <span class="_ _0"></span>participants <span class="_ _0"></span>during <span class="_ _0"></span>the <span class="_ _0"></span>vesting <span class="_ _0"></span>period, <span class="_ _10"></span>with <span class="_ _0"></span>a <span class="_ _0"></span>corresponding </div><div class="t m0 x4 h2 y3cd ff1 fs0 fc8 sc0 ls0 ws0">increase in equity. </div><div class="t m0 x4 h2 y3ce ff1 fs0 fc8 sc0 ls0 ws0">In order to settle the ince<span class="_ _5"></span>ntive program, <span class="fc0">the Group </span>will charge a<span class="_ _5"></span> proportionate share of its fair value to<span class="_ _5"></span> expense in </div><div class="t m0 x4 h2 y3cf ff1 fs0 fc8 sc0 ls0 ws0">each period of <span class="_ _0"></span>the program&apos;s duration, while increasing <span class="_ _0"></span>the reserve capital. On<span class="_ _0"></span>ce certain conditions necessary for </div><div class="t m0 x4 h2 y3d0 ff1 fs0 fc8 sc0 ls0 ws0">the subsc<span class="_ _8"></span>ription of <span class="_ _5"></span>shares under <span class="_ _5"></span>the incentive <span class="_ _5"></span>program are <span class="_ _5"></span>met, the <span class="_ _5"></span>reserve<span class="_ _0"></span> capital<span class="_ _5"></span> will be <span class="_ _5"></span>settled by inc<span class="_ _5"></span>reasing the </div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x4 y335 w17 h4d" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 27 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc8 sc0 ls0 ws0">share <span class="_ _0"></span>capital <span class="_ _10"></span>and <span class="_ _0"></span>transferring <span class="_ _0"></span>the <span class="_ _0"></span>agio, <span class="_ _10"></span>if <span class="_ _0"></span>any, <span class="_ _10"></span>to <span class="_ _0"></span>other <span class="_ _10"></span>capitals <span class="_ _0"></span>when <span class="_ _10"></span>the <span class="_ _0"></span>share <span class="_ _0"></span>capital <span class="_ _0"></span>is <span class="_ _10"></span>increased <span class="_ _0"></span>in <span class="_ _10"></span>connection </div><div class="t m0 x4 h2 y296 ff1 fs0 fc8 sc0 ls0 ws0">with the issue of shares to it<span class="_ _8"></span>s participants. </div><div class="t m0 x4 h2 y2ec ff1 fs0 fc8 sc0 ls0 ws0">Foreign exchange differences on <span class="_ _0"></span>translation - <span class="_ _0"></span>represents the <span class="_ _0"></span>capital resulting from the <span class="_ _0"></span>translation of the <span class="_ _0"></span>equity of </div><div class="t m0 x4 h2 y2ed ff1 fs0 fc8 sc0 ls0 ws0">a subsidiary based outside the count<span class="_ _5"></span>ry<span class="_ _0"></span><span class="fc0">. </span></div><div class="t m0 x4 h37 y3d1 ff3 fs8 fc0 sc0 ls0 ws0">Provisions for liabilities  </div><div class="t m0 x4 h2 y3d2 ff1 fs0 fc8 sc0 ls0 ws0">Provisions <span class="_ _10"></span>for <span class="_ _10"></span>liabilities <span class="_ _10"></span>are <span class="_ _10"></span>recognized <span class="_ _10"></span>when <span class="_ _15"></span><span class="fc0">the <span class="_ _10"></span>Group <span class="_ _10"></span></span>has <span class="_ _10"></span>an <span class="_ _10"></span>existing <span class="_ _10"></span>ob<span class="_ _0"></span>ligation <span class="_ _10"></span>(legal <span class="_ _10"></span>or <span class="_ _10"></span>customary) <span class="_ _10"></span>arising </div><div class="t m0 x4 h2 y3d3 ff1 fs0 fc8 sc0 ls0 ws0">from <span class="_ _14"> </span>past <span class="_ _14"> </span>events, <span class="_ _17"> </span>it <span class="_ _14"> </span>is <span class="_ _14"> </span>probable <span class="_ _14"> </span>that <span class="_ _14"> </span>the <span class="_ _17"> </span>fulfillment <span class="_ _14"> </span>of <span class="_ _14"> </span>the <span class="_ _14"> </span>obligation <span class="_ _14"> </span>will <span class="_ _14"> </span>resu<span class="_ _0"></span>lt <span class="_ _14"> </span>in <span class="_ _14"> </span>a <span class="_ _14"> </span>reduction <span class="_ _17"> </span>of <span class="_ _14"> </span>resources </div><div class="t m0 x4 h2 y3d4 ff1 fs0 fc8 sc0 ls0 ws0">embodying <span class="fc0">the Group&apos;</span>s economi<span class="_ _5"></span>c b<span class="_ _0"></span>enefits, and the amou<span class="_ _5"></span>nt of the obligation can be reliably estimated.  </div><div class="t m0 x4 h2 y362 ff1 fs0 fc8 sc0 ls0 ws0">The <span class="_ _5"></span>amount <span class="_ _5"></span>of provisions <span class="_ _6"></span>established <span class="_ _5"></span>is revie<span class="_ _5"></span>wed and <span class="_ _6"></span>updated at <span class="_ _6"></span>the end <span class="_ _6"></span>of the <span class="_ _5"></span>reporting <span class="_ _5"></span>period <span class="_ _5"></span>to re<span class="_ _5"></span>vise estimat<span class="_ _5"></span>es<span class="_ _0"></span> </div><div class="t m0 x4 h2 y3b0 ff1 fs0 fc8 sc0 ls0 ws0">to conform to the <span class="fc0">Group&apos;</span>s state of <span class="_ _5"></span>knowledge at that date. </div><div class="t m0 x4 h2 y364 ff1 fs0 fc8 sc0 ls0 ws0">In the financial statements, pr<span class="_ _5"></span>ov<span class="_ _0"></span>isions are presented as lo<span class="_ _5"></span>ng-<span class="_ _0"></span>term and short-term, respecti<span class="_ _5"></span>vely. </div><div class="t m0 x4 h37 y3d5 ff3 fs8 fc0 sc0 ls0 ws0">Liabilities </div><div class="t m0 x4 h2 y3d6 ff1 fs0 fc8 sc0 ls0 ws0">Liabilities represent <span class="fc0">the <span class="_ _5"></span>Group&apos;<span class="fc8">s present obligation, resultin<span class="_ _5"></span>g from past events, the fulfill<span class="_ _5"></span>ment of which will result </span></span></div><div class="t m0 x4 h2 y3d7 ff1 fs0 fc8 sc0 ls0 ws0">in an outflow of funds containing ec<span class="_ _5"></span>onomic benefits from <span class="fc0">the Group</span>. </div><div class="t m0 x4 h2 y3d8 ff1 fs0 fc8 sc0 ls0 ws0">Non-current liabilities include li<span class="_ _5"></span>abilities that mature more than 12 months from the<span class="_ _5"></span> end of the reporting period. </div><div class="t m0 x4 h2 y3d9 ff1 fs0 fc8 sc0 ls0 ws0">Current liabilities include liab<span class="_ _5"></span>ilities that mature in less than 12 months from the e<span class="_ _5"></span>nd of the reporting period.  </div><div class="t m0 x4 h2 y3da ff1 fs0 fc0 sc0 ls0 ws0">Trade <span class="_ _10"></span>payables <span class="_ _10"></span>are <span class="_ _10"></span>reported <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _10"></span>balance <span class="_ _10"></span>sheet <span class="_ _10"></span>at <span class="_ _10"></span>amortized <span class="_ _10"></span>cost <span class="_ _10"></span>using <span class="_ _10"></span>the <span class="_ _10"></span>effective <span class="_ _10"></span>interest <span class="_ _0"></span>rate <span class="_ _15"></span>met<span class="_ _5"></span>hod. <span class="_ _10"></span>The </div><div class="t m0 x4 h2 y3db ff1 fs0 fc0 sc0 ls0 ws0">valuation of short-term liabilities is carrie<span class="_ _5"></span>d out at the value to be paid due to insignifica<span class="_ _5"></span>nt discounting effects.<span class="fc9"> </span></div><div class="t m0 x4 h2 y3dc ff1 fs0 fc8 sc0 ls0 ws0">Liabilities for the excess<span class="_ _5"></span> of output VAT over input VAT <span class="fc0">to be settle<span class="_ _5"></span>d <span class="_ _0"></span>in a future pe<span class="_ _5"></span>riod are reported under &quot;<span class="fc8">Other </span></span></div><div class="t m0 x4 h2 y106 ff1 fs0 fc8 sc0 ls0 ws0">liabilities.&quot; </div><div class="t m0 x4 h37 y211 ff3 fs8 fc0 sc0 ls0 ws0">Financial liabilities </div><div class="t m0 x4 h2 y3dd ff1 fs0 fc8 sc0 ls0 ws0">A financial liability is any lia<span class="_ _5"></span>bility that is: </div><div class="t m0 x76 h2 y3de ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc8">a <span class="_ _6"></span>contractual <span class="_ _5"></span>obligation <span class="_ _5"></span>to <span class="_ _5"></span>deliver <span class="_ _5"></span>cash <span class="_ _5"></span>or <span class="_ _8"></span>another <span class="_ _6"></span>financial <span class="_ _5"></span>asset <span class="_ _5"></span>to an<span class="_ _5"></span>oth<span class="_ _0"></span>er <span class="_ _6"></span>entity or<span class="_ _5"></span> to<span class="_ _5"></span> exchange<span class="_ _5"></span> financial </span></span></div><div class="t m0 x7f h2 y3df ff1 fs0 fc8 sc0 ls0 ws0">assets or financial lia<span class="_ _8"></span>bilities with another entit<span class="_ _5"></span>y <span class="_ _0"></span>on potentially unfavora<span class="_ _5"></span>ble terms, </div><div class="t m0 x76 h2 y3e0 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc8 lsa">a <span class="_ _13"></span><span class="ls0">contract <span class="_ _13"></span>that <span class="_ _13"></span>will <span class="_ _13"></span>or <span class="_ _13"></span>may <span class="_ _13"></span>be <span class="_ _14"> </span>settled <span class="_ _13"></span>in <span class="_ _13"></span>the <span class="_ _13"></span>entity&apos;s <span class="_ _13"></span>own <span class="_ _14"> </span>equity <span class="_ _13"></span>instruments <span class="_ _13"></span>and <span class="_ _13"></span>is <span class="_ _13"></span>a <span class="_ _13"></span>non<span class="_ _0"></span>-derivative </span></span></span></div><div class="t m0 x7f h2 y3e1 ff1 fs0 fc8 sc0 ls0 ws0">instrument <span class="_ _0"></span>in <span class="_ _0"></span>exchange for <span class="_ _0"></span>which <span class="_ _0"></span>the <span class="_ _0"></span>entity <span class="_ _0"></span>is <span class="_ _0"></span>or <span class="_ _0"></span>may <span class="_ _0"></span>be <span class="_ _0"></span>required <span class="_ _0"></span>to <span class="_ _0"></span>issue <span class="_ _0"></span>a <span class="_ _0"></span>variable <span class="_ _0"></span>number <span class="_ _0"></span>of <span class="_ _0"></span>its <span class="_ _0"></span>own </div><div class="t m0 x7f h2 y3e2 ff1 fs0 fc8 sc0 ls0 ws0">equity <span class="_ _5"></span>instruments, or <span class="_ _5"></span>a <span class="_ _5"></span>derivative instr<span class="_ _5"></span>um<span class="_ _0"></span>ent <span class="_ _5"></span>that will <span class="_ _5"></span>or <span class="_ _5"></span>may be <span class="_ _5"></span>settled <span class="_ _5"></span>oth<span class="_ _0"></span>er <span class="_ _5"></span>than by <span class="_ _5"></span>exchanging <span class="_ _5"></span>a fixed<span class="_ _8"></span> </div><div class="t m0 x7f h2 y3e3 ff1 fs0 fc8 sc0 ls0 ws0">amount of cash or another <span class="_ _8"></span>financial asset for a fixed n<span class="_ _5"></span>umber of the entity&apos;s own equity instruments. </div><div class="t m0 x4 h2 y3e4 ff1 fs0 fc8 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y3e5 ff1 fs0 fc8 sc0 ls0 ws0">At the date <span class="_ _5"></span>of acquisition, <span class="fc0">the Group<span class="_ _5"></span> <span class="fc8">measures financial liab<span class="_ _5"></span>ilities at fair value, t<span class="_ _5"></span>hat is, most often at <span class="_ _5"></span>the fair value </span></span></div><div class="t m0 x4 h2 y18b ff1 fs0 fc8 sc0 ls0 ws0">of <span class="_ _15"></span>t<span class="_ _5"></span>he <span class="_ _15"></span>amount <span class="_ _10"></span>received. <span class="_ _15"></span><span class="fc0">The <span class="_ _15"></span>Group <span class="_ _10"></span></span>includes <span class="_ _15"></span>transacti<span class="_ _5"></span>on <span class="_ _15"></span>costs <span class="_ _10"></span>in <span class="_ _15"></span>the <span class="_ _15"></span>i<span class="_ _5"></span>nitial <span class="_ _15"></span>valuation <span class="_ _10"></span>of <span class="_ _15"></span>all <span class="_ _10"></span>finan<span class="_ _0"></span>cial <span class="_ _10"></span>liabilities, </div><div class="t m0 x4 h2 y3e6 ff1 fs0 fc8 sc0 ls0 ws0">except for the category of lia<span class="_ _5"></span>bilities measured at fair value through profit or loss. </div><div class="t m0 x4 h2 y3e7 ff1 fs0 fc8 sc0 ls0 ws0">After <span class="_ _6"></span>initial <span class="_ _5"></span>recognition, <span class="_ _6"></span>financial <span class="_ _5"></span>liabilities <span class="_ _6"></span>are <span class="_ _5"></span>measured <span class="_ _5"></span>at <span class="_ _6"></span>amortized <span class="_ _5"></span>cost <span class="_ _6"></span>using <span class="_ _5"></span>the <span class="_ _5"></span>effective <span class="_ _6"></span>interest <span class="_ _5"></span>rate <span class="_ _5"></span>method, </div><div class="t m0 x4 h2 y3e8 ff1 fs0 fc8 sc0 ls0 ws0">except <span class="_ _0"></span>for <span class="_ _10"></span>financial <span class="_ _10"></span>liabilities <span class="_ _0"></span>held <span class="_ _10"></span>for <span class="_ _10"></span>trading <span class="_ _0"></span>(refers <span class="_ _10"></span>to <span class="_ _10"></span>derivatives <span class="_ _0"></span>that <span class="_ _10"></span>are <span class="_ _10"></span>liabilities <span class="_ _0"></span>that <span class="_ _10"></span>are <span class="_ _10"></span>not <span class="_ _0"></span>recognized <span class="_ _10"></span>as </div><div class="t m0 x4 h2 y3e9 ff1 fs0 fc8 sc0 ls0 ws0">hedging <span class="_ _5"></span>instruments) <span class="_ _6"></span>or<span class="_ _0"></span> <span class="_ _5"></span>designated <span class="_ _5"></span>as <span class="_ _5"></span>measured <span class="_ _5"></span>at <span class="_ _5"></span>fair <span class="_ _5"></span>value <span class="_ _5"></span>through <span class="_ _5"></span>profit <span class="_ _5"></span>or <span class="_ _5"></span>loss. <span class="_ _5"></span><span class="fc0">The <span class="_ _5"></span>Group <span class="_ _5"></span><span class="fc8">includes <span class="_ _5"></span>derivatives </span></span></div><div class="t m0 x4 h2 y3ea ff1 fs0 fc8 sc0 ls0 ws0">other <span class="_ _10"></span>than <span class="_ _10"></span>hedging <span class="_ _10"></span>instruments <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _10"></span>category <span class="_ _10"></span>of <span class="_ _10"></span>financial <span class="_ _10"></span>liabilities <span class="_ _10"></span>at <span class="_ _10"></span>fair <span class="_ _10"></span>value <span class="_ _10"></span>through <span class="_ _10"></span>profit <span class="_ _10"></span>or <span class="_ _15"></span>loss. <span class="_ _0"></span>Short<span class="_ _0"></span>-</div><div class="t m0 x4 h2 y3eb ff1 fs0 fc8 sc0 ls0 ws0">term trade payables are val<span class="_ _5"></span>ued at the value to be paid due to insignificant discounti<span class="_ _5"></span>ng effects . </div><div class="t m0 x4 h2 y3ec ff1 fs0 fc8 sc0 ls0 ws0">Gains and losses on valuation<span class="_ _5"></span> of f<span class="_ _0"></span>inancial liabili<span class="_ _5"></span>ties are recognized in profit or loss in financing activit<span class="_ _5"></span>ies<span class="_ _0"></span> </div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x4 y335 w17 h4d" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 28 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h37 y382 ff3 fs8 fc0 sc0 ls0 ws0">Incentive program liabilities </div><div class="t m0 x4 h2 y383 ff1 fs0 fc8 sc0 ls0 ws0">The <span class="_ _15"></span>Group, <span class="_ _10"></span>whose <span class="_ _15"></span>parent <span class="_ _10"></span>company <span class="_ _15"></span>is <span class="_ _15"></span>Data<span class="_ _5"></span>Walk <span class="_ _15"></span>S.A., <span class="_ _15"></span>operates <span class="_ _10"></span>an <span class="_ _15"></span>incentive <span class="_ _10"></span>program <span class="_ _15"></span>using <span class="_ _15"></span>cash-settled <span class="_ _15"></span>share-</div><div class="t m0 x4 h2 y3ed ff1 fs0 fc8 sc0 ls0 ws0">based <span class="_ _15"></span>payment <span class="_ _13"></span>transactions. <span class="_ _15"></span>The <span class="_ _13"></span>program <span class="_ _13"></span>is <span class="_ _15"></span>based <span class="_ _13"></span>on <span class="_ _13"></span>derivative <span class="_ _15"></span>financial <span class="_ _13"></span>instruments, <span class="_ _15"></span>entitling <span class="_ _13"></span>the <span class="_ _15"></span>ho<span class="_ _0"></span>lder <span class="_ _15"></span>to </div><div class="t m0 x4 h2 y3ee ff1 fs0 fc8 sc0 ls0 ws0">receive <span class="_ _10"></span>payment <span class="_ _10"></span>of <span class="_ _10"></span>a <span class="_ _15"></span>cas<span class="_ _5"></span>h <span class="_ _15"></span>amount <span class="_ _0"></span>in <span class="_ _15"></span>the<span class="_ _5"></span> <span class="_ _15"></span>amount <span class="_ _10"></span>and <span class="_ _10"></span>under <span class="_ _10"></span>the <span class="_ _10"></span>conditions <span class="_ _10"></span>specified <span class="_ _10"></span>in <span class="_ _15"></span>the<span class="_ _5"></span> <span class="_ _15"></span>Regulati<span class="_ _5"></span>on<span class="_ _0"></span>s <span class="_ _10"></span>and <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y3ef ff1 fs0 fc8 sc0 ls0 ws0">Participation <span class="_ _5"></span>Agreement (so-called <span class="_ _5"></span>Restricted Stock <span class="_ _5"></span>Units, hereinafter <span class="_ _5"></span>&quot;RSUs&quot;). The <span class="_ _5"></span>Program is<span class="_ _5"></span> recognized in <span class="_ _5"></span>the </div><div class="t m0 x4 h2 y2e ff1 fs0 fc8 sc0 ls0 ws0">consolidated <span class="_ _5"></span>financial statements <span class="_ _5"></span>in accor<span class="_ _8"></span>dance <span class="_ _8"></span>with <span class="_ _5"></span>IFRS 2 and <span class="_ _5"></span>paragraph <span class="_ _5"></span>69(d) of <span class="_ _8"></span>IAS <span class="_ _5"></span>1, under <span class="_ _5"></span>which the <span class="_ _5"></span>entity </div><div class="t m0 x4 h2 y3f0 ff1 fs0 fc8 sc0 ls0 ws0">classifies the Program liability as<span class="_ _5"></span> current when it does not </div><div class="t m0 x4 h2 y3f1 ff1 fs0 fc8 sc0 ls0 ws0">has <span class="_ _0"></span>an <span class="_ _0"></span>unconditional <span class="_ _0"></span>right <span class="_ _0"></span>to <span class="_ _0"></span>defer <span class="_ _0"></span>the <span class="_ _0"></span>maturity <span class="_ _0"></span>of <span class="_ _0"></span>a <span class="_ _0"></span>liability <span class="_ _0"></span>for <span class="_ _0"></span>at <span class="_ _10"></span>least 12 <span class="_ _0"></span>months <span class="_ _10"></span>after the <span class="_ _10"></span>end of <span class="_ _0"></span>the <span class="_ _0"></span>reporting </div><div class="t m0 x4 h2 y3f2 ff1 fs0 fc8 sc0 ls0 ws0">period.  </div><div class="t m0 x4 h2 y2c8 ff1 fs0 fc8 sc0 ls0 ws0">Details <span class="_ _5"></span>of the <span class="_ _5"></span>operation <span class="_ _5"></span>of the <span class="_ _5"></span>aforementioned <span class="_ _5"></span>incentive <span class="_ _5"></span>program, informat<span class="_ _5"></span>ion on <span class="_ _5"></span>estimates, <span class="_ _5"></span>the method <span class="_ _5"></span>of <span class="_ _5"></span>valuing </div><div class="t m0 x4 h2 y2c9 ff1 fs0 fc8 sc0 ls0 ws0">the program and the method of rec<span class="_ _5"></span>ognizing costs and liabilities in Note 19 &quot;Incentive pro<span class="_ _5"></span>gr<span class="_ _0"></span>am liabilities.&quot; </div><div class="t m0 x4 h2 y3f3 ff1 fs0 fc8 sc0 ls0 ws0">To <span class="_ _5"></span>comply <span class="_ _5"></span>with the <span class="_ _5"></span>provisions <span class="_ _5"></span>of <span class="_ _8"></span>IFRS <span class="_ _5"></span>2, t<span class="_ _5"></span>he Group <span class="_ _6"></span>recognizes an <span class="_ _6"></span>amount f<span class="_ _5"></span>or<span class="_ _0"></span> <span class="_ _5"></span>services <span class="_ _5"></span>received during <span class="_ _6"></span>the vestin<span class="_ _5"></span>g </div><div class="t m0 x4 h2 y3f4 ff1 fs0 fc8 sc0 ls0 ws0">period <span class="_ _10"></span>using <span class="_ _0"></span>the <span class="_ _10"></span>best <span class="_ _10"></span>available <span class="_ _0"></span>estimates <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>number <span class="_ _10"></span>of <span class="_ _0"></span>equ<span class="_ _0"></span>ity <span class="_ _10"></span>instruments <span class="_ _0"></span>for <span class="_ _10"></span>which <span class="_ _10"></span>vesting <span class="_ _10"></span>will <span class="_ _0"></span>occur. <span class="_ _10"></span>The </div><div class="t m0 x4 h2 y3f5 ff1 fs0 fc8 sc0 ls0 ws0">entity  adjusts  these  estimates,  if  necessary,  if  subsequent  information  indicates  that<span class="_ _5"></span> <span class="_ _e"> </span>the  number  of  equity </div><div class="t m0 x4 h2 y3f6 ff1 fs0 fc8 sc0 ls0 ws0">instruments to be vested differs from previous estimates. A<span class="_ _8"></span>t the vesting date, the entity adjusts the estimate to the </div><div class="t m0 x4 h2 y3f7 ff1 fs0 fc8 sc0 ls0 ws0">level of the number of equit<span class="_ _8"></span>y instruments that will event<span class="_ _5"></span>ually vest </div><div class="t m0 x4 h2 y3f8 ff1 fs0 fc8 sc0 ls0 ws0">Recognition <span class="_ _17"> </span>of <span class="_ _17"> </span>an  ince<span class="_ _5"></span>ntive  program <span class="_ _14"> </span>requires  the <span class="_ _14"> </span>performance  of <span class="_ _14"> </span>an  analysis <span class="_ _17"> </span>that <span class="_ _17"> </span>involves <span class="_ _17"> </span>making <span class="_ _17"> </span>certain </div><div class="t m0 x4 h2 y3f9 ff1 fs0 fc8 sc0 ls0 ws0">assumptions <span class="_ _5"></span>and applyin<span class="_ _5"></span>g professional<span class="_ _8"></span> <span class="_ _5"></span>judgment, pa<span class="_ _5"></span>rticularly with <span class="_ _6"></span>regard to <span class="_ _5"></span>the <span class="_ _5"></span>number of <span class="_ _6"></span>equity instr<span class="_ _5"></span>uments that </div><div class="t m0 x4 h2 y3fa ff1 fs0 fc8 sc0 ls0 ws0">will <span class="_ _0"></span>vest <span class="_ _10"></span>during <span class="_ _0"></span>the <span class="_ _0"></span>reporting <span class="_ _10"></span>period <span class="_ _0"></span>as <span class="_ _10"></span>well <span class="_ _0"></span>as <span class="_ _0"></span>the <span class="_ _10"></span>valuation <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>RSU. <span class="_ _0"></span>At <span class="_ _10"></span>each <span class="_ _0"></span>balance <span class="_ _10"></span>sheet <span class="_ _0"></span>date, <span class="_ _10"></span>the <span class="_ _0"></span>Group </div><div class="t m0 x4 h2 y3fb ff1 fs0 fc8 sc0 ls0 ws0">estimates the <span class="_ _0"></span>number <span class="_ _0"></span>of <span class="_ _0"></span>equity <span class="_ _0"></span>instruments <span class="_ _0"></span>for <span class="_ _0"></span>which <span class="_ _0"></span>vesting will <span class="_ _0"></span>occur <span class="_ _0"></span>and <span class="_ _0"></span>their <span class="_ _0"></span>fair <span class="_ _0"></span>value <span class="_ _0"></span>during <span class="_ _0"></span>the reporting </div><div class="t m0 x4 h2 y3fc ff1 fs0 fc8 sc0 ls0 ws0">period in or<span class="_ _5"></span>der to recognize in the <span class="_ _5"></span>financial statements the releva<span class="_ _5"></span>nt liabilities and the Gro<span class="_ _5"></span>up<span class="_ _0"></span>&apos;s costs <span class="_ _5"></span>resulting from </div><div class="t m0 x4 h2 y3fd ff1 fs0 fc8 sc0 ls0 ws0">the incentive program. </div><div class="t m0 x4 h2 y3fe ff1 fs0 fc8 sc0 ls0 ws0">Employee <span class="_ _0"></span>services <span class="_ _0"></span>received <span class="_ _10"></span>in <span class="_ _0"></span>the <span class="_ _0"></span>form <span class="_ _10"></span>of <span class="_ _0"></span>cash-settled <span class="_ _10"></span>share-based <span class="_ _0"></span>payments <span class="_ _0"></span>are <span class="_ _10"></span>measured <span class="_ _0"></span>indirectly <span class="_ _0"></span>at <span class="_ _0"></span>the <span class="_ _10"></span>fair </div><div class="t m0 x4 h2 y3ff ff1 fs0 fc8 sc0 ls0 ws0">value <span class="_ _6"></span>of <span class="_ _5"></span>the <span class="_ _6"></span>liability. <span class="_ _5"></span>The <span class="_ _6"></span>initial <span class="_ _6"></span>measurement <span class="_ _5"></span>of <span class="_ _6"></span>the <span class="_ _5"></span>liability <span class="_ _6"></span>is <span class="_ _5"></span>based <span class="_ _6"></span>on <span class="_ _5"></span>the <span class="_ _6"></span>fair <span class="_ _5"></span>value <span class="_ _6"></span>of <span class="_ _5"></span>the <span class="_ _6"></span>underlying <span class="_ _5"></span>instruments </div><div class="t m0 x4 h2 y400 ff1 fs0 fc8 sc0 ls0 ws0">on the date of grant and the measu<span class="_ _5"></span>rement of the extent to which the services were pro<span class="_ _5"></span>vid<span class="_ _0"></span>ed. </div><div class="t m0 x4 h2 y401 ff1 fs0 fc8 sc0 ls0 ws0">The <span class="_ _15"></span>entity <span class="_ _10"></span>determines <span class="_ _15"></span>the <span class="_ _15"></span>fai<span class="_ _5"></span>r <span class="_ _15"></span>value <span class="_ _15"></span>of <span class="_ _15"></span>a <span class="_ _10"></span>cash<span class="_ _0"></span>-settled <span class="_ _15"></span>liabi<span class="_ _5"></span>lity <span class="_ _15"></span>by <span class="_ _15"></span>considerin<span class="_ _8"></span>g <span class="_ _15"></span>only <span class="_ _10"></span>market <span class="_ _15"></span>conditions <span class="_ _10"></span>and <span class="_ _15"></span>non-</div><div class="t m0 x4 h2 y7b ff1 fs0 fc8 sc0 ls0 ws0">vesting <span class="_ _15"></span>conditions, <span class="_ _10"></span>which <span class="_ _15"></span>means <span class="_ _15"></span>that <span class="_ _15"></span>vesting <span class="_ _15"></span>conditi<span class="_ _8"></span>ons <span class="_ _15"></span>and <span class="_ _15"></span>non-market <span class="_ _15"></span>condit<span class="_ _5"></span>ion<span class="_ _0"></span>s <span class="_ _15"></span>affect <span class="_ _10"></span>the <span class="_ _15"></span>valuation <span class="_ _15"></span>of <span class="_ _15"></span>the </div><div class="t m0 x4 h2 y284 ff1 fs0 fc8 sc0 ls0 ws0">liability by adjusting the num<span class="_ _5"></span>ber of rights to receive cash based on estimates of performa<span class="_ _5"></span>nce to be met. </div><div class="t m0 x4 h2 y402 ff1 fs0 fc8 sc0 ls0 ws0">At each reporting date, and ultimately at the date of settlem<span class="_ _5"></span>ent, the fair value of the recognized liability is subject </div><div class="t m0 x4 h2 y403 ff1 fs0 fc8 sc0 ls0 ws0">to remeas<span class="_ _5"></span>ur<span class="_ _0"></span>ement. <span class="_ _5"></span>The remeasurement <span class="_ _5"></span>applies to <span class="_ _5"></span>the recognized <span class="_ _5"></span>portion of <span class="_ _5"></span>the liability <span class="_ _5"></span>up to t<span class="_ _5"></span>he vesting <span class="_ _8"></span>date. T<span class="_ _5"></span>he </div><div class="t m0 x4 h2 y404 ff1 fs0 fc8 sc0 ls0 ws0">full amount is subject to remeasurement from t<span class="_ _5"></span>he vesting date to the settlement date. The cumulative net cost and </div><div class="t m0 x4 h2 y230 ff1 fs0 fc8 sc0 ls0 ws0">amounts recognized in the income statement that will ultimate<span class="_ _5"></span>ly b<span class="_ _0"></span>e recognized in connection with the<span class="_ _5"></span> <span class="_ _0"></span>transaction </div><div class="t m0 x4 h2 y405 ff1 fs0 fc8 sc0 ls0 ws0">will be equal to the amount <span class="_ _8"></span>paid to settle the liability. </div><div class="t m0 x4 h2 y406 ff1 fs0 fc8 sc0 ls0 ws0">The <span class="_ _0"></span>effects <span class="_ _10"></span>of <span class="_ _0"></span>remeasurement <span class="_ _0"></span>during <span class="_ _0"></span>the <span class="_ _10"></span>vesting <span class="_ _0"></span>period <span class="_ _0"></span>are <span class="_ _10"></span>recognized <span class="_ _0"></span>immediately <span class="_ _0"></span>in <span class="_ _0"></span>the <span class="_ _10"></span>income <span class="_ _0"></span>statement <span class="_ _0"></span>(in </div><div class="t m0 x4 h2 y407 ff1 fs0 fc8 sc0 ls0 ws0">the corresponding expense item) to the <span class="_ _0"></span>extent that they relate to <span class="_ _0"></span>past services, and to <span class="_ _0"></span>the extent that they relate <span class="_ _0"></span>to </div><div class="t m0 x4 h2 y376 ff1 fs0 fc8 sc0 ls0 ws0">future services, the effect of remeasu<span class="_ _5"></span>rement is spread over the remaining vesting peri<span class="_ _5"></span>od.<span class="_ _0"></span> </div><div class="t m0 x4 h2 y408 ff1 fs0 fc8 sc0 ls0 ws0">This <span class="_ _10"></span>means <span class="_ _15"></span>that <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _15"></span>revaluation <span class="_ _10"></span>period <span class="_ _10"></span>there <span class="_ _15"></span>is <span class="_ _10"></span>a <span class="_ _10"></span>supplementary <span class="_ _15"></span>a<span class="_ _5"></span>djustment <span class="_ _15"></span>for <span class="_ _10"></span>previous <span class="_ _10"></span>periods, <span class="_ _15"></span>so <span class="_ _10"></span>that <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y409 ff1 fs0 fc8 sc0 ls0 ws0">recognized liability at each re<span class="_ _8"></span>porting date is equal to the tot<span class="_ _5"></span>al fair value of the liability. </div><div class="t m0 x4 h2 y40a ff1 fs0 fc8 sc0 ls0 ws0">The <span class="_ _10"></span>fair <span class="_ _10"></span>value <span class="_ _10"></span>of <span class="_ _10"></span>RSUs <span class="_ _10"></span>as <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>balance <span class="_ _10"></span>sheet <span class="_ _10"></span>date <span class="_ _10"></span>is <span class="_ _10"></span>determined <span class="_ _0"></span>based <span class="_ _10"></span>on <span class="_ _10"></span>the <span class="_ _10"></span>market <span class="_ _10"></span>price <span class="_ _10"></span>of <span class="_ _10"></span>DataWalk <span class="_ _10"></span>S.A. </div><div class="t m0 x4 h2 y208 ff1 fs0 fc8 sc0 ls0 ws0">shares. As <span class="_ _0"></span>stipulated <span class="_ _0"></span>in <span class="_ _0"></span>the <span class="_ _0"></span>Regulations, the <span class="_ _0"></span>value of<span class="_ _0"></span> RSUs <span class="_ _0"></span>will <span class="_ _0"></span>be <span class="_ _0"></span>determined based <span class="_ _0"></span>on <span class="_ _0"></span>the <span class="_ _0"></span>share price <span class="_ _0"></span>from <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y40b ff1 fs0 fc8 sc0 ls0 ws0">Sale <span class="_ _15"></span>Transa<span class="_ _5"></span>ction. <span class="_ _15"></span>The <span class="_ _15"></span>RS<span class="_ _5"></span>Us <span class="_ _15"></span>will <span class="_ _10"></span>be<span class="_ _0"></span> <span class="_ _15"></span>granted <span class="_ _10"></span>at <span class="_ _15"></span>no <span class="_ _10"></span>cost <span class="_ _15"></span>to <span class="_ _10"></span>the <span class="_ _15"></span>Eligible <span class="_ _10"></span>Persons. <span class="_ _15"></span>RSUs <span class="_ _10"></span>do <span class="_ _15"></span>not <span class="_ _10"></span>carry <span class="_ _15"></span>the <span class="_ _10"></span>right <span class="_ _15"></span>to </div><div class="t m0 x4 h2 y37c ff1 fs0 fc8 sc0 ls0 ws0">dividends and therefore the expected dividend yield is 0. There are no other market conditions in the valuation of </div><div class="t m0 x4 h2 y37d ff1 fs0 fc8 sc0 ls0 ws0">RSUs in the Program. In this situation, the valuati<span class="_ _5"></span>on<span class="_ _0"></span> of the RSUs at a given balance sheet date should be equal to </div><div class="t m0 x4 h2 y40c ff1 fs0 fc8 sc0 ls0 ws0">the <span class="_ _10"></span>fair <span class="_ _15"></span>value <span class="_ _10"></span>of <span class="_ _15"></span>the <span class="_ _10"></span>Company&apos;s <span class="_ _10"></span>shares <span class="_ _15"></span>at <span class="_ _10"></span>that <span class="_ _10"></span>date. <span class="_ _15"></span>On <span class="_ _10"></span>the <span class="_ _10"></span>other <span class="_ _15"></span>hand, <span class="_ _10"></span>the <span class="_ _10"></span>total <span class="_ _15"></span>cost <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _15"></span>Program <span class="_ _10"></span>should <span class="_ _15"></span>be<span class="_ _5"></span> </div><div class="t m0 x4 h2 y37f ff1 fs0 fc8 sc0 ls0 ws0">determined at each balance s<span class="_ _5"></span>heet date taking into account other non-market factors.... </div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x4 y335 w17 h4d" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 29 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h37 y382 ff3 fs8 fc0 sc0 ls0 ws0">Off-balance sheet liabilities </div><div class="t m0 x4 h2 y383 ff1 fs0 fc0 sc0 ls0 ws0">Off-balance sheet <span class="_ _0"></span>liabilities are <span class="_ _0"></span>primarily <span class="_ _0"></span>contingent liabilities, <span class="_ _0"></span>by which <span class="_ _0"></span>the <span class="_ _0"></span>Group means: <span class="_ _0"></span>a <span class="_ _0"></span>possible obligation </div><div class="t m0 x4 h2 y3ed ff1 fs0 fc0 sc0 ls0 ws0">that arises <span class="_ _5"></span>from past <span class="_ _5"></span>events, the <span class="_ _5"></span>existence of w<span class="_ _5"></span>hich will be <span class="_ _5"></span>confirmed only <span class="_ _5"></span>upon the <span class="_ _5"></span>occurrence or <span class="_ _5"></span>non-occurrence </div><div class="t m0 x4 h2 y3ee ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _5"></span>one <span class="_ _5"></span>or more <span class="_ _6"></span>uncertain <span class="_ _5"></span>futu<span class="_ _0"></span>re <span class="_ _5"></span>events <span class="_ _5"></span>not wholl<span class="_ _5"></span>y within <span class="_ _5"></span>the <span class="_ _5"></span>control <span class="_ _5"></span>of the<span class="_ _5"></span> entit<span class="_ _5"></span>y,<span class="_ _0"></span> <span class="_ _5"></span>or a <span class="_ _6"></span>present <span class="_ _5"></span>obligation t<span class="_ _5"></span>hat arises </div><div class="t m0 x4 h2 y3ef ff1 fs0 fc0 sc0 ls0 ws0">from <span class="_ _15"></span>past <span class="_ _15"></span>events <span class="_ _15"></span>but <span class="_ _15"></span>is <span class="_ _15"></span>not <span class="_ _15"></span>recognized <span class="_ _15"></span>because: <span class="_ _15"></span>(i) <span class="_ _15"></span>it <span class="_ _15"></span>is <span class="_ _15"></span>not <span class="_ _15"></span>probable <span class="_ _15"></span>that <span class="_ _15"></span>an <span class="_ _15"></span>outflow <span class="_ _15"></span>of <span class="_ _15"></span>resources <span class="_ _15"></span>emb<span class="_ _5"></span>odying </div><div class="t m0 x4 h2 y2e ff1 fs0 fc0 sc0 ls0 ws0">economic benefits <span class="_ _0"></span>will <span class="_ _0"></span>be <span class="_ _0"></span>required <span class="_ _0"></span>to satisfy <span class="_ _0"></span>the <span class="_ _0"></span>ob<span class="_ _0"></span>ligation, or <span class="_ _0"></span>(ii) <span class="_ _0"></span>the <span class="_ _0"></span>amount <span class="_ _0"></span>of <span class="_ _0"></span>the obligation <span class="_ _0"></span>(liability) <span class="_ _0"></span>cannot </div><div class="t m0 x4 h2 y3f0 ff1 fs0 fc0 sc0 ls0 ws0">be measured with sufficient reli<span class="_ _5"></span>ability.  </div><div class="t m0 x4 h2 y33a ff1 fs0 fc0 sc0 ls0 ws0">Contingent <span class="_ _13"></span>liabilities <span class="_ _14"> </span>are <span class="_ _14"> </span>not <span class="_ _14"></span>reported <span class="_ _13"></span>in <span class="_ _14"> </span>the <span class="_ _14"> </span>statement <span class="_ _14"></span>of <span class="_ _13"></span>financial <span class="_ _14"> </span>position, <span class="_ _14"> </span>however, <span class="_ _13"></span>information <span class="_ _14"> </span>about <span class="_ _14"> </span>the </div><div class="t m0 x4 h2 yab ff1 fs0 fc0 sc0 ls0 ws0">contingent <span class="_ _15"></span>liabilit<span class="_ _5"></span>y <span class="_ _15"></span>is <span class="_ _15"></span>disclosed <span class="_ _15"></span>unless <span class="_ _15"></span>the <span class="_ _15"></span>probability <span class="_ _10"></span>of <span class="_ _15"></span>an <span class="_ _15"></span>outflow <span class="_ _15"></span>of <span class="_ _15"></span>funds <span class="_ _15"></span>e<span class="_ _5"></span>mbodying <span class="_ _15"></span>economic <span class="_ _15"></span>benefits <span class="_ _15"></span>is </div><div class="t m0 x4 h2 y40d ff1 fs0 fc0 sc0 ls0 ws0">negligible </div><div class="t m0 x4 h2 y40e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h37 y40f ff3 fs8 fc0 sc0 ls0 ws0">Income tax </div><div class="t m0 x4 h2 y410 ff1 fs0 fc8 sc0 ls0 ws0">Income tax includes: curre<span class="_ _5"></span>nt tax payable and deferred tax. </div><div class="t m0 x4 h34 y411 ff4 fs0 fc8 sc0 ls0 ws0">Current tax </div><div class="t m0 x4 h2 y412 ff1 fs0 fc8 sc0 ls0 ws0">The current tax burden is determine<span class="_ _5"></span>d on the basis of the tax result (tax base) of the fiscal year.<span class="_ _5"></span> </div><div class="t m0 x4 h2 y413 ff1 fs0 fc8 sc0 ls0 ws0">Tax <span class="_ _10"></span>profit <span class="_ _15"></span>(loss) <span class="_ _10"></span>differs <span class="_ _10"></span>from <span class="_ _15"></span>balance <span class="_ _10"></span>sheet <span class="_ _10"></span>profit <span class="_ _15"></span>(loss) <span class="_ _10"></span>due <span class="_ _10"></span>to <span class="_ _15"></span>the <span class="_ _10"></span>exclusion <span class="_ _15"></span>of <span class="_ _10"></span>taxable <span class="_ _10"></span>income <span class="_ _15"></span>and <span class="_ _10"></span>deductible </div><div class="t m0 x4 h2 y414 ff1 fs0 fc8 sc0 ls0 ws0">expenses <span class="_ _14"> </span>in <span class="_ _14"> </span>future <span class="_ _17"> </span>years <span class="_ _14"> </span>and <span class="_ _14"> </span>those <span class="_ _14"> </span>income <span class="_ _17"> </span>and <span class="_ _14"> </span>expenses <span class="_ _14"> </span>that <span class="_ _14"> </span>will <span class="_ _17"> </span>never <span class="_ _14"> </span>be <span class="_ _14"> </span>taxable. <span class="_ _17"> </span>Current <span class="_ _14"> </span>tax <span class="_ _14"> </span>expense <span class="_ _14"> </span>is </div><div class="t m0 x4 h2 y415 ff1 fs0 fc8 sc0 ls0 ws0">calculated based on the tax rate<span class="_ _5"></span>s in <span class="_ _0"></span>effect for the fiscal year. </div><div class="t m0 x4 h34 y416 ff4 fs0 fc8 sc0 ls0 ws0">Deferred tax </div><div class="t m0 x4 h2 y417 ff1 fs0 fc8 sc0 ls0 ws0">Deferred <span class="_ _10"></span>tax <span class="_ _15"></span>li<span class="_ _8"></span>ability <span class="_ _10"></span>is <span class="_ _15"></span>the <span class="_ _10"></span>tax <span class="_ _10"></span>payable <span class="_ _15"></span>in <span class="_ _10"></span>the <span class="_ _10"></span>future <span class="_ _15"></span>recognize<span class="_ _5"></span>d <span class="_ _15"></span>in <span class="_ _10"></span>full <span class="_ _15"></span>usin<span class="_ _5"></span>g <span class="_ _15"></span>the <span class="_ _10"></span>balance <span class="_ _15"></span>sheet <span class="_ _10"></span>method, <span class="_ _10"></span>due <span class="_ _15"></span>to<span class="_ _5"></span> </div><div class="t m0 x4 h2 y418 ff1 fs0 fc8 sc0 ls0 ws0">temporary <span class="_ _15"></span>differences <span class="_ _13"></span>between <span class="_ _13"></span>the <span class="_ _13"></span>tax <span class="_ _15"></span>value <span class="_ _13"></span>of <span class="_ _13"></span>assets <span class="_ _13"></span>and <span class="_ _13"></span>liabilities <span class="_ _15"></span>and <span class="_ _13"></span>their <span class="_ _13"></span>carrying <span class="_ _13"></span>value <span class="_ _13"></span>in <span class="_ _15"></span>the <span class="_ _13"></span>financial </div><div class="t m0 x4 h2 y2d6 ff1 fs0 fc8 sc0 ls0 ws0">statements. </div><div class="t m0 x4 h2 y419 ff1 fs0 fc8 sc0 ls0 ws0">A <span class="_ _0"></span>deferred <span class="_ _10"></span>tax <span class="_ _0"></span>asset <span class="_ _10"></span>is <span class="_ _10"></span>a <span class="_ _0"></span>tax <span class="_ _10"></span>recoverable <span class="_ _0"></span>in <span class="_ _10"></span>the <span class="_ _0"></span>future, <span class="_ _10"></span>calculated <span class="_ _0"></span>using <span class="_ _10"></span>the <span class="_ _0"></span>balance <span class="_ _10"></span>sheet <span class="_ _0"></span>method, <span class="_ _10"></span>for <span class="_ _0"></span>temporary </div><div class="t m0 x4 h2 y7a ff1 fs0 fc8 sc0 ls0 ws0">differences <span class="_ _0"></span>between <span class="_ _0"></span>the <span class="_ _10"></span>tax bases <span class="_ _10"></span>of <span class="_ _0"></span>assets <span class="_ _0"></span>and <span class="_ _10"></span>liabilities and <span class="_ _10"></span>their <span class="_ _0"></span>carrying <span class="_ _0"></span>amounts <span class="_ _10"></span>in <span class="_ _0"></span>the <span class="_ _0"></span>financial <span class="_ _0"></span>statements. </div><div class="t m0 x4 h2 y41a ff1 fs0 fc8 sc0 ls0 ws0">Deferred <span class="_ _15"></span>tax <span class="_ _15"></span>assets <span class="_ _15"></span>are <span class="_ _15"></span>re<span class="_ _0"></span>cognized <span class="_ _15"></span>if <span class="_ _15"></span>it <span class="_ _15"></span>is <span class="_ _13"></span>probable <span class="_ _15"></span>that <span class="_ _15"></span>future <span class="_ _15"></span>taxable <span class="_ _15"></span>income <span class="_ _15"></span>will <span class="_ _15"></span>be <span class="_ _13"></span>generated <span class="_ _15"></span>to <span class="_ _15"></span>utilize <span class="_ _15"></span>the </div><div class="t m0 x4 h2 y46 ff1 fs0 fc8 sc0 ls0 ws0">temporary <span class="_ _15"></span>differences. <span class="_ _15"></span>Deferred <span class="_ _15"></span>tax <span class="_ _15"></span>assets <span class="_ _15"></span>and <span class="_ _15"></span>deferred <span class="_ _15"></span>tax <span class="_ _15"></span>liabilities <span class="_ _15"></span>are <span class="_ _15"></span>presented <span class="_ _15"></span>in <span class="_ _15"></span>the <span class="_ _15"></span>balance <span class="_ _15"></span>sheet <span class="_ _15"></span>at <span class="_ _13"></span>an </div><div class="t m0 x4 h2 y41b ff1 fs0 fc8 sc0 ls0 ws0">offsetting value. </div><div class="t m0 x4 h2 y41c ff1 fs0 fc8 sc0 ls0 ws0">Deferred <span class="_ _10"></span>income <span class="_ _10"></span>tax <span class="_ _15"></span>is <span class="_ _10"></span>determined <span class="_ _10"></span>using <span class="_ _15"></span>th<span class="_ _5"></span>e <span class="_ _15"></span>tax <span class="_ _10"></span>rates <span class="_ _10"></span>legally <span class="_ _15"></span>or <span class="_ _10"></span>actually <span class="_ _10"></span>in <span class="_ _10"></span>effect <span class="_ _15"></span>as <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _15"></span>balance <span class="_ _10"></span>sheet <span class="_ _10"></span>date, </div><div class="t m0 x4 h2 y41d ff1 fs0 fc8 sc0 ls0 ws0">which will be in effect at t<span class="_ _5"></span>he <span class="_ _0"></span>time of realization. </div><div class="t m0 x4 h2 y41e ff1 fs0 fc8 sc0 ls0 ws0">Deferred <span class="_ _17"> </span>tax  i<span class="_ _5"></span>s  recognized <span class="_ _17"> </span>in <span class="_ _17"> </span>the <span class="_ _17"> </span>income <span class="_ _17"> </span>statement,  and <span class="_ _14"> </span>wh<span class="_ _0"></span>en <span class="_ _17"> </span>it <span class="_ _17"> </span>relates  to <span class="_ _17"> </span>equity-settled <span class="_ _17"> </span>transactions  it <span class="_ _14"> </span>is </div><div class="t m0 x4 h2 y41f ff1 fs0 fc8 sc0 ls0 ws0">recognized in equity. </div><div class="t m0 x4 h2 y420 ff1 fs0 fc8 sc0 ls0 ws0">Deferred <span class="_ _5"></span>tax <span class="_ _5"></span>assets <span class="_ _5"></span>are recogn<span class="_ _5"></span>ized if <span class="_ _6"></span>it is<span class="_ _5"></span> probable <span class="_ _6"></span>that futur<span class="_ _5"></span>e taxable <span class="_ _6"></span>income <span class="_ _5"></span>will be <span class="_ _6"></span>generated <span class="_ _5"></span>to utilize <span class="_ _6"></span>temporary </div><div class="t m0 x4 h2 y421 ff1 fs0 fc8 sc0 ls0 ws0">differences. </div><div class="t m0 x4 h2 y422 ff1 fs0 fc8 sc0 ls0 ws0">Depending on when inc<span class="_ _8"></span>ome taxes are expected t<span class="_ _5"></span>o be realized, a deferred tax liability or as<span class="_ _5"></span>set may be classified as </div><div class="t m0 x4 h2 y14c ff1 fs0 fc8 sc0 ls0 ws0">current if realized within 12 <span class="_ _5"></span>months, but are generally treated as non-current. </div><div class="t m0 x4 h37 y423 ff3 fs8 fc0 sc0 ls0 ws0">Sales revenue </div><div class="t m0 x4 h2 y424 ff1 fs0 fc8 sc0 ls0 ws0">Sales revenues include net amounts <span class="_ _5"></span>du<span class="_ _0"></span>e or received from sa<span class="_ _5"></span>les. They are recognized at the fair value of payments </div><div class="t m0 x4 h2 y425 ff1 fs0 fc8 sc0 ls0 ws0">received or receivable and represent amounts <span class="_ _0"></span>due for products, goods and services <span class="_ _0"></span>provided in the normal course </div><div class="t m0 x4 h2 y426 ff1 fs0 fc8 sc0 ls0 ws0">of business, net of discounts, VAT<span class="_ _5"></span> and other sales-related charges. </div><div class="t m0 x4 h3c y427 ff5 fs0 fc8 sc0 ls0 ws0">Sales proprietary licenses </div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x4 y335 w17 h4d" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 30 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc8 sc0 ls0 ws0">The <span class="_ _0"></span>Group&apos;s <span class="_ _0"></span>key <span class="_ _0"></span>product <span class="_ _0"></span>is <span class="_ _10"></span>proprietary software <span class="_ _0"></span>DataWalk <span class="_ _0"></span>. <span class="_ _10"></span>DataWalk is <span class="_ _10"></span>a <span class="_ _0"></span>complete, <span class="_ _0"></span>integrated, <span class="_ _0"></span>open <span class="_ _0"></span>and <span class="_ _0"></span>user<span class="_ _0"></span>-</div><div class="t m0 x4 h2 y296 ff1 fs0 fc8 sc0 ls0 ws0">transparent <span class="_ _5"></span>platform <span class="_ _5"></span>for net<span class="_ _5"></span>work analysis, <span class="_ _6"></span>offered, as<span class="_ _5"></span> a <span class="_ _5"></span>ready-<span class="lsf">to</span>-use <span class="_ _8"></span>product <span class="_ _5"></span>(so-called <span class="_ _5"></span>system off <span class="_ _6"></span>the s<span class="_ _8"></span>helf, <span class="_ _5"></span>COTS </div><div class="t m0 x4 h2 y297 ff1 fs0 fc8 sc0 ls0 ws0">- commercial of the shelf), not re<span class="_ _5"></span>qu<span class="_ _0"></span>iring the constructio<span class="_ _5"></span>n of a final solution from various components. </div><div class="t m0 x4 h2 y2ed ff1 fs0 fc8 sc0 ls0 ws0">Proprietary <span class="_ _0"></span>licenses sold <span class="_ _0"></span>separately <span class="_ _0"></span>by <span class="_ _10"></span><span class="fc0">the Group</span>, <span class="_ _0"></span>i.e., <span class="_ _0"></span>representing <span class="_ _0"></span>a <span class="_ _0"></span>separate <span class="_ _0"></span>performance <span class="_ _0"></span>obligation, are <span class="_ _10"></span>in <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y2ee ff1 fs0 fc8 sc0 ls0 ws0">nature <span class="_ _15"></span>of <span class="_ _15"></span>licenses <span class="_ _15"></span>with <span class="_ _13"></span>the <span class="_ _15"></span>right <span class="_ _15"></span>to <span class="_ _15"></span>use <span class="_ _13"></span>intellectual <span class="_ _15"></span>property, <span class="_ _15"></span>which <span class="_ _15"></span>means <span class="_ _15"></span>that <span class="_ _15"></span>revenue <span class="_ _13"></span>from <span class="_ _15"></span>the <span class="_ _15"></span>sale <span class="_ _15"></span>of <span class="_ _13"></span>such </div><div class="t m0 x4 h2 y3ad ff1 fs0 fc8 sc0 ls0 ws0">licenses is recognized once when co<span class="_ _5"></span>ntrol of the license is transferred to the customer. </div><div class="t m0 x4 h2 y2f0 ff1 fs0 fc8 sc0 ls0 ws0">In <span class="_ _10"></span>the <span class="_ _15"></span>case <span class="_ _10"></span>of <span class="_ _15"></span>an <span class="_ _10"></span>excess <span class="_ _10"></span>of <span class="_ _15"></span>actually <span class="_ _10"></span>invoiced <span class="_ _10"></span>revenues <span class="_ _10"></span>over <span class="_ _15"></span>established <span class="_ _10"></span>revenues, <span class="_ _10"></span>the <span class="_ _10"></span>value <span class="_ _15"></span>of <span class="_ _10"></span>the <span class="_ _15"></span>diffe<span class="_ _5"></span>ren<span class="_ _0"></span>ce <span class="_ _10"></span>is </div><div class="t m0 x4 h2 y2f1 ff1 fs0 fc8 sc0 ls0 ws0">charged <span class="_ _15"></span>to <span class="_ _15"></span>contract <span class="_ _15"></span>liabilities. <span class="_ _15"></span>On <span class="_ _13"></span>the <span class="_ _15"></span>other <span class="_ _15"></span>hand, <span class="_ _15"></span>in <span class="_ _15"></span>the <span class="_ _13"></span>case <span class="_ _15"></span>of <span class="_ _15"></span>an <span class="_ _15"></span>excess <span class="_ _15"></span>of <span class="_ _13"></span>established <span class="_ _15"></span>revenues <span class="_ _15"></span>over <span class="_ _15"></span>those </div><div class="t m0 x4 h2 y2f2 ff1 fs0 fc8 sc0 ls0 ws0">actually invoiced, the value of the dif<span class="_ _5"></span>fer<span class="_ _0"></span>ence is charged to c<span class="_ _5"></span>on<span class="_ _0"></span>tract assets. </div><div class="t m0 x4 h3c y428 ff5 fs0 fc8 sc0 ls0 ws0">Technical assistance services (m<span class="_ _8"></span>aintenance) </div><div class="t m0 x4 h2 y429 ff1 fs0 fc8 sc0 ls0 ws0">Revenue <span class="_ _13"></span>from <span class="_ _13"></span>technical <span class="_ _14"> </span>assistance <span class="_ _13"></span>services <span class="_ _13"></span>represents <span class="_ _13"></span>a <span class="_ _13"></span>separate <span class="_ _13"></span>performance <span class="_ _14"> </span>obligation <span class="_ _13"></span>where <span class="_ _13"></span>the <span class="_ _13"></span>customer </div><div class="t m0 x4 h2 yae ff1 fs0 fc8 sc0 ls0 ws0">benefits <span class="_ _6"></span>from <span class="_ _5"></span>the <span class="_ _6"></span>goods/services <span class="_ _6"></span>provided <span class="_ _5"></span>as <span class="_ _6"></span>they <span class="_ _5"></span>are <span class="_ _5"></span>delivered <span class="_ _6"></span>to <span class="_ _5"></span>it. <span class="_ _6"></span>Consequently, <span class="_ _5"></span>it <span class="_ _6"></span>results <span class="_ _6"></span>in <span class="_ _5"></span>revenue <span class="_ _5"></span>recognition </div><div class="t m0 x4 h2 y2f5 ff1 fs0 fc8 sc0 ls0 ws0">on the <span class="_ _0"></span><span class="fc0">Group&apos;</span>s part during the <span class="_ _0"></span>period of service provision<span class="_ _0"></span><span class="ls2">. </span>The <span class="_ _0"></span>Group recognizes in contract assets <span class="_ _0"></span>and liabilities </div><div class="t m0 x4 h2 y2f6 ff1 fs0 fc8 sc0 ls0 ws0">items <span class="_ _0"></span>whose <span class="_ _10"></span>value <span class="_ _0"></span>is <span class="_ _10"></span>at <span class="_ _0"></span>least <span class="_ _10"></span>PLN <span class="_ _0"></span>40,000. <span class="_ _10"></span>In <span class="_ _0"></span>turn, <span class="_ _10"></span>items <span class="_ _0"></span>below <span class="_ _10"></span>this <span class="_ _0"></span>value <span class="_ _10"></span>are <span class="_ _0"></span>recognized <span class="_ _10"></span>once <span class="_ _0"></span>in <span class="_ _10"></span>revenue <span class="_ _0"></span>in <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y2f7 ff1 fs0 fc8 sc0 ls0 ws0">month of their recognition. </div><div class="t m0 x4 h2 y42a ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _10"></span>the <span class="_ _15"></span>case <span class="_ _10"></span>of <span class="_ _15"></span>an <span class="_ _10"></span>excess <span class="_ _10"></span>of <span class="_ _15"></span>actually <span class="_ _10"></span>invoiced <span class="_ _10"></span>revenues <span class="_ _10"></span>over <span class="_ _15"></span>established <span class="_ _10"></span>revenues, <span class="_ _10"></span>the <span class="_ _10"></span>value <span class="_ _15"></span>of <span class="_ _10"></span>the <span class="_ _15"></span>diffe<span class="_ _5"></span>ren<span class="_ _0"></span>ce <span class="_ _10"></span>is </div><div class="t m0 x4 h2 y42b ff1 fs0 fc0 sc0 ls0 ws0">charged <span class="_ _15"></span>to <span class="_ _15"></span>contract <span class="_ _15"></span>liabilities. <span class="_ _15"></span>On <span class="_ _13"></span>the <span class="_ _15"></span>other <span class="_ _15"></span>hand, <span class="_ _15"></span>in <span class="_ _15"></span>the <span class="_ _13"></span>case <span class="_ _15"></span>of <span class="_ _15"></span>an <span class="_ _15"></span>excess <span class="_ _15"></span>of <span class="_ _13"></span>established <span class="_ _15"></span>revenues <span class="_ _15"></span>over <span class="_ _15"></span>those </div><div class="t m0 x4 h2 y42c ff1 fs0 fc0 sc0 ls0 ws0">actually invoiced, the value of the dif<span class="_ _5"></span>fer<span class="_ _0"></span>ence is charged to c<span class="_ _5"></span>on<span class="_ _0"></span>tract assets. </div><div class="t m0 x4 h3c y42d ff5 fs0 fc8 sc0 ls0 ws0">Implementation services (con<span class="_ _5"></span>tracts) </div><div class="t m0 x4 h2 y42e ff1 fs0 fc0 sc0 ls0 ws0">For <span class="_ _15"></span>sales <span class="_ _10"></span>of<span class="_ _0"></span> <span class="_ _15"></span>impleme<span class="_ _8"></span>ntation <span class="_ _15"></span>services, <span class="_ _10"></span>when <span class="_ _15"></span>the <span class="_ _15"></span>outcome <span class="_ _10"></span>of <span class="_ _15"></span>a <span class="_ _15"></span>contract <span class="_ _15"></span>can <span class="_ _10"></span>be <span class="_ _15"></span>reliably <span class="_ _15"></span>estimated, <span class="_ _10"></span>revenues <span class="_ _15"></span>and </div><div class="t m0 x4 h2 y42f ff1 fs0 fc0 sc0 ls0 ws0">expenses <span class="_ _0"></span>are <span class="_ _10"></span>recognized <span class="_ _0"></span>with <span class="_ _10"></span>reference <span class="_ _10"></span>to <span class="_ _0"></span>the <span class="_ _10"></span>stage <span class="_ _0"></span>of <span class="_ _10"></span>completion <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>contract <span class="_ _0"></span>at <span class="_ _10"></span>the <span class="_ _0"></span>balance <span class="_ _10"></span>sheet <span class="_ _0"></span>date. <span class="_ _15"></span>The </div><div class="t m0 x4 h2 y430 ff1 fs0 fc0 sc0 ls0 ws0">degree <span class="_ _10"></span>of <span class="_ _10"></span>progress <span class="_ _15"></span>is <span class="_ _10"></span>usually <span class="_ _10"></span>measured <span class="_ _10"></span>as <span class="_ _10"></span>the <span class="_ _10"></span>proportion <span class="_ _15"></span>of <span class="_ _10"></span>costs <span class="_ _10"></span>incurred <span class="_ _10"></span>to <span class="_ _10"></span>the <span class="_ _15"></span>total <span class="_ _10"></span>estimated <span class="_ _10"></span>contract <span class="_ _10"></span>costs, </div><div class="t m0 x4 h2 y431 ff1 fs0 fc0 sc0 ls0 ws0">except when such <span class="_ _0"></span>a method would not <span class="_ _0"></span>reflect the actual <span class="_ _0"></span>degree of progress. <span class="_ _0"></span>If <span class="_ _0"></span>the value of <span class="_ _0"></span>the contract cannot <span class="_ _0"></span>be </div><div class="t m0 x4 h2 y432 ff1 fs0 fc0 sc0 ls0 ws0">reliably e<span class="_ _5"></span>stimated, revenue <span class="_ _5"></span>is recognized <span class="_ _5"></span>to t<span class="_ _5"></span>he extent <span class="_ _5"></span>that it <span class="_ _5"></span>is probable <span class="_ _5"></span>that the <span class="_ _5"></span>costs inc<span class="_ _5"></span>urred on <span class="_ _5"></span>the contract <span class="_ _5"></span>will </div><div class="t m0 x4 h2 y433 ff1 fs0 fc0 sc0 ls0 ws0">be covered by it. </div><div class="t m0 x4 h2 y434 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _10"></span>the <span class="_ _15"></span>case <span class="_ _10"></span>of <span class="_ _15"></span>an <span class="_ _10"></span>excess <span class="_ _10"></span>of <span class="_ _15"></span>actually <span class="_ _10"></span>invoiced <span class="_ _10"></span>revenues <span class="_ _10"></span>over <span class="_ _15"></span>established <span class="_ _10"></span>revenues, <span class="_ _10"></span>the <span class="_ _10"></span>value <span class="_ _15"></span>of <span class="_ _10"></span>the <span class="_ _15"></span>diffe<span class="_ _5"></span>ren<span class="_ _0"></span>ce <span class="_ _10"></span>is </div><div class="t m0 x4 h2 y435 ff1 fs0 fc0 sc0 ls0 ws0">charged <span class="_ _15"></span>to <span class="_ _15"></span>contract <span class="_ _15"></span>liabilities. <span class="_ _15"></span>On <span class="_ _13"></span>the <span class="_ _15"></span>other <span class="_ _15"></span>hand, <span class="_ _15"></span>in <span class="_ _15"></span>the <span class="_ _13"></span>case <span class="_ _15"></span>of <span class="_ _15"></span>an <span class="_ _15"></span>excess <span class="_ _15"></span>of <span class="_ _13"></span>established <span class="_ _15"></span>revenues <span class="_ _15"></span>over <span class="_ _15"></span>those </div><div class="t m0 x4 h2 y436 ff1 fs0 fc0 sc0 ls0 ws0">actually invoiced, the value of the dif<span class="_ _5"></span>fer<span class="_ _0"></span>ence is charged to c<span class="_ _5"></span>on<span class="_ _0"></span>tract assets. </div><div class="t m0 x4 h2 y437 ff1 fs0 fc0 sc0 ls0 ws0">The degree of progress of a c<span class="_ _5"></span>on<span class="_ _0"></span>tract can be determi<span class="_ _5"></span>ned in two ways: </div><div class="t m0 x76 h2 y438 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">According <span class="_ _15"></span>to <span class="_ _15"></span>the <span class="_ _15"></span>documented <span class="_ _15"></span>advancement <span class="_ _15"></span>of <span class="_ _15"></span>work <span class="_ _15"></span>on <span class="_ _15"></span>the <span class="_ _13"></span>contract <span class="_ _15"></span>(possible <span class="_ _15"></span>documents: <span class="_ _15"></span>minutes <span class="_ _15"></span>of </span></span></div><div class="t m0 x85 h2 y439 ff1 fs0 fc0 sc0 ls0 ws0">receipt of successive stages o<span class="_ _5"></span>f <span class="_ _0"></span>work, settlement of w<span class="_ _5"></span>ork <span class="_ _0"></span>times on the contract), </div><div class="t m0 x76 h2 y43a ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">if it <span class="_ _5"></span>is not possible <span class="_ _5"></span>to assess the <span class="_ _5"></span>degree of progress <span class="_ _5"></span>of the work, <span class="_ _5"></span>it is possible <span class="_ _5"></span>to make an as<span class="_ _5"></span>su<span class="_ _0"></span>mption, t<span class="_ _5"></span>hat </span></span></div><div class="t m0 x85 h2 y43b ff1 fs0 fc0 sc0 ls0 ws0">the degree of progress of t<span class="_ _8"></span>he contract is proportional to the <span class="_ _5"></span>costs incurred during the period. </div><div class="t m0 x4 h2 y43c ff1 fs0 fc0 sc0 ls0 ws0">At <span class="_ _0"></span>each <span class="_ _10"></span>stage <span class="_ _0"></span>of <span class="_ _10"></span>contract <span class="_ _0"></span>settlement, <span class="_ _10"></span>if <span class="_ _0"></span>a <span class="_ _10"></span>loss <span class="_ _0"></span>is <span class="_ _10"></span>recognized <span class="_ _0"></span>on <span class="_ _10"></span>the <span class="_ _10"></span>contract <span class="_ _0"></span>-<span class="_ _0"></span> <span class="_ _0"></span>it <span class="_ _10"></span>is <span class="_ _0"></span>immediately <span class="_ _10"></span>recognized <span class="_ _0"></span>in <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y43d ff1 fs0 fc0 sc0 ls0 ws0">results. </div><div class="t m0 x4 h2 y43e ff1 fs0 fc0 sc0 ls0 ws0">Costs <span class="_ _0"></span>associated <span class="_ _0"></span>with <span class="_ _10"></span>a <span class="_ _0"></span>contract <span class="_ _10"></span>are <span class="_ _0"></span>recognized <span class="_ _0"></span>as <span class="_ _10"></span>expenses <span class="_ _0"></span>in <span class="_ _0"></span>the <span class="_ _10"></span>period <span class="_ _0"></span>in <span class="_ _0"></span>which <span class="_ _10"></span>they <span class="_ _0"></span>are <span class="_ _10"></span>incurred. <span class="_ _0"></span>When <span class="_ _0"></span>it <span class="_ _10"></span>is </div><div class="t m0 x4 h2 y43f ff1 fs0 fc0 sc0 ls0 ws0">probable that <span class="_ _5"></span>contract costs <span class="_ _5"></span>will exceed <span class="_ _5"></span>revenues, the <span class="_ _5"></span>expected loss on <span class="_ _5"></span>the contract <span class="_ _5"></span>is recognized <span class="_ _5"></span>immediately and </div><div class="t m0 x4 h2 y440 ff1 fs0 fc0 sc0 ls0 ws0">recognized as an expense<span class="_ _8"></span> for the period </div><div class="t m0 x4 h2 y441 ff1 fs0 fc0 sc0 ls0 ws0">The reporting periods (q<span class="_ _5"></span>uar<span class="_ _0"></span>ters) are considered to be t<span class="_ _5"></span>he contract settlement period. </div><div class="t m0 x4 h3c y442 ff5 fs0 fc8 sc0 ls0 ws0">Multi-element contracts </div><div class="t m0 x4 h2 y443 ff1 fs0 fc0 sc0 ls0 ws0">For <span class="_ _13"></span>multi-element <span class="_ _14"> </span>contracts, <span class="_ _13"></span>the <span class="_ _14"> </span>Group <span class="_ _14"> </span>analyzes <span class="_ _13"></span>them <span class="_ _14"> </span>in <span class="_ _14"> </span>detail <span class="_ _13"></span>to <span class="_ _14"> </span>ensure <span class="_ _14"> </span>proper <span class="_ _13"></span>recognition <span class="_ _14"> </span>in <span class="_ _14"></span>the <span class="_ _13"></span>financial </div><div class="t m0 x4 h2 y444 ff1 fs0 fc0 sc0 ls0 ws0">statements. <span class="_ _15"></span>The <span class="_ _15"></span>proper <span class="_ _10"></span>recognition <span class="_ _15"></span>of <span class="_ _15"></span>revenue <span class="_ _15"></span>arising <span class="_ _15"></span>from <span class="_ _15"></span>m<span class="_ _8"></span>ulti-element <span class="_ _15"></span>contracts <span class="_ _15"></span>involves <span class="_ _15"></span>an <span class="_ _15"></span>asse<span class="_ _8"></span>ssment <span class="_ _15"></span>of </div><div class="t m0 x4 h2 y445 ff1 fs0 fc0 sc0 ls0 ws0">whether the<span class="_ _5"></span> products and <span class="_ _5"></span>services <span class="_ _8"></span>provided shoul<span class="_ _5"></span>d be accounte<span class="_ _5"></span>d for as <span class="_ _5"></span>independent elements <span class="_ _5"></span>for which <span class="_ _5"></span>revenue is </div><div class="t m0 x4 h2 y446 ff1 fs0 fc0 sc0 ls0 ws0">recognized <span class="_ _0"></span>independently, or <span class="_ _0"></span>whether <span class="_ _0"></span>the <span class="_ _0"></span>contract <span class="_ _0"></span>should <span class="_ _0"></span>be <span class="_ _0"></span>recognized <span class="_ _0"></span>as <span class="_ _0"></span>an <span class="_ _10"></span>inseparable whole. <span class="_ _0"></span>If <span class="_ _0"></span>independent </div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x4 y335 w17 h4d" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 31 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">elements are <span class="_ _0"></span>separated within a <span class="_ _0"></span>sales contract, the <span class="_ _0"></span>contract price is <span class="_ _0"></span>allocated to <span class="_ _0"></span>the individual <span class="_ _0"></span>elements, based on </div><div class="t m0 x4 h2 y296 ff1 fs0 fc0 sc0 ls0 ws0">their relative fair value or p<span class="_ _8"></span>rojected cost plus a margin.<span class="fc9"> </span></div><div class="t m0 x4 h3c y2ec ff5 fs0 fc8 sc0 ls0 ws0">Variable remuneration  </div><div class="t m0 x4 h2 y447 ff1 fs0 fc0 sc0 ls0 ws0">If <span class="_ _13"></span>the <span class="_ _13"></span>consideration <span class="_ _13"></span>specified <span class="_ _13"></span>in <span class="_ _14"></span>the <span class="_ _13"></span>contract <span class="_ _13"></span>includes <span class="_ _13"></span>a <span class="_ _13"></span>variable <span class="_ _13"></span>amount, <span class="_ _14"> </span>the <span class="_ _14"></span>Group <span class="_ _13"></span>estimates <span class="_ _13"></span>the <span class="_ _13"></span>amount <span class="_ _13"></span>of </div><div class="t m0 x4 h2 y448 ff1 fs0 fc0 sc0 ls0 ws0">consideration <span class="_ _5"></span>to <span class="_ _5"></span>which <span class="_ _5"></span>it will <span class="_ _6"></span>be e<span class="_ _5"></span>ntitled in <span class="_ _6"></span>exchange <span class="_ _5"></span>for the <span class="_ _6"></span>transfer <span class="_ _5"></span>of promise<span class="_ _5"></span>d goods <span class="_ _6"></span>or services<span class="_ _5"></span> to <span class="_ _6"></span>the customer<span class="_ _5"></span> </div><div class="t m0 x4 h2 y449 ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _10"></span>includes <span class="_ _0"></span>part <span class="_ _10"></span>or <span class="_ _10"></span>all <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>variable <span class="_ _10"></span>consideration <span class="_ _10"></span>amount <span class="_ _0"></span>in <span class="_ _10"></span>the <span class="_ _10"></span>transaction <span class="_ _10"></span>price <span class="_ _0"></span>only <span class="_ _10"></span>to <span class="_ _10"></span>the <span class="_ _10"></span>extent <span class="_ _10"></span>that <span class="_ _10"></span>it <span class="_ _10"></span>is </div><div class="t m0 x4 h2 y44a ff1 fs0 fc0 sc0 ls0 ws0">highly probabl<span class="_ _5"></span>e that a <span class="_ _5"></span>significant portion of <span class="_ _5"></span>the amount <span class="_ _5"></span>of previously <span class="_ _8"></span>recognized <span class="_ _8"></span>accumulated <span class="_ _5"></span>rev<span class="_ _0"></span>enue <span class="_ _5"></span>will not be </div><div class="t m0 x4 h2 y44b ff1 fs0 fc0 sc0 ls0 ws0">reversed when uncertainty ab<span class="_ _5"></span>ou<span class="_ _0"></span>t the amount of variable considerati<span class="_ _8"></span>on ceases.  </div><div class="t m0 x4 h2 y44c ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _10"></span>the <span class="_ _15"></span>case <span class="_ _10"></span>of <span class="_ _10"></span>contracts <span class="_ _15"></span>that<span class="_ _5"></span> <span class="_ _15"></span>provide <span class="_ _10"></span>for <span class="_ _10"></span>contractual <span class="_ _15"></span>pe<span class="_ _5"></span>nalties <span class="_ _15"></span>for <span class="_ _10"></span>non-performance <span class="_ _10"></span>or <span class="_ _15"></span>improper <span class="_ _10"></span>performance <span class="_ _10"></span>of </div><div class="t m0 x4 h2 y428 ff1 fs0 fc0 sc0 ls0 ws0">contractual obli<span class="_ _5"></span>gations, the expected <span class="_ _5"></span>contractual penalties <span class="_ _5"></span>may cause the<span class="_ _5"></span> remuneration, which<span class="_ _5"></span> is quoted as <span class="_ _5"></span>a fixed </div><div class="t m0 x4 h2 y44d ff1 fs0 fc0 sc0 ls0 ws0">amount <span class="_ _0"></span>in <span class="_ _0"></span>the <span class="_ _0"></span>con<span class="_ _0"></span>tract, <span class="_ _0"></span>to <span class="_ _0"></span>nevertheless <span class="_ _0"></span>be <span class="_ _10"></span>subject <span class="_ _0"></span>to <span class="_ _0"></span>change. <span class="_ _0"></span>In <span class="_ _0"></span>estimating <span class="_ _10"></span>the <span class="_ _0"></span>amount <span class="_ _0"></span>of <span class="_ _0"></span>remuneration <span class="_ _0"></span>to <span class="_ _0"></span>which </div><div class="t m0 x4 h2 y44e ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _5"></span>Group is<span class="_ _5"></span> entitl<span class="_ _5"></span>ed under <span class="_ _5"></span>the <span class="_ _5"></span>contract, <span class="_ _5"></span>the Grou<span class="_ _8"></span>p <span class="_ _5"></span>estimates <span class="_ _5"></span>the expecte<span class="_ _5"></span>d value <span class="_ _6"></span>of the <span class="_ _6"></span>payment ta<span class="_ _5"></span>king into <span class="_ _6"></span>account </div><div class="t m0 x4 h2 y44f ff1 fs0 fc0 sc0 ls0 ws0">the  probability  of <span class="_ _e"> </span>paying  such <span class="_ _e"> </span>contractual  penalties <span class="_ _e"> </span>and  other <span class="_ _e"> </span>elements  that <span class="_ _e"> </span>could  potentially  change <span class="_ _e"> </span>the </div><div class="t m0 x4 h2 y450 ff1 fs0 fc0 sc0 ls0 ws0">remuneration. <span class="_ _13"></span>Thus, <span class="_ _13"></span>this <span class="_ _13"></span>has <span class="_ _14"> </span>the <span class="_ _13"></span>effect <span class="_ _13"></span>of <span class="_ _14"> </span>reducing <span class="_ _14"></span>the <span class="_ _13"></span>value <span class="_ _13"></span>of <span class="_ _13"></span>revenue, <span class="_ _14"> </span>rather <span class="_ _13"></span>than <span class="_ _13"></span>increasing <span class="_ _14"></span>the <span class="_ _13"></span>value <span class="_ _13"></span>of </div><div class="t m0 x4 h2 y451 ff1 fs0 fc0 sc0 ls0 ws0">provisions and correspondin<span class="_ _5"></span>g exp<span class="_ _0"></span>enses, as was previ<span class="_ _5"></span>ously <span class="_ _0"></span>the case<span class="ls2">. </span> </div><div class="t m0 x4 h3c y452 ff5 fs0 fc8 sc0 ls0 ws0">An important element of fi<span class="_ _8"></span>nancing </div><div class="t m0 x4 h2 y42b ff1 fs0 fc0 sc0 ls0 ws0">In determining <span class="_ _5"></span>the transaction price, <span class="_ _5"></span>the Company is r<span class="_ _5"></span>equired to adjust th<span class="_ _5"></span>e promised consideration <span class="_ _5"></span>amount for the </div><div class="t m0 x4 h2 y453 ff1 fs0 fc0 sc0 ls0 ws0">change in the <span class="_ _0"></span>time value of <span class="_ _0"></span>money if <span class="_ _0"></span>the distribution over <span class="_ _0"></span>time of the <span class="_ _0"></span>payments agreed upon <span class="_ _0"></span>by the <span class="_ _0"></span>parties to the </div><div class="t m0 x4 h2 y454 ff1 fs0 fc0 sc0 ls0 ws0">contract (either explicitly <span class="_ _0"></span>or <span class="_ _0"></span>implicitly) gives the <span class="_ _0"></span>customer or <span class="_ _0"></span>the Company a <span class="_ _0"></span>material benefit <span class="_ _0"></span>from financing <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y455 ff1 fs0 fc0 sc0 ls0 ws0">transfer <span class="_ _15"></span>of <span class="_ _13"></span>goods <span class="_ _15"></span>or <span class="_ _13"></span>services <span class="_ _15"></span>to <span class="_ _13"></span>the <span class="_ _15"></span>customer. <span class="_ _15"></span>Under <span class="_ _13"></span>such <span class="_ _15"></span>circumstances, <span class="_ _15"></span>the <span class="_ _13"></span>contract <span class="_ _15"></span>is <span class="_ _13"></span>deemed <span class="_ _15"></span>to <span class="_ _13"></span>contain <span class="_ _15"></span>a </div><div class="t m0 x4 h2 y456 ff1 fs0 fc0 sc0 ls0 ws0">material financing element.<span class="_ _5"></span> <span class="ff4"> </span></div><div class="t m0 x4 h2 y457 ff1 fs0 fc0 sc0 ls0 ws0">In the <span class="_ _5"></span>contracts entered <span class="_ _5"></span>into by the <span class="_ _5"></span>Company, due <span class="_ _5"></span>to their nature, <span class="_ _5"></span>there is <span class="_ _5"></span>no significant el<span class="_ _5"></span>ement of fina<span class="_ _5"></span>ncing, thus </div><div class="t m0 x4 h2 y458 ff1 fs0 fc0 sc0 ls0 ws0">the promised amount of re<span class="_ _8"></span>muneration does not need t<span class="_ _8"></span>o be adjusted. </div><div class="t m0 x4 h3c y459 ff5 fs0 fc8 sc0 ls0 ws0">Costs of contracts with custome<span class="_ _5"></span>rs </div><div class="t m0 x4 h2 y45a ff1 fs0 fc0 sc0 ls0 ws0">Contract <span class="_ _5"></span>acquisition (brin<span class="_ _5"></span>ging to <span class="_ _8"></span>contract) <span class="_ _5"></span>costs are <span class="_ _5"></span>additional <span class="_ _5"></span>(incremental) contract<span class="_ _5"></span> acquisition <span class="_ _5"></span>costs incurred <span class="_ _5"></span>by </div><div class="t m0 x4 h2 y45b ff1 fs0 fc0 sc0 ls0 ws0">the Group <span class="_ _5"></span>to bring <span class="_ _5"></span>about a c<span class="_ _5"></span>ontract with a <span class="_ _5"></span>customer that <span class="_ _5"></span>the Group <span class="_ _5"></span>would not <span class="_ _5"></span>have incurred <span class="_ _5"></span>if the contrac<span class="_ _5"></span>t had not<span class="_ _5"></span> </div><div class="t m0 x4 h2 y45c ff1 fs0 fc0 sc0 ls0 ws0">been entered <span class="_ _5"></span>into. The Group <span class="_ _5"></span>recognizes these costs as<span class="_ _5"></span> an asset if <span class="_ _5"></span>it expects to rec<span class="_ _5"></span>over the costs. T<span class="_ _5"></span>he amortization </div><div class="t m0 x4 h2 y45d ff1 fs0 fc0 sc0 ls0 ws0">period <span class="_ _15"></span>for <span class="_ _13"></span>capitalized <span class="_ _15"></span>contract <span class="_ _15"></span>acquisition <span class="_ _13"></span>costs <span class="_ _15"></span>is <span class="_ _13"></span>the <span class="_ _13"></span>period <span class="_ _15"></span>during <span class="_ _13"></span>which <span class="_ _13"></span>the <span class="_ _15"></span>Group <span class="_ _13"></span>fulfills <span class="_ _13"></span>its <span class="_ _15"></span>performance </div><div class="t m0 x4 h2 y45e ff1 fs0 fc0 sc0 ls0 ws0">obligations under the contrac<span class="_ _5"></span>t.<span class="_ _0"></span> </div><div class="t m0 x4 h2 y45f ff1 fs0 fc0 sc0 ls0 ws0">From a practic<span class="_ _8"></span>al standpoint, the G<span class="_ _5"></span>roup recognizes additional costs of <span class="_ _5"></span>bringing a contract to fruitio<span class="_ _5"></span>n as an expense </div><div class="t m0 x4 h2 y460 ff1 fs0 fc0 sc0 ls0 ws0">when incurred only if <span class="_ _0"></span>the depreciation period of <span class="_ _0"></span>the asset <span class="_ _0"></span>that would <span class="_ _0"></span>otherwise be recognized by <span class="_ _0"></span>the Company is<span class="_ _0"></span> </div><div class="t m0 x4 h2 y461 ff1 fs0 fc0 sc0 ls0 ws0">one year or less. </div><div class="t m0 x4 h2 y202 ff1 fs0 fc0 sc0 ls0 ws0">Performance <span class="_ _5"></span>costs a<span class="_ _5"></span>re costs <span class="_ _5"></span>incurred <span class="_ _5"></span>in connecti<span class="_ _5"></span>on with <span class="_ _5"></span>the pe<span class="_ _5"></span>rformance of <span class="_ _5"></span>a <span class="_ _5"></span>contract w<span class="_ _5"></span>ith a <span class="_ _5"></span>customer. The <span class="_ _6"></span>Group </div><div class="t m0 x4 h2 y203 ff1 fs0 fc0 sc0 ls0 ws0">recognizes these costs as an as<span class="_ _8"></span>set when they are not within<span class="_ _5"></span> the scope of another standard (e.g., IAS 2 Inventories,<span class="_ _5"></span> </div><div class="t m0 x4 h2 y204 ff1 fs0 fc0 sc0 ls0 ws0">IAS <span class="_ _15"></span>16 <span class="_ _10"></span>Property, <span class="_ _15"></span>Plant <span class="_ _10"></span>and <span class="_ _15"></span>Equipment <span class="_ _15"></span>or <span class="_ _10"></span>IAS <span class="_ _15"></span>38 <span class="_ _10"></span>Intangible <span class="_ _15"></span>Assets), <span class="_ _15"></span>a<span class="_ _5"></span>nd <span class="_ _15"></span>when <span class="_ _15"></span>they <span class="_ _10"></span>meet <span class="_ _15"></span>all <span class="_ _10"></span>of<span class="_ _0"></span> <span class="_ _15"></span>the<span class="_ _5"></span> <span class="_ _15"></span>following </div><div class="t m0 x4 h2 y205 ff1 fs0 fc0 sc0 ls0 ws0">criteria: </div><div class="t m0 x76 h2 y462 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">these costs are directly related t<span class="_ _5"></span>o <span class="_ _0"></span>the contract or antici<span class="_ _5"></span>pated contract with the customer, </span></span></div><div class="t m0 x76 h2 y463 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">these <span class="_ _15"></span>costs <span class="_ _15"></span>result <span class="_ _15"></span>in <span class="_ _15"></span>the <span class="_ _15"></span>generation <span class="_ _15"></span>or <span class="_ _15"></span>improvement <span class="_ _15"></span>of <span class="_ _15"></span>Group <span class="_ _15"></span>res<span class="_ _5"></span>ources <span class="_ _15"></span>that <span class="_ _15"></span>will <span class="_ _15"></span>be <span class="_ _15"></span>used <span class="_ _15"></span>to <span class="_ _15"></span>meet <span class="_ _15"></span>(or </span></span></div><div class="t m0 x85 h2 y464 ff1 fs0 fc0 sc0 ls0 ws0">continue to meet) performan<span class="_ _5"></span>ce obligations in the future; and </div><div class="t m0 x76 h2 y465 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">The Group expects to recover <span class="_ _5"></span>these costs. </span></span></div><div class="t m0 x4 h2 y466 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h37 y3ec ff3 fs8 fc0 sc0 ls0 ws0">Operating costs </div><div class="t m0 x4 h2 y467 ff1 fs0 fc0 sc0 ls0 ws0">The Group <span class="fc8">keeps records of costs <span class="_ _5"></span>by type. </span></div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x4 y335 w17 h4d" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 32 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>Group <span class="_ _0"></span><span class="fc8">recognizes <span class="_ _10"></span>the <span class="_ _10"></span>costs <span class="_ _0"></span>of <span class="_ _10"></span>used <span class="_ _10"></span>materials, <span class="_ _0"></span>goods <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _10"></span>same <span class="_ _10"></span>period <span class="_ _0"></span>in <span class="_ _10"></span>which <span class="_ _10"></span>revenues <span class="_ _0"></span>from <span class="_ _10"></span>the <span class="_ _10"></span>sale <span class="_ _0"></span>of </span></div><div class="t m0 x4 h2 y296 ff1 fs0 fc8 sc0 ls0 ws0">these components are recogni<span class="_ _5"></span>zed in accordance with the principle of matching revenues <span class="_ _5"></span>and costs. </div><div class="t m0 x4 h2 y2ec ff1 fs0 fc8 sc0 ls0 ws0">Costs not directly related t<span class="_ _8"></span>o specific orders are charged t<span class="_ _8"></span>o profit or loss as the<span class="_ _5"></span>y <span class="_ _0"></span>are incurred. </div><div class="t m0 x4 h37 y468 ff3 fs8 fc0 sc0 ls0 ws0">Revenues and expenses of finan<span class="_ _0"></span>cial activities </div><div class="t m0 x4 h2 y386 ff1 fs0 fc8 sc0 ls0 ws0">Financial income consists ma<span class="_ _5"></span>inly of interest on deposits of free funds in bank accounts, c<span class="_ _5"></span>om<span class="_ _0"></span>missions and interest<span class="_ _5"></span> </div><div class="t m0 x4 h2 y3d2 ff1 fs0 fc8 sc0 ls0 ws0">on loans granted, interest on d<span class="_ _5"></span>elayed payment of receivables, the volume <span class="_ _5"></span>of released reserves relating to financial<span class="_ _8"></span> </div><div class="t m0 x4 h2 y3d3 ff1 fs0 fc8 sc0 ls0 ws0">activities. </div><div class="t m0 x4 h2 y361 ff1 fs0 fc8 sc0 ls0 ws0">Financial expenses <span class="_ _0"></span>consist mainly of <span class="_ _0"></span>interest on loans <span class="_ _0"></span>and borrowings, <span class="_ _0"></span>interest on <span class="_ _0"></span>delayed payment of <span class="_ _0"></span>liabilities, </div><div class="t m0 x4 h2 y362 ff1 fs0 fc8 sc0 ls0 ws0">established provisions for certain or <span class="_ _0"></span>probable losses from financial <span class="_ _0"></span>operations, the value at <span class="_ _0"></span>cost of shares, <span class="_ _0"></span>stocks, </div><div class="t m0 x4 h2 y3b0 ff1 fs0 fc8 sc0 ls0 ws0">securities sold, commissions and <span class="_ _0"></span>handling fees, <span class="_ _0"></span>the value of <span class="_ _0"></span>short-term <span class="_ _0"></span>investments, discounts and exchange rate </div><div class="t m0 x4 h2 y469 ff1 fs0 fc8 sc0 ls0 ws0">differences. </div><div class="t m0 x4 h37 y46a ff3 fs8 fc0 sc0 ls0 ws0">EU and government grants </div><div class="t m0 x4 h2 y46b ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _15"></span>accordance <span class="_ _15"></span>with <span class="_ _13"></span>IAS <span class="_ _15"></span>20, <span class="_ _13"></span>the <span class="_ _15"></span>Group <span class="_ _13"></span>does <span class="_ _15"></span>not <span class="_ _13"></span>recognize <span class="_ _15"></span>government <span class="_ _15"></span>grants, <span class="_ _13"></span>including <span class="_ _15"></span>non-monetary <span class="_ _15"></span>grants </div><div class="t m0 x4 h2 y46c ff1 fs0 fc0 sc0 ls0 ws0">carried at <span class="_ _0"></span>fair <span class="_ _0"></span>value, <span class="_ _0"></span>until there <span class="_ _0"></span>is <span class="_ _0"></span>reasonable assurance <span class="_ _0"></span>that <span class="_ _0"></span>the <span class="_ _0"></span>conditions associated <span class="_ _0"></span>with the <span class="_ _0"></span>grants <span class="_ _0"></span>will be <span class="_ _0"></span>met </div><div class="t m0 x4 h2 y46d ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _5"></span>the grants <span class="_ _6"></span>will be <span class="_ _5"></span>received. <span class="_ _5"></span>The fact <span class="_ _5"></span>that <span class="_ _5"></span>an entity <span class="_ _5"></span>has <span class="_ _5"></span>received a <span class="_ _5"></span>grant <span class="_ _5"></span>does not, <span class="_ _5"></span>in <span class="_ _5"></span>itself, constitute <span class="_ _6"></span>convincing </div><div class="t m0 x4 h2 y46e ff1 fs0 fc0 sc0 ls0 ws0">evidence that the conditions a<span class="_ _8"></span>ssociated with the grant have been<span class="_ _8"></span> or will be met. </div><div class="t m0 x4 h2 y46f ff1 fs0 fc0 sc0 ls0 ws0">Government gr<span class="_ _5"></span>ants are recognized <span class="_ _5"></span>in the books <span class="_ _5"></span>in such a <span class="_ _5"></span>way that grant <span class="_ _5"></span>income is recognized <span class="_ _5"></span>commensurate with </div><div class="t m0 x4 h2 y470 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _14"> </span>related <span class="_ _14"> </span>costs <span class="_ _13"></span>incurred. <span class="_ _17"> </span>The <span class="_ _13"></span>Group <span class="_ _14"> </span>has <span class="_ _14"> </span>adopted <span class="_ _14"> </span>appropriate <span class="_ _14"> </span>methods <span class="_ _14"> </span>of <span class="_ _14"></span>presenting <span class="_ _13"></span>grants <span class="_ _14"> </span>in <span class="_ _14"> </span>the <span class="_ _14"> </span>financial </div><div class="t m0 x4 h2 y471 ff1 fs0 fc0 sc0 ls0 ws0">statements: </div><div class="t m0 x76 h2 y472 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">subsidies <span class="_ _10"></span>to <span class="_ _15"></span>assets <span class="_ _10"></span>- <span class="_ _15"></span>initially <span class="_ _10"></span>as <span class="_ _15"></span>a <span class="_ _10"></span>separate <span class="_ _15"></span>it<span class="_ _5"></span>em <span class="_ _15"></span>in <span class="_ _10"></span>accruals <span class="_ _15"></span>(deferred <span class="_ _10"></span>income), <span class="_ _10"></span>and <span class="_ _15"></span>then <span class="_ _10"></span>systematically </span></span></div><div class="t m0 x85 h2 y473 ff1 fs0 fc0 sc0 ls0 ws0">presented as income over<span class="_ _8"></span> the useful life of the asset; </div><div class="t m0 x76 h2 y474 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Revenue subsidies - as an ite<span class="_ _5"></span>m &quot;Other operating/financial income&quot;. </span></span></div><div class="t m0 x4 h2 y2d7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y475 ff1 fs0 fc0 sc0 ls0 ws0">IAS <span class="_ _10"></span>37 <span class="_ _10"></span>&quot;Provisions, <span class="_ _0"></span>Contingent <span class="_ _10"></span>Liabilities <span class="_ _0"></span>and <span class="_ _10"></span>Contingent <span class="_ _10"></span>Assets&quot; <span class="_ _10"></span>applies <span class="_ _0"></span>to <span class="_ _10"></span>all <span class="_ _10"></span>related <span class="_ _10"></span>liabilities <span class="_ _0"></span>or <span class="_ _10"></span>contingent </div><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">assets from the time the gover<span class="_ _5"></span>nm<span class="_ _0"></span>ent grant is recognized. </div><div class="t m0 x4 h2 y476 ff1 fs0 fc0 sc0 ls0 ws0">A <span class="_ _10"></span>government <span class="_ _0"></span>gr<span class="_ _0"></span>ant <span class="_ _10"></span>that <span class="_ _0"></span>becomes <span class="_ _10"></span>receivable <span class="_ _10"></span>as <span class="_ _10"></span>a <span class="_ _10"></span>form <span class="_ _10"></span>of <span class="_ _10"></span>compensation <span class="_ _10"></span>for <span class="_ _10"></span>costs <span class="_ _0"></span>or <span class="_ _15"></span>lo<span class="_ _5"></span>sses <span class="_ _10"></span>already <span class="_ _10"></span>incurred, <span class="_ _10"></span>or </div><div class="t m0 x4 h2 y477 ff1 fs0 fc0 sc0 ls0 ws0">granted <span class="_ _0"></span>to <span class="_ _0"></span>the Group <span class="_ _10"></span>to provide <span class="_ _0"></span>immediate <span class="_ _0"></span>financial <span class="_ _0"></span>support to <span class="_ _10"></span>the Group <span class="_ _0"></span>without <span class="_ _0"></span>accompanying future <span class="_ _0"></span>costs, <span class="_ _0"></span>is </div><div class="t m0 x4 h2 y478 ff1 fs0 fc0 sc0 ls0 ws0">recognized as income in the<span class="_ _5"></span> period <span class="_ _0"></span>in which it becomes re<span class="_ _5"></span>ceivable. </div><div class="t m0 x4 h2 y479 ff1 fs0 fc0 sc0 ls0 ws0">For <span class="_ _13"></span>the <span class="_ _15"></span>purpose <span class="_ _13"></span>of <span class="_ _13"></span>maintaining <span class="_ _13"></span>separate <span class="_ _13"></span>records <span class="_ _15"></span>of <span class="_ _14"></span>events <span class="_ _15"></span>related <span class="_ _13"></span>to <span class="_ _13"></span>grant <span class="_ _13"></span>funding <span class="_ _13"></span>in <span class="_ _13"></span>the <span class="_ _13"></span>accounting <span class="_ _15"></span>system, </div><div class="t m0 x4 h2 y47a ff1 fs0 fc0 sc0 ls0 ws0">accounts will be created separat<span class="_ _5"></span>ely for each project. </div><div class="t m0 x4 h37 y47b ff3 fs8 fc0 sc0 ls0 ws0">Reporting transactions in foreign currencies<span class="_ _0"></span> </div><div class="t m0 x4 h2 y47c ff1 fs0 fc8 sc0 ls0 ws0">At least on the balance sheet date end<span class="_ _0"></span>ing the next quarter of a given fiscal year, <span class="_ _10"></span>assets and liabilities expressed in </div><div class="t m0 x4 h2 y47d ff1 fs0 fc8 sc0 ls0 ws0">foreign currencies are valued at<span class="_ _5"></span> the average exchange rate of the National Bank of Poland <span class="_ _5"></span>(&quot;N<span class="_ _0"></span>BP&quot;). </div><div class="t m0 x4 h2 y47e ff1 fs0 fc8 sc0 ls0 ws0">As of the date of the business transactio<span class="_ _5"></span>n,<span class="_ _0"></span> assets and liabilities denomi<span class="_ _5"></span>nated <span class="_ _0"></span>in foreign currency are reco<span class="_ _8"></span>gnized at </div><div class="t m0 x4 h2 y47f ff1 fs0 fc8 sc0 ls0 ws0">the exchange rate, respectivel<span class="_ _5"></span>y:<span class="_ _0"></span> </div><div class="t m0 x76 h2 y480 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc8">Purchase <span class="_ _13"></span>or <span class="_ _14"> </span>sale <span class="_ _14"> </span>of <span class="_ _14"> </span>currencies <span class="_ _14"></span>used <span class="_ _13"></span>by <span class="_ _14"> </span>the <span class="_ _14"> </span>bank <span class="_ _14"> </span>whose <span class="_ _14"> </span>services <span class="_ _13"></span>the <span class="_ _14"> </span>company <span class="_ _14"> </span>uses <span class="_ _14"> </span>-<span class="_ _0"></span> <span class="_ _13"></span>in <span class="_ _14"> </span>the <span class="_ _14"> </span>case <span class="_ _14"> </span>of </span></span></div><div class="t m0 x85 h2 y481 ff1 fs0 fc8 sc0 ls0 ws0">operations of sale or purchase<span class="_ _5"></span> of currencies and operations of payment of receivables <span class="_ _5"></span>or<span class="_ _0"></span> liabilities, </div><div class="t m0 x76 h2 y482 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Obligations <span class="_ _13"></span>in <span class="_ _13"></span>the <span class="_ _13"></span>case <span class="_ _13"></span>of <span class="_ _14"> </span>imports <span class="_ _13"></span>of <span class="_ _13"></span>goods <span class="_ _13"></span>undergoing <span class="_ _13"></span>customs <span class="_ _13"></span>clearance <span class="_ _14"> </span>- <span class="_ _13"></span>the <span class="_ _13"></span>rate <span class="_ _13"></span>adopted <span class="_ _13"></span>in <span class="_ _14"> </span>the </span></span></div><div class="t m0 x85 h2 y483 ff1 fs0 fc0 sc0 ls0 ws0">customs clearance document <span class="_ _8"></span>(SAD) or other binding document, </div><div class="t m0 x76 h2 y2be ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Business operations involving intra-Community acquisition or intra-Community supply of goods (WNT </span></span></div><div class="t m0 x85 h2 y484 ff1 fs0 fc0 sc0 ls0 ws0">or WDT) - the rate applicable for inc<span class="_ _5"></span>om<span class="_ _0"></span>e tax and VAT purp<span class="_ _5"></span>oses, </div><div class="t m0 x76 h2 y485 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Other operations - the rate i<span class="_ _8"></span>n effect for income tax purpose<span class="_ _5"></span>s.<span class="_ _0"></span> </span></span></div><div class="t m0 x4 h2 y486 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x67 y487 w31 h4f" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 33 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">Pursuant <span class="_ _5"></span>to Art<span class="_ _5"></span>icle 12(2) <span class="_ _5"></span>of th<span class="_ _5"></span>e Law <span class="_ _5"></span>on <span class="_ _8"></span>Corporate <span class="_ _5"></span>Income T<span class="_ _5"></span>ax of <span class="_ _5"></span>February <span class="_ _5"></span>15, 1992 <span class="_ _5"></span>(unified <span class="_ _5"></span>text: Journal <span class="_ _6"></span>of Laws </div><div class="t m0 x4 h2 y296 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _14"> </span>2022<span class="ls2">, <span class="_ _14"> </span></span>item <span class="_ _14"> </span>2587, <span class="_ _17"> </span>as <span class="_ _14"></span>amended<span class="ls9">) <span class="_ _13"></span></span>- <span class="_ _17"> </span>hereinafter <span class="_ _13"></span>referred <span class="_ _14"> </span>to <span class="_ _17"> </span>as <span class="_ _14"> </span>the <span class="_ _14"> </span>A.P.D.O.P., <span class="_ _14"> </span>revenues <span class="_ _14"> </span>expressed <span class="_ _14"> </span>in <span class="_ _14"> </span>foreign </div><div class="t m0 x4 h2 y297 ff1 fs0 fc0 sc0 ls0 ws0">currencies <span class="_ _5"></span>are t<span class="_ _5"></span>ran<span class="_ _0"></span>slated <span class="_ _5"></span>into <span class="_ _8"></span>PLN <span class="_ _5"></span>at the <span class="_ _5"></span>average <span class="_ _5"></span>exchange <span class="_ _5"></span>rate of <span class="_ _5"></span>the <span class="_ _5"></span>National Ba<span class="_ _5"></span>nk of <span class="_ _5"></span>Poland <span class="_ _5"></span>on the <span class="_ _5"></span>last <span class="_ _5"></span>business </div><div class="t m0 x4 h2 y298 ff1 fs0 fc0 sc0 ls0 ws0">day preceding the date on whi<span class="_ _5"></span>ch <span class="_ _0"></span>the revenue is earned. </div><div class="t m0 x4 h2 y2ee ff1 fs0 fc0 sc0 ls0 ws0">Pursuant to Article 15(1) <span class="_ _0"></span>of the A.P.C., <span class="_ _0"></span>tax-deductible expenses in foreign currencies are converted <span class="_ _0"></span>into zlotys at </div><div class="t m0 x4 h2 y3ad ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _10"></span>average <span class="_ _10"></span>exchange <span class="_ _10"></span>rate <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>National <span class="_ _10"></span>Bank <span class="_ _10"></span>of <span class="_ _10"></span>Poland <span class="_ _10"></span>on <span class="_ _10"></span>the <span class="_ _10"></span>last <span class="_ _10"></span>business <span class="_ _10"></span>day <span class="_ _10"></span>preceding <span class="_ _10"></span>the <span class="_ _10"></span>day <span class="_ _10"></span>on <span class="_ _10"></span>which </div><div class="t m0 x4 h2 y3ae ff1 fs0 fc0 sc0 ls0 ws0">they are incurred. </div><div class="t m0 x4 h2 y2f1 ff1 fs0 fc8 sc0 ls0 ws0">As <span class="_ _13"></span>of <span class="_ _14"> </span>the <span class="_ _14"></span>balance <span class="_ _13"></span>sheet <span class="_ _13"></span>date, <span class="_ _14"> </span>assets <span class="_ _14"> </span>and <span class="_ _14"></span>liabilities <span class="_ _13"></span>expressed <span class="_ _14"> </span>in <span class="_ _13"></span>foreign <span class="_ _14"> </span>currencies <span class="_ _13"></span>are <span class="_ _13"></span>valued <span class="_ _14"> </span>at <span class="_ _14"> </span>the <span class="_ _13"></span>average </div><div class="t m0 x4 h2 y488 ff1 fs0 fc8 sc0 ls0 ws0">exchange rate of the National<span class="_ _8"></span> Bank of Poland for a given c<span class="_ _5"></span>urren<span class="_ _0"></span>cy as of the balance<span class="_ _5"></span> sh<span class="_ _0"></span>eet date. </div><div class="t m0 x4 h2 y489 ff1 fs0 fc0 sc0 ls0 ws0">Exchange <span class="_ _0"></span>rate <span class="_ _10"></span>differences <span class="_ _0"></span>on <span class="_ _0"></span>assets <span class="_ _10"></span>and <span class="_ _10"></span>liabilities denominated <span class="_ _10"></span>in <span class="_ _0"></span>foreign <span class="_ _10"></span>currencies, <span class="_ _0"></span>arising <span class="_ _10"></span>at <span class="_ _0"></span>the <span class="_ _10"></span>date <span class="_ _0"></span>of <span class="_ _10"></span>their </div><div class="t m0 x4 h2 y48a ff1 fs0 fc0 sc0 ls0 ws0">valuation <span class="_ _10"></span>and <span class="_ _15"></span>at <span class="_ _10"></span>the <span class="_ _15"></span>pa<span class="_ _5"></span>ym<span class="_ _0"></span>ent <span class="_ _10"></span>of <span class="_ _15"></span>receiva<span class="_ _5"></span>bles <span class="_ _15"></span>and <span class="_ _10"></span>liabilities, <span class="_ _10"></span>as <span class="_ _15"></span>well <span class="_ _10"></span>as <span class="_ _15"></span>at <span class="_ _10"></span>the <span class="_ _10"></span>sale <span class="_ _15"></span>or <span class="_ _10"></span>purchase <span class="_ _10"></span>of <span class="_ _15"></span>currencies, <span class="_ _10"></span>are </div><div class="t m0 x4 h2 y48b ff1 fs0 fc0 sc0 ls0 ws0">included <span class="_ _13"></span>in <span class="_ _15"></span>financial <span class="_ _13"></span>income <span class="_ _13"></span>or <span class="_ _13"></span>expenses, <span class="_ _15"></span>respectively, <span class="_ _13"></span>and <span class="_ _13"></span>in <span class="_ _13"></span>justified <span class="_ _15"></span>cases <span class="_ _14"></span>- <span class="_ _13"></span>in <span class="_ _13"></span>the <span class="_ _15"></span>cost <span class="_ _13"></span>of <span class="_ _13"></span>products <span class="_ _13"></span>or <span class="_ _13"></span>the </div><div class="t m0 x4 h2 y48c ff1 fs0 fc0 sc0 ls0 ws0">purchase <span class="_ _0"></span>price <span class="_ _10"></span>of <span class="_ _10"></span>goods, <span class="_ _0"></span>as <span class="_ _10"></span>well <span class="_ _10"></span>as <span class="_ _0"></span>the <span class="_ _10"></span>purchase <span class="_ _10"></span>price <span class="_ _0"></span>or <span class="_ _10"></span>cost <span class="_ _10"></span>of <span class="_ _10"></span>fixed <span class="_ _0"></span>assets, <span class="_ _10"></span>fixed <span class="_ _10"></span>assets <span class="_ _0"></span>under <span class="_ _10"></span>construction <span class="_ _0"></span>or </div><div class="t m0 x4 h2 y48d ff1 fs0 fc0 sc0 ls0 ws0">intangible assets. </div><div class="t m0 x4 h37 y48e ff3 fs8 fc0 sc0 ls0 ws0">Reporting of business segments<span class="_ _0"></span> </div><div class="t m0 x4 h2 y390 ff1 fs0 fc0 sc0 ls0 ws0">Under IFRS 8, an operating segme<span class="_ _5"></span>nt is a distinguishable part of the Group&apos;s business for which sepa<span class="_ _5"></span>rate financial </div><div class="t m0 x4 h2 y391 ff1 fs0 fc0 sc0 ls0 ws0">information is avail<span class="_ _5"></span>able that is regularly evaluate<span class="_ _5"></span>d by the chief operating decisi<span class="_ _5"></span>on maker related to how resources<span class="_ _5"></span> </div><div class="t m0 x4 h2 y48f ff1 fs0 fc0 sc0 ls0 ws0">are allocated and how perfor<span class="_ _8"></span>mance is evaluated. </div><div class="t m0 x4 h2 y225 ff1 fs0 fc0 sc0 ls0 ws0">The DataWalk Group has the followin<span class="_ _5"></span>g operating segments: </div><div class="t m0 x76 h2 y490 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc8">A <span class="_ _12"> </span>segment <span class="_ _12"> </span>including <span class="_ _12"> </span>DataWalk <span class="_ _12"> </span>S.A., <span class="_ _12"> </span>generating <span class="_ _12"> </span>revenues <span class="_ _12"> </span>from <span class="_ _22"> </span>platform <span class="_ _12"> </span>sales <span class="_ _12"> </span>and <span class="_ _12"> </span>deployment, </span></span></div><div class="t m0 x85 h2 y491 ff1 fs0 fc8 sc0 ls0 ws0">particularly in EMEA (E<span class="_ _5"></span>urope, Middle East, Africa) and Asia, whose performance<span class="_ _5"></span> is regularly reviewed </div><div class="t m0 x85 h2 y492 ff1 fs0 fc8 sc0 ls0 ws0">by the Issuer&apos;s Board of Directors a<span class="_ _5"></span>s the main decision-making body. </div><div class="t m0 x76 h2 y493 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc8">A <span class="_ _10"></span>segment <span class="_ _0"></span>comprising <span class="_ _10"></span>DataWalk <span class="_ _0"></span>Inc. <span class="_ _10"></span>that <span class="_ _10"></span>generates <span class="_ _0"></span>revenues <span class="_ _10"></span>resulting <span class="_ _0"></span>from <span class="_ _10"></span>sales <span class="_ _10"></span>and <span class="_ _0"></span>implementation </span></span></div><div class="t m0 x85 h2 y494 ff1 fs0 fc8 sc0 ls0 ws0">activities <span class="_ _0"></span>related <span class="_ _10"></span>to <span class="_ _10"></span>the <span class="_ _0"></span>DataWalk <span class="_ _10"></span>platform <span class="_ _0"></span>primarily <span class="_ _10"></span>in <span class="_ _0"></span>the <span class="_ _10"></span>United <span class="_ _10"></span>States <span class="_ _0"></span>and <span class="_ _10"></span>the <span class="_ _0"></span>rest <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>Americas, </div><div class="t m0 x85 h2 y495 ff1 fs0 fc8 sc0 ls0 ws0">the <span class="_ _10"></span>results <span class="_ _10"></span>of <span class="_ _10"></span>wh<span class="_ _0"></span>ich <span class="_ _10"></span>are <span class="_ _10"></span>regularly <span class="_ _10"></span>reviewed <span class="_ _10"></span>by <span class="_ _15"></span>the <span class="_ _0"></span>e<span class="_ _0"></span>ntity&apos;s <span class="_ _10"></span>Board <span class="_ _10"></span>of <span class="_ _15"></span>Direct<span class="_ _8"></span>ors <span class="_ _10"></span>as <span class="_ _15"></span>the <span class="_ _0"></span>primary <span class="_ _10"></span>decision-</div><div class="t m0 x85 h2 y496 ff1 fs0 fc8 sc0 ls0 ws0">making body. <span class="_ _8"></span>The results <span class="_ _8"></span>of the subsidia<span class="_ _8"></span>ry included in <span class="_ _5"></span>this segment are subject <span class="_ _5"></span>to periodic review by <span class="_ _5"></span>the </div><div class="t m0 x85 h2 y497 ff1 fs0 fc8 sc0 ls0 ws0">subsidiary&apos;s <span class="_ _13"></span>Board <span class="_ _15"></span>of <span class="_ _13"></span>Directors, <span class="_ _13"></span>and <span class="_ _13"></span>are <span class="_ _13"></span>also <span class="_ _13"></span>subject <span class="_ _13"></span>to <span class="_ _13"></span>regular <span class="_ _13"></span>review <span class="_ _13"></span>by <span class="_ _13"></span>the <span class="_ _13"></span>Board <span class="_ _13"></span>of <span class="_ _13"></span>Directors <span class="_ _15"></span>o<span class="_ _0"></span><span class="ls9">f </span></div><div class="t m0 x85 h2 y498 ff1 fs0 fc8 sc0 ls0 ws0">DataWalk S.A. </div><div class="t m0 x85 h2 y499 ff1 fs0 fc8 sc0 ls0 ws0"> </div><div class="t m0 x4 h37 y49a ff3 fs8 fc0 sc0 ls0 ws0">Earnings per share </div><div class="t m0 x4 h2 y49b ff1 fs0 fc8 sc0 ls0 ws0">Earnings <span class="_ _6"></span>per <span class="_ _5"></span>share <span class="_ _5"></span>is <span class="_ _5"></span>the <span class="_ _5"></span>quotient <span class="_ _5"></span>of <span class="_ _5"></span>net <span class="_ _5"></span>income <span class="_ _6"></span>for <span class="_ _5"></span>the <span class="_ _5"></span>reporting <span class="_ _5"></span>period <span class="_ _5"></span>and <span class="_ _5"></span>the <span class="_ _5"></span>weighted <span class="_ _6"></span>average <span class="_ _5"></span>number <span class="_ _5"></span>of <span class="_ _5"></span>shares </div><div class="t m0 x4 h2 y49c ff1 fs0 fc8 sc0 ls0 ws0">as of the balance sheet date. </div><div class="t m0 x4 h2 y28a ff1 fs0 fc8 sc0 ls0 ws0">Diluted <span class="_ _0"></span>net <span class="_ _10"></span>income <span class="_ _0"></span>per <span class="_ _10"></span>share <span class="_ _0"></span>is <span class="_ _10"></span>the <span class="_ _0"></span>quotient <span class="_ _0"></span>of<span class="_ _0"></span> <span class="_ _0"></span>net <span class="_ _10"></span>income <span class="_ _0"></span>for <span class="_ _10"></span>the <span class="_ _10"></span>reporting <span class="_ _0"></span>period <span class="_ _10"></span>and <span class="_ _0"></span>the <span class="_ _10"></span>sum <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>weighted </div><div class="t m0 x4 h2 y49d ff1 fs0 fc8 sc0 ls0 ws0">average number of shares i<span class="_ _5"></span>n <span class="_ _0"></span>the reporting perio<span class="_ _5"></span>d <span class="_ _0"></span>and all potential new issue sha<span class="_ _5"></span>res.<span class="_ _0"></span> </div><div class="t m0 x4 h2 y49e ff1 fs0 fc8 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y49f ff3 fs2 fc3 sc0 ls0 ws0">Changes in applied accounting principles<span class="_ _0"></span> </div><div class="t m0 x4 h2 y4a0 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>accounting <span class="_ _0"></span>policies <span class="_ _10"></span>used <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _10"></span>preparation <span class="_ _0"></span>of <span class="_ _10"></span>these <span class="_ _15"></span>annual <span class="_ _0"></span>consolidated <span class="_ _10"></span>financial <span class="_ _0"></span>statements <span class="_ _10"></span>are <span class="_ _10"></span>consistent </div><div class="t m0 x4 h2 y4a1 ff1 fs0 fc0 sc0 ls0 ws0">with <span class="_ _15"></span>those <span class="_ _15"></span>used <span class="_ _15"></span>in <span class="_ _13"></span>the <span class="_ _15"></span>preparation <span class="_ _15"></span>of <span class="_ _15"></span>the <span class="_ _15"></span>Group&apos;s <span class="_ _15"></span>annual <span class="_ _15"></span>consolidated <span class="_ _15"></span>financial <span class="_ _15"></span>statements <span class="_ _15"></span>for <span class="_ _13"></span>the <span class="_ _15"></span>year <span class="_ _15"></span>ended </div><div class="t m0 x4 h2 y4a2 ff1 fs0 fc0 sc0 ls0 ws0">December 31, 2023. </div><div class="t m0 x4 h2 y4a3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y4a4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y4a5 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x67 y4a6 w31 h50" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha y1b3 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 34 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">New standards, interpretatio<span class="_ _0"></span>ns and amendments to published standards<span class="_ _0"></span> </div><div class="t m0 x4 h20 y4a7 ff3 fs0 fc0 sc0 ls0 ws0">Published <span class="_ _15"></span>Sta<span class="_ _5"></span>ndards <span class="_ _15"></span>and <span class="_ _15"></span>Interpre<span class="_ _5"></span>tations <span class="_ _15"></span>that <span class="_ _15"></span>were<span class="_ _5"></span> <span class="_ _15"></span>issued <span class="_ _15"></span>and <span class="_ _10"></span>are <span class="_ _15"></span>effective <span class="_ _10"></span>for <span class="_ _15"></span>the <span class="_ _10"></span>first <span class="_ _15"></span>time <span class="_ _15"></span>d<span class="_ _8"></span>uring <span class="_ _15"></span>the </div><div class="t m0 x4 h20 y4a8 ff3 fs0 fc0 sc0 ls0 ws0">period covered by this repor<span class="_ _5"></span>t </div><div class="t m0 x4 h2 y4a9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y4aa ff3 fs0 fc0 sc0 ls0 ws0">Amendment to IAS 1 - effective Janu<span class="_ _5"></span>ary 1, 2024. </div><div class="t m0 x4 h2 y4ab ff1 fs0 fc0 sc0 ls0 ws0">The amendments to <span class="_ _0"></span>IAS 1 affect <span class="_ _0"></span>the requirements for <span class="_ _0"></span>the presentation of <span class="_ _0"></span>liabilities in the finan<span class="_ _0"></span>cial statements. In </div><div class="t m0 x4 h2 y4ac ff1 fs0 fc0 sc0 ls0 ws0">particular, they clarify <span class="_ _0"></span>one of<span class="_ _0"></span> the <span class="_ _0"></span>criteria for <span class="_ _0"></span>classifying a <span class="_ _0"></span>liability as <span class="_ _0"></span>non<span class="_ _0"></span>-current.  <span class="_ _0"></span>The amendment <span class="_ _0"></span>will not <span class="_ _0"></span>have </div><div class="t m0 x4 h2 y29d ff1 fs0 fc0 sc0 ls0 ws0">a material impact on the Group&apos;s cons<span class="_ _8"></span>olidated financial statements.<span class="_ _5"></span> </div><div class="t m0 x4 h20 y4ad ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y4ae ff3 fs0 fc0 sc0 ls0 ws0">Amendment to IFRS 16 - effective<span class="_ _5"></span> January 1, 2024. </div><div class="t m0 x4 h2 y4af ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>amendments <span class="_ _0"></span>to <span class="_ _10"></span>IFRS <span class="_ _10"></span>16 <span class="_ _0"></span>require <span class="_ _10"></span>an <span class="_ _10"></span>entity <span class="_ _0"></span>that <span class="_ _10"></span>has <span class="_ _10"></span>sold <span class="_ _0"></span>an <span class="_ _10"></span>asset <span class="_ _10"></span>and <span class="_ _10"></span>simultaneously <span class="_ _0"></span>uses <span class="_ _10"></span>it <span class="_ _0"></span>under <span class="_ _10"></span>a <span class="_ _10"></span>lease <span class="_ _10"></span>to </div><div class="t m0 x4 h2 y4b0 ff1 fs0 fc0 sc0 ls0 ws0">recognize <span class="_ _0"></span>the <span class="_ _10"></span>value <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>lease <span class="_ _10"></span>liability <span class="_ _0"></span>in <span class="_ _10"></span>a <span class="_ _0"></span>manner <span class="_ _10"></span>that <span class="_ _0"></span>does <span class="_ _10"></span>not <span class="_ _0"></span>result <span class="_ _10"></span>in <span class="_ _0"></span>a <span class="_ _10"></span>gain <span class="_ _0"></span>or <span class="_ _10"></span>loss <span class="_ _0"></span>related <span class="_ _10"></span>to <span class="_ _0"></span>the <span class="_ _10"></span>retained </div><div class="t m0 x4 h2 y4b1 ff1 fs0 fc0 sc0 ls0 ws0">right of use The amendment will<span class="_ _5"></span> n<span class="_ _0"></span>ot have a material impact<span class="_ _5"></span> o<span class="_ _0"></span>n the Group&apos;s consolidate<span class="_ _5"></span>d financial statements. </div><div class="t m0 x4 h20 y4b2 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y3d5 ff3 fs0 fc0 sc0 ls0 ws0">Amendments to IAS 7/IFRS<span class="_ _8"></span> 7: Financial contracts with <span class="_ _5"></span>suppliers - <span class="_ _0"></span>effective January 1, 2<span class="_ _5"></span>024. </div><div class="t m0 x4 h2 y4b3 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>amendments <span class="_ _0"></span>introduce <span class="_ _0"></span>additional <span class="_ _0"></span>disclosure <span class="_ _0"></span>requirements <span class="_ _0"></span>to <span class="_ _10"></span>increase the <span class="_ _10"></span>transparency of <span class="_ _10"></span>supplier <span class="_ _0"></span>financing </div><div class="t m0 x4 h2 y1c5 ff1 fs0 fc0 sc0 ls0 ws0">arrangements <span class="_ _6"></span>and their <span class="_ _6"></span>impact <span class="_ _5"></span>on <span class="_ _5"></span>the <span class="_ _5"></span>company&apos;s <span class="_ _5"></span>liabilities, <span class="_ _5"></span>cash <span class="_ _5"></span>flows a<span class="_ _5"></span>nd liquidity <span class="_ _6"></span>risk <span class="_ _5"></span>exposure. <span class="_ _5"></span>The a<span class="_ _5"></span>mendment </div><div class="t m0 x4 h2 y4b4 ff1 fs0 fc0 sc0 ls0 ws0">will not have a material impa<span class="_ _5"></span>ct<span class="_ _0"></span> on the Group&apos;s consolidated fina<span class="_ _5"></span>ncial statements. </div><div class="t m0 x4 h2 y4b5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y4b6 ff3 fs0 fc0 sc0 ls0 ws0">Published <span class="_ _0"></span>Standards and <span class="_ _0"></span>Interpretations <span class="_ _0"></span>that <span class="_ _0"></span>have <span class="_ _0"></span>been <span class="_ _0"></span>issued <span class="_ _0"></span>but <span class="_ _0"></span>are <span class="_ _0"></span>not <span class="_ _0"></span>yet <span class="_ _0"></span>in <span class="_ _0"></span>force <span class="_ _0"></span>and <span class="_ _0"></span>have <span class="_ _0"></span>not <span class="_ _0"></span>been </div><div class="t m0 x4 h20 y4b7 ff3 fs0 fc0 sc0 ls0 ws0">previously applied </div><div class="t m0 x4 h20 y4b8 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y4b9 ff3 fs0 fc0 sc0 ls0 ws0">Amendment to IAS 21 - effective Janu<span class="_ _5"></span>ary 1, 2025. </div><div class="t m0 x4 h2 y4ba ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>amendments <span class="_ _0"></span>to <span class="_ _10"></span>IAS <span class="_ _0"></span>21 <span class="_ _10"></span>require <span class="_ _0"></span>disclosures <span class="_ _0"></span>that <span class="_ _0"></span>allow <span class="_ _10"></span>users <span class="_ _0"></span>of <span class="_ _0"></span>financial <span class="_ _0"></span>statements <span class="_ _10"></span>to <span class="_ _0"></span>understand <span class="_ _0"></span>the <span class="_ _10"></span>effects </div><div class="t m0 x4 h2 y4bb ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _10"></span>non-convertibility <span class="_ _10"></span>of <span class="_ _10"></span>currencies <span class="_ _15"></span>a<span class="_ _5"></span>nd <span class="_ _15"></span>clari<span class="_ _8"></span>fy <span class="_ _10"></span>how <span class="_ _10"></span>currency <span class="_ _15"></span>co<span class="_ _8"></span>nvertibility <span class="_ _10"></span>should <span class="_ _10"></span>be <span class="_ _10"></span>assessed. <span class="_ _15"></span>The <span class="_ _10"></span>amendment </div><div class="t m0 x4 h2 y4bc ff1 fs0 fc0 sc0 ls0 ws0">will not have a material impa<span class="_ _5"></span>ct on the Group&apos;s consolidated financial statements. </div><div class="t m0 x4 h2 y4bd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y4be ff3 fs0 fc0 sc0 ls0 ws0">Amendment to IFRS <span class="ls3">9 </span>- will be effecti<span class="_ _5"></span>ve January 1, 2026. </div><div class="t m0 x4 h2 y4bf ff1 fs0 fc0 sc0 ls0 ws0">Amendments <span class="_ _5"></span>to IFRS <span class="_ _5"></span>9 to <span class="_ _5"></span>clarify what <span class="_ _5"></span>is the <span class="_ _5"></span>date of <span class="_ _5"></span>discontinuation <span class="_ _5"></span>of recognition <span class="_ _5"></span>of a <span class="_ _5"></span>financial asset <span class="_ _5"></span>or fina<span class="_ _5"></span>ncial </div><div class="t m0 x4 h2 y4c0 ff1 fs0 fc0 sc0 ls0 ws0">liability when <span class="_ _5"></span>companies cease <span class="_ _5"></span>to recognize a <span class="_ _5"></span>financial asset <span class="_ _5"></span>or a financial <span class="_ _5"></span>liability. The amen<span class="_ _5"></span>dm<span class="_ _0"></span>ent wi<span class="_ _5"></span>ll not have </div><div class="t m0 x4 h2 y4c1 ff1 fs0 fc0 sc0 ls0 ws0">a material impact on the Group&apos;s cons<span class="_ _5"></span>olidated financial statements. </div><div class="t m0 x4 h2 y4c2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y4c3 ff3 fs0 fc0 sc0 ls0 ws0">IFRS 18 - will be effective as of <span class="_ _5"></span>January 1, 2027.  </div><div class="t m0 x4 h2 y2b4 ff1 fs0 fc0 sc0 ls0 ws0">The purpose of the new <span class="_ _0"></span>IFRS Accounting Standard is to improve the way <span class="_ _0"></span>information is reported in the financial </div><div class="t m0 x4 h2 y4c4 ff1 fs0 fc0 sc0 ls0 ws0">statements, with <span class="_ _0"></span>particular <span class="_ _0"></span>emphasis <span class="_ _0"></span>on <span class="_ _0"></span>the <span class="_ _0"></span>information <span class="_ _0"></span>contained in <span class="_ _0"></span>the <span class="_ _0"></span>income <span class="_ _0"></span>statement. <span class="_ _0"></span>The <span class="_ _0"></span>amendment will </div><div class="t m0 x4 h2 y162 ff1 fs0 fc0 sc0 ls0 ws0">not have a material impact <span class="_ _5"></span>on the Group&apos;s consolidated financial statements. </div><div class="t m0 x4 h20 y25e ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y25f ff3 fs0 fc0 sc0 ls0 ws0">IFRS 19 - will be effective as of <span class="_ _5"></span>January 1, 2027. </div><div class="t m0 x4 h2 y260 ff1 fs0 fc0 sc0 ls0 ws0">The purpose <span class="_ _5"></span>of the new IFRS <span class="_ _5"></span>Accounting Standard is <span class="_ _5"></span>to introduce the <span class="_ _5"></span>po<span class="_ _0"></span>ssibility of <span class="_ _5"></span>simplifying the disclosures <span class="_ _5"></span>in </div><div class="t m0 x4 h2 y261 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _5"></span>separate <span class="_ _5"></span>financial <span class="_ _6"></span>statements <span class="_ _5"></span>of subsidia<span class="_ _5"></span>ries <span class="_ _5"></span>(not <span class="_ _5"></span>public) <span class="_ _5"></span>so <span class="_ _5"></span>that <span class="_ _5"></span>the <span class="_ _5"></span>disclosures <span class="_ _5"></span>are <span class="_ _5"></span>more <span class="_ _5"></span>targeted <span class="_ _5"></span>to <span class="_ _5"></span>the <span class="_ _5"></span>specific </div><div class="t m0 x4 h2 y4c5 ff1 fs0 fc0 sc0 ls0 ws0">objectives of the entity that are important from the point of view of <span class="_ _0"></span>stakeholders. The amendment will not have a </div><div class="t m0 x4 h2 y4c6 ff1 fs0 fc0 sc0 ls0 ws0">material impact on the Group&apos;<span class="_ _5"></span>s consolidated financial statements. </div><div class="t m0 x4 h2 y4c7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y4c8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y333 ff3 fs2 fc3 sc0 ls0 ws0">Information on corrections of prior period errors<span class="_ _0"></span> </div><div class="t m0 x4 h2 y4c9 ff1 fs0 fc0 sc0 ls0 ws0">During the reporting period, t<span class="_ _5"></span>here were no events resulting in the need t<span class="_ _5"></span>o <span class="_ _0"></span>correct an error. <span class="_ _23"> </span> </div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi xb y3ba w6 h51" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAADUCAIAAAAnelXyAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAN0lEQVRYw+3KQQEAQAQAMC6JaPqn0OAIsL2XWR2bFweSJEmSJEmSJEmSJEmSJEmSJEmSJEmS9DfwDwIpaAYYMwAAAABJRU5ErkJggg=="/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h11 y16a ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y25 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4ca w41 h52"><div class="t m0 x7d h2 y4cb ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x86 y4ca w42 h52"><div class="t m0 x7d h2 y4cb ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x87 y4ca w43 h52"><div class="t m0 x7d h2 y4cb ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4cc w41 h52"><div class="t m0 x7d h2 y4cb ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x86 y4cc w42 h52"><div class="t m0 x7d h2 y4cb ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x87 y4cc w43 h52"><div class="t m0 x7d h2 y4cb ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y2c w41 h53"><div class="t m0 x7d hc y4cd ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x86 y2c w42 h53"><div class="t m0 x7d hc y4cd ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x87 y2c w43 h53"><div class="t m0 x7d hc y4cd ff1 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 yde ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y4ce ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y4cf ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y4d0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y4d1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y4d2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y4d3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y1f0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y4d4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y4d5 ff3 fs9 fc3 sc0 ls0 ws0">Selected notes and explanations to the </div><div class="t m0 x4 h12 y4d6 ff3 fs9 fc3 sc0 ls0 ws0">consolidated financial statements <span class="_ _0"></span> </div><div class="t m0 x4 h12 y4d7 ff3 fs9 fc5 sc0 ls0 ws0">DataWalk Capital Group</div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x67 y4d8 w31 h54" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xe ha y1b5 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2023</span>. </div><div class="t m0 x69 ha y25 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 36 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note 1.1 Property, plant and equipment<span class="_ _0"></span> </div><div class="t m0 x4 h20 y4a7 ff3 fs0 fc5 sc0 ls0 ws0">Information on estimates </div><div class="t m0 x4 h2 y4d9 ff1 fs0 fc0 sc0 ls0 ws0">At each balanc<span class="_ _8"></span>e sheet date, t<span class="_ _5"></span>he Group assesses whether ther<span class="_ _5"></span>e are objective indications that<span class="_ _5"></span> a given property, plant </div><div class="t m0 x4 h2 y4da ff1 fs0 fc0 sc0 ls0 ws0">and equi<span class="_ _5"></span>pment asset ma<span class="_ _5"></span>y be impaire<span class="_ _5"></span>d. The Company<span class="_ _5"></span> performs t<span class="_ _8"></span>he afore<span class="_ _5"></span>mentioned tests <span class="_ _5"></span>using the <span class="_ _5"></span>discounted cash </div><div class="t m0 x4 h2 y4db ff1 fs0 fc0 sc0 ls0 ws0">flow <span class="_ _13"></span>method. <span class="_ _13"></span>The <span class="_ _14"> </span>Group <span class="_ _13"></span>performed <span class="_ _13"></span>the <span class="_ _13"></span>most <span class="_ _13"></span>recent <span class="_ _14"> </span>impairment <span class="_ _13"></span>tests <span class="_ _13"></span>during <span class="_ _13"></span>the <span class="_ _14"> </span>preparation <span class="_ _13"></span>of <span class="_ _13"></span>the <span class="_ _13"></span>financial </div><div class="t m0 x4 h2 y4dc ff1 fs0 fc0 sc0 ls0 ws0">statements for 2024, ending Decem<span class="_ _5"></span>ber 31, 2024. </div><div class="t m0 x4 h2 y4dd ff1 fs0 fc0 sc0 ls0 ws0">In 2024, property, plant <span class="_ _0"></span>and equipment was subject <span class="_ _0"></span>to a write<span class="_ _0"></span>-down in <span class="_ _0"></span>the amount of PLN <span class="_ _0"></span>5 thousand. Details of </div><div class="t m0 x4 h20 y4de ff1 fs0 fc0 sc0 ls0 ws0">the write-down are presented i<span class="_ _5"></span>n No<span class="_ _0"></span>te 30 - &quot;Asset impairmen<span class="_ _5"></span>t tests&quot; to these financial statements<span class="ff3"> </span></div><div class="t m0 x4 h2 y4df ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _14"> </span>value <span class="_ _14"> </span>of <span class="_ _14"> </span>property, <span class="_ _13"></span>plant <span class="_ _14"> </span>and <span class="_ _17"> </span>equipment <span class="_ _13"></span>corresponds <span class="_ _14"> </span>to <span class="_ _14"> </span>their <span class="_ _14"> </span>recoverable <span class="_ _14"> </span>value, <span class="_ _14"> </span>which <span class="_ _14"> </span>as <span class="_ _14"> </span>of <span class="_ _14"> </span>31.12.2024 </div><div class="t m0 x4 h2 y4e0 ff1 fs0 fc0 sc0 ls0 ws0">amounted to PLN 96 thousan<span class="_ _5"></span>d<span class="_ _0"></span> </div><div class="t m0 x4 h2 y4e1 ff1 fs0 fc0 sc0 ls0 ws0">During the preparation of the 2024 financial statements, the Company revised the assumed economic <span class="fc8">useful lives </span></div><div class="t m0 x4 h2 y4e2 ff1 fs0 fc8 sc0 ls0 ws0">of fixed assets, residual value<span class="_ _5"></span> and depreciation method <span class="fc0">based on current estimates. </span></div><div class="t m0 x88 h2 y366 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xc y4e3 w44 h1c"><div class="t m0 x89 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Property, plant and equipment<span class="_ _0"></span> </div></div><div class="c x8a y4e3 wd h1c"><div class="t m0 x1a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y4e3 we h1c"><div class="t m0 x1a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xc y4e4 w44 h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> Fixed assets, including: <span class="_ _0"></span> </div></div><div class="c x8a y4e4 wd h1d"><div class="t m0 xc h15 ybf ff3 fsa fc0 sc0 ls0 ws0">96 </div></div><div class="c x8b y4e4 we h1d"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">287 </div></div><div class="c xc y4e5 w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- buildings and structures  </div></div><div class="c x8a y4e5 wd h1c"><div class="t m0 x8c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x8b y4e5 we h1c"><div class="t m0 x8c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">3 </div></div><div class="c xc y4e6 w44 h1d"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- technical equipment and machinery <span class="_ _0"></span> </div></div><div class="c x8a y4e6 wd h1d"><div class="t m0 xc h25 ybf ff4 fsa fc0 sc0 ls0 ws0">96 </div></div><div class="c x8b y4e6 we h1d"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">283 </div></div><div class="c xc y4e7 w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- other fixed assets  </div></div><div class="c x8a y4e7 wd h1c"><div class="t m0 x8c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x8b y4e7 we h1c"><div class="t m0 x8c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c xc y4e8 w44 h1d"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x8a y4e8 wd h1d"><div class="t m0 xc h15 ybf ff3 fsa fc0 sc0 ls0 ws0">96 </div></div><div class="c x8b y4e8 we h1d"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">287 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xd h20 y4e9 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y4bc ff3 fs0 fc5 sc0 ls0 ws0">As of <span class="ls3">31</span>.12.2024<span class="ff1"> </span></div><div class="t m0 x4 h2 y4ea ff1 fs0 fc0 sc0 ls0 ws0">The Group had no land in perpetual <span class="_ _5"></span>use. </div><div class="t m0 x4 h2 y4eb ff1 fs0 fc0 sc0 ls0 ws0">The Group had no property, p<span class="_ _5"></span>lant and equipment with limited ownership and use rights.<span class="_ _5"></span> </div><div class="t m0 x4 h2 y4ec ff1 fs0 fc0 sc0 ls0 ws0">The Group had <span class="_ _0"></span>a bank <span class="_ _0"></span>loan that was <span class="_ _0"></span>secured by fixed <span class="_ _0"></span>assets. Information on <span class="_ _0"></span>the Group&apos;s <span class="_ _0"></span>loans and borrowings <span class="_ _0"></span>is </div><div class="t m0 x4 h2 y4ed ff1 fs0 fc0 sc0 ls0 ws0">presented in Note <span class="ls3">18</span>, &quot;Loans and borrowi<span class="_ _5"></span>ngs (long-<span class="_ _0"></span>term and short-term)<span class="_ _8"></span>.&quot; </div><div class="t m0 x4 h2 y4ee ff1 fs0 fc0 sc0 ls0 ws0">There <span class="_ _0"></span>were <span class="_ _10"></span>no <span class="_ _10"></span>liabilities <span class="_ _0"></span>to <span class="_ _10"></span>the <span class="_ _10"></span>state <span class="_ _10"></span>budget <span class="_ _0"></span>or <span class="_ _10"></span>local <span class="_ _0"></span>government <span class="_ _10"></span>units <span class="_ _10"></span>for <span class="_ _0"></span>obtaining <span class="_ _10"></span>ownership <span class="_ _0"></span>of <span class="_ _10"></span>buildings <span class="_ _10"></span>and </div><div class="t m0 x4 h2 y4ef ff1 fs0 fc0 sc0 ls0 ws0">structures. </div><div class="t m0 x4 h2 y4f0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y4f1 ff3 fs0 fc5 sc0 ls0 ws0">Status as of 31.12.2023<span class="ff1"> </span></div><div class="t m0 x4 h2 y4f2 ff1 fs0 fc0 sc0 ls0 ws0">The Group had no land in perpetual <span class="_ _5"></span>use. </div><div class="t m0 x4 h2 y4f3 ff1 fs0 fc0 sc0 ls0 ws0">The Group had no property, p<span class="_ _5"></span>lant and equipment with limited ownership and use ri<span class="_ _5"></span>ghts. </div><div class="t m0 x4 h2 y4f4 ff1 fs0 fc0 sc0 ls0 ws0">The Group had <span class="_ _0"></span>a bank <span class="_ _0"></span>loan that was <span class="_ _0"></span>secured by fixed <span class="_ _0"></span>assets. Information on <span class="_ _0"></span>the Group&apos;s <span class="_ _0"></span>loans and borrowings <span class="_ _0"></span>is </div><div class="t m0 x4 h2 y4f5 ff1 fs0 fc0 sc0 ls0 ws0">presented in Note <span class="ls3">18</span>, &quot;Loans and borrowi<span class="_ _5"></span>ngs (long-<span class="_ _0"></span>term and short-term)<span class="_ _8"></span>.&quot; </div><div class="t m0 x4 h2 y4f6 ff1 fs0 fc0 sc0 ls0 ws0">There <span class="_ _0"></span>were <span class="_ _10"></span>no <span class="_ _10"></span>liabilities <span class="_ _0"></span>to <span class="_ _10"></span>the <span class="_ _10"></span>state <span class="_ _10"></span>budget <span class="_ _0"></span>or <span class="_ _10"></span>local <span class="_ _0"></span>government <span class="_ _10"></span>units <span class="_ _10"></span>for <span class="_ _0"></span>obtaining <span class="_ _10"></span>ownership <span class="_ _0"></span>of <span class="_ _10"></span>buildings <span class="_ _10"></span>and </div><div class="t m0 x4 h2 y4f7 ff1 fs0 fc0 sc0 ls0 ws0">structures. </div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w1d h28" ><div class="pc pc25 w1d h28"><img class="bi x4 y4f8 w45 h55" alt="" 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"/><div class="c x8e y4f9 w46 h56"><div class="t m0 x0 hc y4cd ff1 fs5 fc3 sc0 ls0 ws0"><span class="fc6 sc0">P</span>age | 37 </div></div><div class="c x0 y1 w1f h28"><div class="t m0 xc h3 y129 ff2 fs0 fc1 sc0 ls0 ws0"><span class="fc6 sc0"> </span><span class="_ _1"> </span><span class="fc6 sc0"> </span><span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x8f ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8f ha y4fa ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x90 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x91 ha y13b ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span>. </div><div class="t m0 x92 ha y4fb ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousands o<span class="_ _0"></span>f zlotys unless otherwise stated) </div><div class="t m0 xc h7 y4fc ff3 fs2 fc3 sc0 ls0 ws0">Note 1.2 Changes in property, plant<span class="_ _0"></span> and equipment by type groups<span class="_ _0"></span> </div><div class="t m0 xc h20 y4fd ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.2<span class="_ _5"></span>024 to 31.12.2024 </div></div><div class="c x12 y4fe w47 h2c"><div class="t m0 x34 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Lp.<span class="ff1"> </span></div></div><div class="c x5b y4fe w48 h2c"><div class="t m0 x67 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Specification<span class="ff1"> </span></div></div><div class="c x93 y4fe w49 h2c"><div class="t m0 x33 h15 y164 ff3 fsa fc0 sc0 ls0 ws0">Buildings and </div><div class="t m0 x54 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">structures<span class="ff1"> </span></div></div><div class="c x94 y4fe w4a h2c"><div class="t m0 x72 h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Technical </div><div class="t m0 x50 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">equipment and </div><div class="t m0 x46 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">machin</span><span class="fc6 sc0">ery</span><span class="ff1"><span class="fc6 sc0"> </span></span></div></div><div class="c x95 y4fe w49 h2c"><div class="t m0 x35 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Means of transport<span class="ff1"> </span></div></div><div class="c x96 y4fe w4b h2c"><div class="t m0 x31 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Other fixed assets<span class="ff1"> </span></div></div><div class="c x97 y4fe w4c h2c"><div class="t m0 x98 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Total<span class="ff1"> </span></div></div><div class="c x12 y4ff w4d h1c"><div class="t m0 x31 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1. </div></div><div class="c x5b y4ff w4e h1c"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Gross value at the beginning of the p<span class="_ _0"></span>eriod </div></div><div class="c x93 y4ff w4f h1c"><div class="t m0 x77 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">10 </div></div><div class="c x94 y4ff w50 h1c"><div class="t m0 x60 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">854 </div></div><div class="c x95 y4ff w51 h1c"><div class="t m0 x77 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">81 </div></div><div class="c x96 y4ff w51 h1c"><div class="t m0 x77 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">19 </div></div><div class="c x97 y4ff w52 h1c"><div class="t m0 x12 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">964 </div></div><div class="c x12 y93 w4d h1c"><div class="t m0 x49 h15 yc3 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y93 w4e h1c"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Increases, including: </div></div><div class="c x93 y93 w4f h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y93 w50 h1c"><div class="t m0 x77 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">22 </div></div><div class="c x95 y93 w51 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x96 y93 w51 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x97 y93 w52 h1c"><div class="t m0 x77 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">22 </div></div><div class="c x12 y500 w4d h1d"><div class="t m0 x49 h15 yc3 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y500 w4e h1d"><div class="t m0 x1c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- acquisition </div></div><div class="c x93 y500 w4f h1d"><div class="t m0 x78 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y500 w50 h1d"><div class="t m0 x77 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">22 </div></div><div class="c x95 y500 w51 h1d"><div class="t m0 x78 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x96 y500 w51 h1d"><div class="t m0 x78 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x97 y500 w52 h1d"><div class="t m0 x77 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">22 </div></div><div class="c x12 y501 w4d h1d"><div class="t m0 x49 h15 y502 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y501 w4e h1d"><div class="t m0 x1c h15 y503 ff3 fsa fc0 sc0 ls0 ws0">Decreases, including: </div></div><div class="c x93 y501 w4f h1d"><div class="t m0 x78 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y501 w50 h1d"><div class="t m0 x60 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">210 </div></div><div class="c x95 y501 w51 h1d"><div class="t m0 x77 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">81 </div></div><div class="c x96 y501 w51 h1d"><div class="t m0 x78 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x97 y501 w52 h1d"><div class="t m0 x12 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">291 </div></div><div class="c x12 y504 w4d h1c"><div class="t m0 x49 h15 yc3 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y504 w4e h1c"><div class="t m0 x1c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- <span class="ls7">liquidation and sale</span> </div></div><div class="c x93 y504 w4f h1c"><div class="t m0 x78 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y504 w50 h1c"><div class="t m0 x60 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">210 </div></div><div class="c x95 y504 w51 h1c"><div class="t m0 x77 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">81 </div></div><div class="c x96 y504 w51 h1c"><div class="t m0 x78 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x97 y504 w52 h1c"><div class="t m0 x12 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">291 </div></div><div class="c x12 y505 w4d h1c"><div class="t m0 x31 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2. </div></div><div class="c x5b y505 w4e h1c"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Gross value at the end of the period<span class="_ _0"></span> </div></div><div class="c x93 y505 w4f h1c"><div class="t m0 x77 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">10 </div></div><div class="c x94 y505 w50 h1c"><div class="t m0 x60 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">667 </div></div><div class="c x95 y505 w51 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x96 y505 w51 h1c"><div class="t m0 x77 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">19 </div></div><div class="c x97 y505 w52 h1c"><div class="t m0 x12 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">695 </div></div><div class="c x12 y506 w4d h1c"><div class="t m0 x31 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3. </div></div><div class="c x5b y506 w4e h1c"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Impairment at the beginning of <span class="_ _0"></span>the period </div></div><div class="c x93 y506 w4f h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y506 w50 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c x95 y506 w51 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x96 y506 w51 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x97 y506 w52 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c x12 y507 w4d h1a"><div class="t m0 x49 h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y507 w4e h1a"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Increases </div></div><div class="c x93 y507 w4f h1a"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y507 w50 h1a"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">4 </div></div><div class="c x95 y507 w51 h1a"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x96 y507 w51 h1a"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x97 y507 w52 h1a"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">4 </div></div><div class="c x12 y508 w4d h1c"><div class="t m0 x49 h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y508 w4e h1c"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Reductions </div></div><div class="c x93 y508 w4f h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y508 w50 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x95 y508 w51 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x96 y508 w51 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x97 y508 w52 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x12 y509 w4d h1d"><div class="t m0 x31 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">4. </div></div><div class="c x5b y509 w4e h1d"><div class="t m0 x1c h15 y503 ff3 fsa fc0 sc0 ls0 ws0">Impairment at the end of the period<span class="_ _0"></span> </div></div><div class="c x93 y509 w4f h1d"><div class="t m0 x78 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y509 w50 h1d"><div class="t m0 x78 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">9 </div></div><div class="c x95 y509 w51 h1d"><div class="t m0 x78 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x96 y509 w51 h1d"><div class="t m0 x78 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x97 y509 w52 h1d"><div class="t m0 x77 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">10 </div></div><div class="c x12 y50a w4d h1c"><div class="t m0 x31 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">5. </div></div><div class="c x5b y50a w4e h1c"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Depreciation at the beginning of <span class="_ _0"></span>the period </div></div><div class="c x93 y50a w4f h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">7 </div></div><div class="c x94 y50a w50 h1c"><div class="t m0 x60 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">566 </div></div><div class="c x95 y50a w51 h1c"><div class="t m0 x77 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">81 </div></div><div class="c x96 y50a w51 h1c"><div class="t m0 x77 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">17 </div></div><div class="c x97 y50a w52 h1c"><div class="t m0 x12 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">672 </div></div><div class="c x12 y50b w4d h1c"><div class="t m0 x49 h15 yc3 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y50b w4e h1c"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Increases </div></div><div class="c x93 y50b w4f h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3 </div></div><div class="c x94 y50b w50 h1c"><div class="t m0 x60 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">166 </div></div><div class="c x95 y50b w51 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x96 y50b w51 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x97 y50b w52 h1c"><div class="t m0 x12 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">169 </div></div><div class="c x12 y50c w4d h1c"><div class="t m0 x49 h15 yc3 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y50c w4e h1c"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Decreases, including: </div></div><div class="c x93 y50c w4f h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y50c w50 h1c"><div class="t m0 x60 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">170 </div></div><div class="c x95 y50c w51 h1c"><div class="t m0 x77 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">81 </div></div><div class="c x96 y50c w51 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x97 y50c w52 h1c"><div class="t m0 x12 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">252 </div></div><div class="c x12 y3c6 w4d h1c"><div class="t m0 x49 h15 yc3 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y3c6 w4e h1c"><div class="t m0 x1c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- <span class="ls7">liquidation and sale</span> </div></div><div class="c x93 y3c6 w4f h1c"><div class="t m0 x78 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y3c6 w50 h1c"><div class="t m0 x60 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">170 </div></div><div class="c x95 y3c6 w51 h1c"><div class="t m0 x77 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">81 </div></div><div class="c x96 y3c6 w51 h1c"><div class="t m0 x78 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x97 y3c6 w52 h1c"><div class="t m0 x12 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">252 </div></div><div class="c x12 y50d w4d h1c"><div class="t m0 x31 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">6. </div></div><div class="c x5b y50d w4e h1c"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Depreciation at the end of the period<span class="_ _0"></span> </div></div><div class="c x93 y50d w4f h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">9 </div></div><div class="c x94 y50d w50 h1c"><div class="t m0 x60 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">562 </div></div><div class="c x95 y50d w51 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x96 y50d w51 h1c"><div class="t m0 x77 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">18 </div></div><div class="c x97 y50d w52 h1c"><div class="t m0 x12 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">590 </div></div><div class="c x12 y50e w4d h19"><div class="t m0 x31 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">7. </div></div><div class="c x5b y50e w4e h19"><div class="t m0 x1c h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Net <span class="ls4">book </span>value at the beginning of <span class="_ _0"></span>the </div><div class="t m0 x1c h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">period</span><span class="fc6 sc0"> </span></div></div><div class="c x93 y50e w4f h19"><div class="t m0 x78 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">3 </div></div><div class="c x94 y50e w50 h19"><div class="t m0 x60 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">283 </div></div><div class="c x95 y50e w51 h19"><div class="t m0 x78 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x96 y50e w51 h19"><div class="t m0 x78 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x97 y50e w52 h19"><div class="t m0 x12 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">287 </div></div><div class="c x12 y357 w4d h1c"><div class="t m0 x31 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">8. </div></div><div class="c x5b y357 w4e h1c"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Net book value at th<span class="_ _0"></span>e end of the period </div></div><div class="c x93 y357 w4f h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y357 w50 h1c"><div class="t m0 x77 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">95 </div></div><div class="c x95 y357 w51 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x96 y357 w51 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x97 y357 w52 h1c"><div class="t m0 x77 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">96 </div></div><div class="c x0 y1 w1f h28"><div class="t m0 xc h2 y423 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y50f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y510 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y444 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y511 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y512 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w1d h28" ><div class="pc pc26 w1d h28"><img class="bi xc y513 w53 h57" alt="" 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class="c x8e y4f9 w46 h56"><div class="t m0 x0 hc y4cd ff1 fs5 fc3 sc0 ls0 ws0"><span class="fc6 sc0">P</span>age | 38 </div></div><div class="c x0 y1 w1f h28"><div class="t m0 xc h3 y129 ff2 fs0 fc1 sc0 ls0 ws0"><span class="fc6 sc0"> </span><span class="_ _1"> </span><span class="fc6 sc0"> </span><span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x8f ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8f ha y4fa ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x90 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x91 ha y13b ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span>. </div><div class="t m0 x92 ha y4fb ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousands o<span class="_ _0"></span>f zlotys unless otherwise stated) </div><div class="t m0 xc h20 y514 ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.2<span class="_ _5"></span>023 to 31.12.2023<span class="ff1"> </span></div></div><div class="c x12 y515 w54 h58"><div class="t m0 x5f h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Lp. </div></div><div class="c x26 y515 w55 h58"><div class="t m0 x99 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Specification </div></div><div class="c x93 y515 w56 h58"><div class="t m0 x33 h15 y149 ff3 fsa fc0 sc0 ls0 ws0">Buildings and </div><div class="t m0 x4d h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">s</span><span class="fc6 sc0">truct</span><span class="fc6 sc0">ures</span><span class="fc6 sc0"> </span></div></div><div class="c x94 y515 w4c h58"><div class="t m0 x5f h15 y149 ff3 fsa fc0 sc0 ls0 ws0">Technical equipment </div><div class="t m0 x50 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">and </span><span class="fc6 sc0">machin</span><span class="fc6 sc0">ery</span><span class="fc6 sc0"> </span></div></div><div class="c x9a y515 w57 h58"><div class="t m0 x35 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Means of transport </div></div><div class="c x9b y515 w56 h58"><div class="t m0 x31 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Other fixed assets </div></div><div class="c x9c y515 w35 h58"><div class="t m0 x98 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x12 y4b7 w54 h1d"><div class="t m0 x34 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">1. </div></div><div class="c x26 y4b7 w55 h1d"><div class="t m0 x5f h15 y503 ff3 fsa fc0 sc0 ls0 ws0">Gross value at the beginning of <span class="_ _0"></span>the period </div></div><div class="c x93 y4b7 w56 h1d"><div class="t m0 x7c h15 y503 ff3 fsa fc0 sc0 ls0 ws0">10 </div></div><div class="c x94 y4b7 w4c h1d"><div class="t m0 x23 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">873 </div></div><div class="c x9a y4b7 w57 h1d"><div class="t m0 x23 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">186 </div></div><div class="c x9b y4b7 w56 h1d"><div class="t m0 x7c h15 y503 ff3 fsa fc0 sc0 ls0 ws0">19 </div></div><div class="c x9c y4b7 w35 h1d"><div class="t m0 x37 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">1 087 </div></div><div class="c x12 y516 w54 h1c"><div class="t m0 x31 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y516 w55 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Increases, including: </div></div><div class="c x93 y516 w56 h1c"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y516 w4c h1c"><div class="t m0 x7c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">24 </div></div><div class="c x9a y516 w57 h1c"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9b y516 w56 h1c"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9c y516 w35 h1c"><div class="t m0 x7c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">24 </div></div><div class="c x12 y517 w54 h1d"><div class="t m0 x31 h18 y502 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y517 w55 h1d"><div class="t m0 x5f h25 y503 ff4 fsa fc0 sc0 ls0 ws0">- acquisition </div></div><div class="c x93 y517 w56 h1d"><div class="t m0 x9d h25 y503 ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y517 w4c h1d"><div class="t m0 x7c h25 y503 ff4 fsa fc0 sc0 ls0 ws0">26 </div></div><div class="c x9a y517 w57 h1d"><div class="t m0 x9d h25 y503 ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9b y517 w56 h1d"><div class="t m0 x9d h25 y503 ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9c y517 w35 h1d"><div class="t m0 x7c h25 y503 ff4 fsa fc0 sc0 ls0 ws0">26 </div></div><div class="c x12 y518 w54 h1c"><div class="t m0 x31 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y518 w55 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Decreases, including:<span class="ff4"> </span></div></div><div class="c x93 y518 w56 h1c"><div class="t m0 x9d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y518 w4c h1c"><div class="t m0 xa h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-2 </div></div><div class="c x9a y518 w57 h1c"><div class="t m0 x9d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9b y518 w56 h1c"><div class="t m0 x9d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9c y518 w35 h1c"><div class="t m0 xa h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-2 </div></div><div class="c x12 y519 w54 h1d"><div class="t m0 x31 h18 y502 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y519 w55 h1d"><div class="t m0 x5f h15 ybf ff4 fsa fc0 sc0 ls0 ws0">- <span class="ls7">liquidation and sale</span><span class="ff3"> </span></div></div><div class="c x93 y519 w56 h1d"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y519 w4c h1d"><div class="t m0 x7c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">39 </div></div><div class="c x9a y519 w57 h1d"><div class="t m0 x23 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">105 </div></div><div class="c x9b y519 w56 h1d"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9c y519 w35 h1d"><div class="t m0 x23 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">145 </div></div><div class="c x12 y51a w54 h1c"><div class="t m0 x31 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y51a w55 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Gross value at the end of the period<span class="_ _0"></span><span class="ff4"> </span></div></div><div class="c x93 y51a w56 h1c"><div class="t m0 x9d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y51a w4c h1c"><div class="t m0 x7c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">39 </div></div><div class="c x9a y51a w57 h1c"><div class="t m0 x23 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">105 </div></div><div class="c x9b y51a w56 h1c"><div class="t m0 x9d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9c y51a w35 h1c"><div class="t m0 x23 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">144 </div></div><div class="c x12 y51b w54 h1d"><div class="t m0 x34 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2. </div></div><div class="c x26 y51b w55 h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Impairment at the beginning of <span class="_ _0"></span>the period </div></div><div class="c x93 y51b w56 h1d"><div class="t m0 x7c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">10 </div></div><div class="c x94 y51b w4c h1d"><div class="t m0 x23 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">858 </div></div><div class="c x9a y51b w57 h1d"><div class="t m0 x7c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">81 </div></div><div class="c x9b y51b w56 h1d"><div class="t m0 x7c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">19 </div></div><div class="c x9c y51b w35 h1d"><div class="t m0 x23 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">968 </div></div><div class="c x12 y51c w54 h1c"><div class="t m0 x34 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">3. </div></div><div class="c x26 y51c w55 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Increases </div></div><div class="c x93 y51c w56 h1c"><div class="t m0 x9d h15 y51d ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y51c w4c h1c"><div class="t m0 x9d h15 y51d ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9a y51c w57 h1c"><div class="t m0 x9d h15 y51d ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9b y51c w56 h1c"><div class="t m0 x9d h15 y51d ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9c y51c w35 h1c"><div class="t m0 x9d h15 y51d ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x12 y51e w54 h1d"><div class="t m0 x31 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y51e w55 h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Reductions </div></div><div class="c x93 y51e w56 h1d"><div class="t m0 x9d h15 y51f ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y51e w4c h1d"><div class="t m0 x9d h15 y51f ff3 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c x9a y51e w57 h1d"><div class="t m0 x9d h15 y51f ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9b y51e w56 h1d"><div class="t m0 x9d h15 y51f ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9c y51e w35 h1d"><div class="t m0 x9d h15 y51f ff3 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c x12 y520 w54 h1a"><div class="t m0 x31 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y520 w55 h1a"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Impairment at the end of the period<span class="_ _0"></span> </div></div><div class="c x93 y520 w56 h1a"><div class="t m0 x9d h15 y521 ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y520 w4c h1a"><div class="t m0 x9d h15 y521 ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9a y520 w57 h1a"><div class="t m0 x9d h15 y521 ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9b y520 w56 h1a"><div class="t m0 x9d h15 y521 ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9c y520 w35 h1a"><div class="t m0 x9d h15 y521 ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x12 y522 w54 h1d"><div class="t m0 x34 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4. </div></div><div class="c x26 y522 w55 h1d"><div class="t m0 x5f h15 y523 ff3 fsa fc0 sc0 ls0 ws0">Depreciation at the beginning of <span class="_ _0"></span>the period </div></div><div class="c x93 y522 w56 h1d"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y522 w4c h1d"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c x9a y522 w57 h1d"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9b y522 w56 h1d"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9c y522 w35 h1d"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c x12 y524 w54 h1c"><div class="t m0 x34 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">5. </div></div><div class="c x26 y524 w55 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Increases </div></div><div class="c x93 y524 w56 h1c"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">6 </div></div><div class="c x94 y524 w4c h1c"><div class="t m0 x23 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">393 </div></div><div class="c x9a y524 w57 h1c"><div class="t m0 x23 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">186 </div></div><div class="c x9b y524 w56 h1c"><div class="t m0 x7c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">17 </div></div><div class="c x9c y524 w35 h1c"><div class="t m0 x23 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">601 </div></div><div class="c x12 y145 w54 h1d"><div class="t m0 x31 h18 y502 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y145 w55 h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Decreases, including: </div></div><div class="c x93 y145 w56 h1d"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x94 y145 w4c h1d"><div class="t m0 x23 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">213 </div></div><div class="c x9a y145 w57 h1d"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9b y145 w56 h1d"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x9c y145 w35 h1d"><div class="t m0 x23 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">215 </div></div><div class="c x12 y81 w54 h1c"><div class="t m0 x31 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y81 w55 h1c"><div class="t m0 x5f h15 ybf ff4 fsa fc0 sc0 ls0 ws0">- <span class="ls7">liquidation and sale</span><span class="ff3"> </span></div></div><div class="c x93 y81 w56 h1c"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y81 w4c h1c"><div class="t m0 x7c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">36 </div></div><div class="c x9a y81 w57 h1c"><div class="t m0 x23 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">105 </div></div><div class="c x9b y81 w56 h1c"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9c y81 w35 h1c"><div class="t m0 x23 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">141 </div></div><div class="c x12 y525 w54 h1d"><div class="t m0 x31 h18 y502 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y525 w55 h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Depreciation at the end of the period<span class="_ _0"></span><span class="ff4"> </span></div></div><div class="c x93 y525 w56 h1d"><div class="t m0 x9d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x94 y525 w4c h1d"><div class="t m0 x7c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">36 </div></div><div class="c x9a y525 w57 h1d"><div class="t m0 x23 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">105 </div></div><div class="c x9b y525 w56 h1d"><div class="t m0 x9d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9c y525 w35 h1d"><div class="t m0 x23 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">141 </div></div><div class="c x12 y526 w54 h1c"><div class="t m0 x34 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">6. </div></div><div class="c x26 y526 w55 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Net <span class="ls4">book </span>value at the beginning of th<span class="_ _0"></span>e period </div></div><div class="c x93 y526 w56 h1c"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">7 </div></div><div class="c x94 y526 w4c h1c"><div class="t m0 x23 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">570 </div></div><div class="c x9a y526 w57 h1c"><div class="t m0 x7c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">81 </div></div><div class="c x9b y526 w56 h1c"><div class="t m0 x7c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">18 </div></div><div class="c x9c y526 w35 h1c"><div class="t m0 x23 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">675 </div></div><div class="c x12 y527 w54 h1d"><div class="t m0 x34 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">7. </div></div><div class="c x26 y527 w55 h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Net book value at th<span class="_ _0"></span>e end of the period </div></div><div class="c x93 y527 w56 h1d"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">4 </div></div><div class="c x94 y527 w4c h1d"><div class="t m0 x23 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">480 </div></div><div class="c x9a y527 w57 h1d"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9b y527 w56 h1d"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c x9c y527 w35 h1d"><div class="t m0 x23 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">486 </div></div><div class="c x12 y528 w54 h1c"><div class="t m0 x34 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">8. </div></div><div class="c x26 y528 w55 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Gross value at the beginning of the p<span class="_ _0"></span>eriod </div></div><div class="c x93 y528 w56 h1c"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3 </div></div><div class="c x94 y528 w4c h1c"><div class="t m0 x23 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">282 </div></div><div class="c x9a y528 w57 h1c"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x9b y528 w56 h1c"><div class="t m0 x9d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x9c y528 w35 h1c"><div class="t m0 x23 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">287 </div></div><div class="c x0 y1 w1f h28"><div class="t m0 xc h20 y529 ff3 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 xc h2 y52a ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x67 y52b w31 h59" alt="" 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ExU9oKqEqgaw2CoKEIkS8wGSodNTJRYIU1uRAR1UCUoU1DUXkVhDFm7/00JoKqlFyI2TN5LYm2W2eYpfsKvFR//2wuh7YjS0tLS0tLS8hvKPyF2IiLD4TCEMDs72zzSxL43Njb+7u/+7vTp06fPPkVp/hf/7v/6zne+s7q2ur2zs7c3LMsy6+TO2d3doTR7A4M3xGwNOefSLM+zPLH9mV5/drYzN/fa17/+la9+8+HO/PffvPmjH723fOJUWdVbm9sSowoMm6WFASGEanLp4pmvf+XZ33njhdPH0c3AopYkoWCpAiqoJwrQDpAoWVWKIC9MbJQ5AnWkoADgawBIEyQMS2g6gJAIRYEASqpsEjLJZyyR976JneCg1N34tKrWdX0YRAFQVVWToW9uXZqVbGLfRxccBxX0uq7rum4S9o3BB5UIZWMOwukUolS1Z8PWGGs4SlQFMzX9A5lBBIlS+0hEzGQNEXEElYq6Vig6KRkiVoWoY9imVwxpo8LRR6iSS0W5FkzraCwbxwJEVVVYAyJShQiIQKQQJRAJytIzc5ZYZ8C837WRDieU6scGH/FvZEv1lpaWlpaWlhb8UyvfhyHm5pGm1eB0OrXWbm9v7w4na5uT7/7199/+0TtVXfvgQ/CQSM4Ym1BkxABDWZYfW1hYXFxAYtlaZpJyCpVib+fOvdupw+Lc3ODk1y+cmx9undjd26vrCbgkNkzWGqeJreswKqtbK2uz8/3TT53s9npJ6jIDCYgEZwlgKKmokFVOFaxEERSJfUQUYoMaiI007wcsoEAtCBUcI2FOE6YICfA1ElHWz7VKItJUvpv9lA3NZsrDXIq19nB3ZrOkzaoeTargSM+Twx2czcllWUYQubQsAzPS1CoQVUPkxFpio01jcgIR6lpUkaYEkABRlJmYCMTea60aHBV1gEiepGA0nUlAEI0ShY6WoZlBpEoKZUPEEJVJGcmysab2MAxjoIQYIUqZJcMANR0GKTZp8iOifaS+3bY8aWlpaWlpaWnl+wjNXsAsy6y1McayLJtWg6PRKITw8ssv//mf//l/+A/f/eij4c7OTu19f3YesfB+QtGHKRBUC7BS0s0W5469/rXXX3nlpWkxrapCIPMLc2majEZ7f/VXf/XOm29efe/Kf/yf/dtzl1759rde+l//9z/bHe51erNsU+s6xqQ1wqgqdqfTMlSDB2tnPlo5fuJsv2eTrMlGkCoBTEoQeGMFDsoCCBBUt4vgRbIEQpDHg9LJB7Cqr7E3RO5oJudBly0TmEoBq1j5jCU6bCnYfFjXddMcsDHsw4Q3gCRJQgje+6aenaaptbYpb6dpioMJO80FmyzKYZ9B7/329nZQTnpzw70iTcyxpT4ICgMyTUTcBykrUVHndDIRgKx1zKzKCjYGxqgohqNqGoS6dmt7D0F6+QKRaUxYACh8jAYwTE3rxKZnoZKSQWo4EqZVWN0Yu8yk3bQq0c1Nv2tBmFZhWsSZTBMLQ5Q2/V6a4T26P7+HDw7pY5VvakW8paWlpaWl5Qsv38yc53nT867xb+99lmWzs7MrKyt/+qd/euPGjY1H49Gwa2nBpagnAphu0k0TU4e6nlSJmz9x4tjlF579oz/6gxdefPr4ibngg6goCZE1hkXkjdfe+OEPf/APP/jBD/7mz/f2Nr701W8MBigD2IXSj33tldLaA8SDpaVQTreGow+uf3T8eK+XJf3TKYFUEGoxZr/htIADCEARUAu84C//+ntXb95RomkZai+qsC4xbJoYDQQkfHx+9szy0oWnTp85tbg038s6IMZn5nOaqvahfDfNAZuC93A4HA6HTTncGHP8+HHnnKo29zCHtzfN2ja+fnS8ZVNQDyFsbW3duXPnZz/72eZOwfmSCJ555sLv/e63uj1YizQDMza3RteuPbhz997W1pavqxD12NKxr3zllbNnF3q9jg9gg6qIO9vl3/4//3D9o9vpfL+YFnODwbfeeP3U8tKgmyP4TmZTQwCTYRCC98Yatk5BIWolCsOTKt5b2fz3/+FvR+MxWSswb3zjlW++8WqMePud9/7hH96spmMJ1dxg5j//k3/z9FMn89Q0w46a+52mEwphv1fhkXU07duypaWlpaWlpZXvx9NhmnREk2AejUb37t37/ve/PxwOgZmy6GVpzzCX9djaNHFONbLauf78y6+8dOnS2Rdfuvi7v/fbx47NJSkbgygqoqCm0EvPnHum3+l18+47H90G9lYeXHn+uTMzq9u37j5SuKgIisJLkuR5pweSSVneunv/3NnjZ090L57KDAGqIUQGYBlkgpJXIiAQAhCBq7fu/ODH7yon4zL4oCCbpTmByqLQEJzhmSyd78/cvb/+0Z31Zy+euXTh1Lmnji104Nxnr1KzPk25utFoESmK4u7duzdv3iyKQlV7vd7Xv/71paUlY8zHciaHOe/DYM9hU8LGxauq2tzcvHr16t0HO+IWCQQ1X/3qbxlrspRFoBY7u+P337/1/gfvr66uheBjiGefOjs/f6Lf77gkr0pYCxWESLdv3//x2++YflckPnXm1Msvvbi0KLrf26SZcamK/bQJEROxF62DeFHDFBWjSfnhlWur6xsCisqnzxx7A68qsLK69uOfvFNMJhr98vGFf/2HRRR4L9bsp1j44LtrNmceTLPfX4W22UlLS0tLS0vLb758Kx77z6fJjwKwzgbvp9MizdI0SQHcuXPn/fffr2sfYlSJQUyIDmAfybmcye2Otrp5dunCS//9f/s/vPTS8sIiWYeqRj3Vbg91JVWlMwM2hqKgruOXXvzSq19+ZaWe/C9/8Rd/+Vff+e/+7f949ebKB9f/TF2fKCVVgURVJU3zvBoPV1bX7t9/sHlxNuiiIQAIXq0lVlYyXlGLWkNkYQ2MovT1qKhtlgo7kznnOnme+7qeDMcsaoxJ8t7etNzauvWTd9555tq5L3/ppW//zm+7s1l37smxMKofW6mmqUmIkY1pdkYCqOpqa2vr3ffe+/vv/v2DBw+I6OzZs6dOn+7N9DqdTpRo1OzX1A+S3Y18K1SiiEiUaIxNnAOQ53mWZTGGyXTqMal9vbU9nE6qNEljIO/R6WBvOPnoozu3bt3Z3NxM03QymbBxq6vrZ88ud7taFJrnlCRm0O9YY6dFVVSFMXzi+LE0y/LMZimrzQxDNIQY2ZAlNtYQk6jWPtZeIppMvHEJT8tqbzSJotM6TCYTIliLEOrJtEyTNHX53OxcfyZhwriQmZyZoUTSyLYqkzzec0n0y3/9WlpaWlpaWlp+s+RbDqTn0zO31BQphU3McxtVxmVRe3zn7976s3/397u7TPYEpzn8WFwthhyXMBNK7Mk5+6//4Jt//Ed/+MwL6cx8bTIGR2fAQjBkcyAhNYjEYohyo4RImHfud1/98kI2s7e2VQzLZy68cP3eVumtTWfUhKC2rOGgEDDw8N79G1dnLp899tSJ7kxmkXY9qQCWtBtDTgVMZwqMFDseZXas7p4uYIq97cUZ++XnL/B0R0ZTz8oihEppewjaJuPd4rVx9+GN+JPqwX/z++YP521Kc6IdUWeZirqsY5VkUagSREZq0CGTR8ORzVTDJOwSw1imxf4Op9d2MdHTFr4jbmRoakqi0uc7yo4RLGYqsiVzBAdUFaYpXCVhUlf9ZJAZUwES1fW7Fy6fTAejXdGHxZdmez52zsGxNZOOU8qoRmezxJVNPHKXJnMXJ4aTmZ3Qj/c233+5TtJ00u2kNl14uKXf/cmDn29lw/TCjN3pZGZhcenk8qxLk2kNCDSBM0DGFY8r8mocowvYioymTBwLKmrD0UWPno/nNc4Q74Jm4/7vkkDVYSZF5uJ8nFqj2s89I5A6Q5n3iEpsCCxep3UsmLuWc8dJQmzb92VLS0tLS0vLb7Z8H/7Vn/BpnSeoSURERWQGJybUMppMH6xs/fzdq+9fua21TUzXUmqSkdDEQ8AhSDSuc+nSpTd++6Xf/tZLSWqsiUqBWE0zyxxsDJFjQAWqYGZSACoZ06XTp3p5/2cf3u1mnYtPX3qweaWcKNkuuIqKOkBVOIKUdnZ2Hj58tLKyc3wu6XWcGKckqmCQ05IgAq0BEZpEBNfVbDZGwEznBnNfefHZTrWRFHOuOsGhruuwV+jDCd/ake2HxU7IVjfj1b311y+WL5/Jluc7QCZKUdgrBSImCMcIr0qsGYFhWImiyhRKUAOqiXaj3a6yoH1H0wKJJJk3WmpFTpQ1aIyiVTS1GgVqoCREQkWYECAmiMlIg4e1yezCrMs1uGwaL2Zmd2MkV67fSJ/t9fNOnrrK69jr6jjuaJ8H88ePLfm9KyXff7S7MpocjyHr5DORe7uFfnh/41GVhfx4ZmOec7fbm+nnYFt5OINJJUziUlEqBSXTDEERKYBgoFZq1FXUCnXUlDBPfMywg8nlIEfCRKSJ+DRUSfTEisxpDMIkACRCQWqZWIOEkipDnUgEtq59U7a0tLS0tPwL8/Dhw9Fo1K7D/5/y/XkQEeL98jgz743GP/7x22vr68RGrQ0i8CFxWV1P68oDEaFaGPRfffW15ROnReBsouLrOqSpJaYD1afHc1we96FTEW8NDfozp0+dNDOS7MqJO9ths6iQEHuNKgIfxYgaIIhMiunW9lbt50U1RLEsYBUFIzb3Dk3WuBmfbhnW2O7C3NnzZ1/90vPPLNJSqk6UiqKaltuTcGc7/Oja2kffeasMNqoUw53b19Y/WOh0XruUJ0zKdYR1eTfJgKDII3yhUgWrAuugBJDt2kWQlLV/uLU5miKxc1J3iIzltJcP2OSVhA7PO86geelNVSNEuAyJyQzSCMqdOoPdPYoGWQ91TUGJlZlnZgb2+MJStb155eqV/237p/3/6veOzV/udDIFi0oI9aSQYwsnvvHNr/38Bw9Ga8U4q3aH091hQaaLXALIWpukad7Jc5tZJ83kGx8hgm6Ozc0wLeq5pcqmwRhYTlVslP2tkQIEaFFX46JQIElSa7qFJE1+XQCwZZvUQbyvR5MiQsAMJMZaKItCACIwg8DOuIwzhWW07b1bWlpaWlr+v+DkyZPtIvw6yTd9SvF7v883mJgAilG2Nre+9w/fe/hg1drUph1fxVgFkzs2qVWKoer2O2fPXfja1984d/5CkuRMVkgNgcDYj/cSgwTcTHRvGl40/mWZ2DkBL87NBauTWDFzXdeFcBRlY61LUUdSayklE8qqfrS5VdVPNR27rWHLakiJiaBAYBgL4wgcKq2nUTlnmcmxvMjdzFrW1ChBjLWmx2ZO18tqJk+qmAKuDL6ouCic5Y73brgb1lanm9tr65t37z+4Fqk0FmKcxI61g9nZpf7sYGFpcO7cie5MNhpX3//BhzdubIgOOp0lS5PRaO9/+p//ytm9bif81//lf3FqeW48ie/94s7tu5vrj3Z3Jpu1TuEiHFySpmnP8NzxuRMXTp989un+4qxjHXz7W388Mrv/xw/Xu0aJeTiaWtdN835Qe/ve+u07K5Wv+v3+mdP9Zy/ZD39STybFKK3BvTRfStK5aLIQi73xpCin0+neWvHw1Veee+r8hWFhpMaj1d3rVz4c7g6LaifSg85M5RyqaWJpqdc9der0haWTs/PHs/4gTa1Js45LczJWVGl/qyiigowzLvM1Ry9FEHIKR56YwGtr2zevP7z24d3NrUdehvOLdOzkzMkzi6dOXp6fXc7ytA18t7S0tLS0tHxB5Fsfb3Wjgwee9G8AUFbA135zc+vdn7+7ubFr2KVZR+pp8HWwYm3Czqpg+eTZl15+9fnnnzt+/FjimAlEthnqfhArJxDRwcTDg756IMASjCWQm+tzSehOGKpV7YuAIOyMYeckOkJibASVRVVv7Wx77wkwRJbJGmFVEAgCjQy2hIRhENQX3kvq2FKYyWCgEgQsqmIMOllKPT6+2F0c9KrCVl6J49bOdG3dhujGI717d3L92sZHd27dvPPejds/Zeez3BnXkdhl7s8Olo+dWDpz/kSg9Njy/GRSv/feg7v39soq77i+sBmNpj/80fWqXFlaMIJsD+YAACAASURBVP/JH/wbY8vbH63+4EdXb916tPpo7+HGg1LHphM4UbaJtd1B5+Spxb1HT8ni7NNz/YHlzksvfuPa+t36764N+mTJll4iEqUsAJvb482doSC6hPsDPrFMaaq1j+NJUPRcsuDcQDnzYbS1vTudjup6IpPh8eX58xfORbVr68MP3rvzd3/7TlXuCHbKcMemYzbiq5TisV7n/LOX/dkLS+eemX3h+ePiNEQRUBBBDIKoIvu/NWzJZQEmgAJZWPKEspLJZHL15oMfv/XBz96+urHxEDx6+lLvhXhmMJeLr1nEtLstW1paWlpaWr4w8v0ZMPN+nw9gOi22N3cera5PJ9Fls02gQwV+6l0/dakLPr700qv/6vf+o+PH+nlG5iCsQvt19cf2zUdy5kcazkWGOtJOanuBO1kFldr7yiMiZZAHg4wxjlkgvqrr4XDovQfAtB8vAQS630aaAcfoOKQsLLWfFpWlajr1HkKACmKpVakg5pRAeZacXl7cfTjemEwQ/Y3rd97m/Pf/IKzcm/zi3Y1r1+7de/BgY2svYpB33Ey/a123KFxZmNX1svR7gbKks156C8bmtt/ZlelYRyhT4zNn+4NTCwv9E8eSGp2f/uLWd/799+/eGXqfuWwwGJydzX3aJ7i4N5psbk781JfDrb0teunyiUFvMOhyt7c4N7/XmaEsZ45WvN0ZxuEozs1Z5tS6zCV2Wg7LcugSpJ3MuHRaTOqQCwZEM0xcl9Xq2vpkGkHB5Xz67OLTzxwz4B/98Oabb79z49Yd50JvRnqzC9u7e2U1On7s2O4m1tfXh6P3btzPLq7Pz558gx2vPdrYm4ynJVOs1NT7PcsJYAY7IQuXcNqPbEa1bA/LWzeuv/uzq+++d2tjOMl6g1OnTr322qlXXjn/3PNPdd1Sajqtebe0tLS0tLR8QeRbgYgm061P1r+bQyJjLDEUpIrxeDIajckkIB+DVpUPwuAEEO9VEGLQ5RPLFy9ehCYSqNlGpwJRaoa3HPkchIONntp08FNBqIgNuSRzpt+lxVnu9zudTrcsSIIJQYuiMipECEK1SOmlKKsoAlWRJpscITUkAooQwI4ZjpAayixVBgnDsTqDxMApQS2pAwiGFTTT6b74/OUHex/Gh9tWwGzZ5cbR2ub2e1duf/jhrcl0d2Z29ttf++rJUzPdmayszM5WWFnZe++9G5u708CPoglLJ7qXnzv7rd/9rfm5rVvXJ6Oh9cUmu+Tbv/fi8eNZnrFLZkbjtWkZwVkdqZr4c89eOnNx7tiZvAjycHXro1sPH3y0OylCbsNPf3bPWbz+5WWw6c1kJ08Nyp31oiq6lNy8u37q1NIrc2eqqLUX0QAmY32aYmF+MDu3UG+XH93ZuX5z/cuvzmzsyoP1end3BKTHlxdePre4cGzp/sr6B+9ffeuH127fW0uyzvLywvnzixcuD9JkOp3u3b03vBp3xuNqZ88HGxZ384SyTq87O1/NzAyGifMFYogSpQkVRdEqaiDLrmu7/drYtd3R9ZurVz64efX63fvr27kbLJ1YOP/00pkzS8cWj/ezGUfWgJoQUlv9bmlpaWlpafmNl28cTBlkEB779xH5JjLYH/+CaVFOiyrNu6aYhoBYeBXLLmMDkRhKr1FnZmYWFpaiwAdYCyKISIxgS3x0mjj2u1zzYeVbQcHDKNmYsO2mmOlRJ0/SNLWRvFKMVPvgWC1TAIxoVBVQMxpmv2uiRkjYn9gS9wfJM2CBhJEYSiycIWtgDbGSCpN1TATDiNTt5Jcvnfnh+zclFAm5JHGcZB7Y3hs/3NjcGo5dao+dOvXGb79x5txc3jGTiayvl72ra9c/Wh2Odjd39yqMXitPn1h+7uu/9bIPDx49ujseTwXIetlrX3v2wtPHJcZiWpbeR6Ik75ReRM2zz5//0mtnT57v7hX60Z0NY/s7mx+Ot6o6xA+u3ltacq9/dVmBTjc5fWb2xs6d2peDTvfeys5H9zYvPX96c2e6PRyHWPXne/NzuXOYm+vPzS9uTsY3b2+eWFq5/MLT91eL23eHk0lBHTs313vx5TOD2cH2zu5P3/ng1p2H42kc9JYvPHPxtdeeef7l5cWFbDqd/OjN94rp3cloYzgqx5NyNK5JXZ73ejODLO+wVVFRadp1g4EYtfTi1SYuV9vdKcz6ePiLq7evXruzsrIxKuKpU6cvXDr7/PPHzpzpzfU7CVmVqBIZQBs9aWlpaWlpafliyLce/PcZ7kPE3scYtNfrjcYSvMTKc+KSvNPtdabD7WJcgOE9iiommYlAiHAWMcboxRn7iU/xiekqxgBACLAJCFFQB+9jFFg4B8NQabZoqtZK5JKkNzPDxgKwhukwvWIYxFALUGwmzNc++po0EposDHwACzKNEMV+GxYkKS2fMJ08MkKeZgh+XJdr25gEdGe7z7747MwgffqZxeWz3d6cSVPMznHeywvfX1qeUxcqv7e5+2h3shctBouINHz46N76+qSbxcH8YDDLc3OIXouyLPx4Wu8JZnqDmbmFpa+8vnDxcifJMJilqk5XHw1OnFlc1x0/LraGu3vTeZMBBnnHnVyeufFeDejs/PG9ia5tFFu7uHrt3s1bt6ty+uqlV59//oJhdDp5fzBb7izduze8MnhY1Hrz1sNr1+55740vfD0u62knN4PO4PiJY6NdSkwd687FS8uvvX62P+eCEGe917/x5RiWfX3vw6sfDaf3N3fGm9PCFOW0qIqqrGry0ToDMDW/PTHGwoeoTHDj2l27jeF452dXbj6896iYhH5/8aVXXv/m18+9/HzWTTizNbSoi4IiHOUuB7VdT1paWlpaWlq+APItj1WYDsLdj59SACKqTQSFDbOJQaFEZACoMpTYMBhEahLnoy+K6fxc1xrTzFBnJhgCyZGOKochA3oi7MJm/4ZA4AVlKeNxMZ1O65gjyY1NSGEoUBSJIOYszxcWFpxzROwMmAOpAAIyIAO2pKwKH1DX3td1DCGyBpE6QByICeqgimb/pyKI7AzDZFIGXxmbsxNKRSyeeeFEfy4P3pCxLuOHj9Zv3t+t/bTb6Uwm5v790fZwvQxj4TLSVOCJkCawrqaknF3KLJdC9cRrHZEnPD+XX758FkA376t2gqSPtnbX31or40Strj4aXb+5ubk7Gk7G093poENeC2FV0sFs/txzx3/+llvdrvdG0yn89l4Zgb1pOZkWxuj8XHd+rktKSeKcS3yw08oMx7y5jQcP9x5t7BIY4tOEzp0/lfcyx/ZrX//S5YvFdBSjt87mb/74rtCeTQzYTEbVtQ8na+vDslRj806n203Snks6zhlihQCaOEtk6gDLEEWMRMZ5oZ1JdeXm+nC8urK+4+Fsnmed2YXjswtL/e6McQAjQhQqBDX28e9BS0tLS0tLS8tvsHzrwYxL/dRWg/sOrqIKY2CtM2zLopIozAkMoBRD9HUpEsiQy5xorOqSTcdYEGuMQgTrmFhAut/xhJ7w7wP114PiJ6kiRniPsqyqsgqwJgUbQyBDSgoJUYEsy+bmZo1xUFhDBIWKqqgYsEFTaxeIIorEGEW0aYrnBUJQwwrWg/2ekTGpwp37uzu74+Ar14k2EdsRSuXC5aWnzs89Wh/tjcLW7vDdKzdW1+/sjXayfBB9NtwN61srxOIy5cSzlf0EM9WclIPFntRV1GJaSxk0TzE3yC9ePD0z108tTQpaW6/e/vnVlc0HY78VTZiW1d6wmu5xUcTa13l0UUuQCmJvxl58emFuNn2IuL07MpruTevIqHzwIVqrnZzylAyQJZaJR6Mamlex92BN1zbK0bhy1rCRma47f/50J02gdPny+WoSyomvCv/97z34xbv3pvVKf+CS1G1sVFvrZneLqko6g06vN8hckjmXW8dNIMlwkjgC1x4mAUAKttbVkYbj4vqdB5NybWdUzHQ7zqac5C5zbDlGZVILbVqwG4a1aJt9t7S0tLS0tHwR5PtzEUMUhTFIksRYMx3vhWCttSImBoSyHNXbwkKZsak1ltnsB1lijNPJNE1snrmDOS0fr3wf0S7ZH5NIzA5pil4XeZbZJEU0AKIEVWGKCHX0VcaVMejmGdTEoMpCEEiEj0FUnTPWCgCGzWATa5PMcrSps2kCi1LBAcYiBghABmXE1t74w+s3tra3FbDWmkTZBlAlCGuPtv/PP/vexubGtNwdl4+CjEOsq1pTt8CYiTIlVgNJc2QJGaAEJtV4OFxNjFiqYE3aEU5jCclBdZg+2lj5/vd+8eDB7ngiu9NRdBXn9c54qzczWD555s5ks9tLTi0tTYdrImViEKiA4U6aDPpplrl6GljSsqZpiWnp67oyWUSYmlj0LHppAmBldf3U8WfB81ev17tDGJN08iztYtDLUsszaVZN/cra5gfvPrzy/sNb1zeLaax8VYT1ZCMmSUI0EBmkaUcpspEQsVv6vArjGCpfWXZpnmWpAdhXyB2IYCwZ5xCpKMv1R5te94ICbGovw1GxtROHeygXEeGNi7lhQwfNdFpaWlpaWlpavqDy/YkSOBuWIEVRqqo1hthICBJrQUbEyhQ1wBCz1tXYGEkzW3lvK0kMrLOiflpWacLMIFUwEZEIQgggZrbMRlREogUTHMh54Zt3V7/7zs1J4ZM0tRWrRDQ5bqNEIuKJBBpFPKD7oQURiaKiwk7JQckDQnAGRERskjQN4isfwFBGGdVPYS2sISVEA68ymk7B7JytqmJxPp1fHGS5u3bt9js/vXH79sr6xsOo4xOneqdOPzO/OGDOrOmPh+FHb75bVhMm1VirRDQhelZn1RkxEICrKkavxDquxnfuf/TTn73zwfs3d3aDTWZm5nvHnzpz/OzsuBp2ev2Z3uKjh98dV3WamolGlWAYChhIwvLyC5eqEV15b028nZR8/6EUBazhLLPLS7MnFvqWcO7M3NPnltI0q31c29h978PbW9ujuq7Ho53+zGDQSZjVkI5Ge2//+O0bV3fu3Brd/WjU6XSPLc9++fK5To+TxKRJ98N3RzevTjpZapJgrUmsUY3e103rGoaGuoIG1+RGNEr0gFjLiXLtK2VJ01REDRvLyQdXrp+Y0/OnnkozNsQAGetYbfuGbGlpaWlpafkCy/cR81ZVQA2bSFrXdYxirE2yXIZ7MVQmzcBMTDAOJqr6qpyCvHE8LUqG5dwmjuvKh1AZm1oAUCYDIlX4UIPYWoBJNAaJBk4piZRUAR9cXfnL//vtPeo754zXoMIajSGjnhAMiUE0JIkj65qNmqoqqhAi2FRtEgGviAomhChBYZ2bTsqi8gqogY8YF+jNABZBMK7rcVlOigpMxnJZl7ODwanlk508/eD9G3//3bclZmVRJRlfvvTsV157/pmL52b6CyLuo1sr16/d29j0xOK9lxibDYiJs50sRSRWJmVfiXiQ1c3djavXr/70Jz/d2Kidm5+fm3/2hfPPvXLx4gvnxNRgN9qLf//XP91dX6+qWkWb+USkZERzwqsvPV+P3e0b26Wa3VF4/8rOZCrOmcTq6aX500sLApw/M79+8cTC/Nx0ElbXN6ZlIJrUVTke7sw8s7A023NAjH5re/MnP/7x5iOd7GVMZnZu5vLlp//4P319MJcnCRKHUP789o2bxjgYYkI3NZZEgrcEhsRQIRSsdZ7CMCCiUqt4Z2BsYnLOe4Msd+PhiLy1wlevXDk5q6+9tNg9llBCAmVjSPaTP20BvKWlpaWlpeULKd9HPVwhEqu6EtVOp+PsHjN3Oh3nJkxmMDeYjOsQ6/7CYDraLkZjWCqq6c7uduo0T+bAZu3RWq+T9md6oOjFq0ZniGHAnKSZgkFGwDBsYBFcgKkFhUfhUQWt1HuvUHIWbMGIxfajDvv5mSzsbc/3869++cWF2Q4k1qFOnOEkIVghB+YICMErpgGjSTEajZJMfAi1YK8GGWQOnQGMRekxHOP9aw9+8our73145f769sTrzNziU2dOXDj7dMe4eloXe77XnV2cPbF8avCtb37rmfNL84PMGlMJehknyIwkhMimk5BzAAM5LEez/nCzk9nTx5eODZJ+x9RVefPands3Hwy3p476J5bOPH/5pW9969LJ84tJJ1PKt/aq7Y1hNx1Y7G2uDQd5t5P3BSiKSokXk27sUS93kLqq/d17t3b3NoLfRKw3V1dQFl2AgFqROLe4MNgEeU+KGENpWZaX5l97+cXXX3ppzvWG493d7Y1yOq4Lgri52bnf+sbzv/07z587m6QpDAGMXse4BOPR0OvGcDctve8hTQgsPpaVL7TXi87CGTCQOO7klllCqJM0ffml51780tyJZfnh9957/51bK7funRgce7iy8dd//aPf/eaFC2e7gzxoQUY5NSDTvitbWlpaWlpafvPlu4lc02Hf7U9CBGOYQdbawaA/N9c3htIsE0kBVahI8NPSMuXdTunLDz788Ac/+P63v/VbLk2sNWmWGWeVwWAyFsoCUiUQqyFRiqoSo4IgyJgrz8NSVnbL9e3JcFIWbLwohBmBJSLWmdWu437HnDv33Fe+dPnU8UHHgsSraowKQ2ycKEclYRDA1HwLSKzJ0iTPkzzvljUcgxx1HGrB2qOdN9++duvuw5t3VzY2HjGZXifVUC3OLp4+8ZSB9VOpxtKxnLjOXHfu6ZNLC/2+ARBx/YN7P3rzejEMiebGmKi1g7WC4BGnoqUu9BYI4guSmhA5Vv7mtbsP72/CJwn1Ti6efPG5Z08vH5vp5R6oI9ZW1t75yQflWB11NfrUJJZy8SCkDDUScsPdxOSZiWonRf1w9e7xRTfTTYwkRmpUhbW2DjZ36dkzx8tqZ3unLGvRMEqtnx/0Lp5Zemp5HuLHo93tzUc7mxvjvcRQOtPhMydnnnl6ttOFKIoybG2N94YjlYLJG0RD0ZBaVsdqSYzGIF5CJTFEgRqoePiSzP/L3p31WnYdBn5fw977DHe+t+YqsoqkOIiiJGuWJbnbbsdupAMESLobCJKX5EWfw0F/hLwpDw0kQIBG90O34YwPjuWOIadtSRYpkSIpkRSHYrHq1nDHM+xh5eFWFYuiLLPTgloq/X4PhTucs889+xRw/2fdtdeaxb5u4vjJKzufeurc2bPD7lu7u2/e2H3jvW5x/O7Vd54fbjzzxMrO5k4a4jSvV7Hui2W+AYDfiPgO4e6m7Oln9XcKocQYm6YJMZVStrY3zpzZSTlMVqb9MJodz/qh9GU4uHlzbWdjurGxvN1++9vfDqH9na99OYTQdcPOzum2Wyy6xaiucqpLKF3oTx5xCKkvQzuUrhuGEmJIsS777fDOzeWrb996453bt/eOhknVpxhKFYdl6frSzTdWm7W6X6nLH/7uV7786ccm9dDc26ln6IcYQky5L6EPIYaQQ6hjqFOYjuq16Xi8Oqmrejwa3759PKvTtC7rk9C25QevvP6v/+R/ny2WR/NuPjvcPnthPF2/vX9wenP7zNb5fplKm4Zl6o5LbFJaxknol7PlbF5ijH/xzR/+yR//u5xGk+mkCfW8O6j6WA2hm4f5QTsclyuXHt0/OJjdOXj36vGpzcNheXDtzd3DW4s6ruQw2VzdvHTudLtM+3vLPof94+HlH771rX/7nWE2auLqeJLqOMS2GRZx3KyW0rbLRROblVFaW2nq8SRWs6PjedPUp9bXpqcvrzZpWB6FOAldWm3GH3v84rvXD27cvLmchzwcr9bDqfXVC9srO+vV/nx/fnx4tL+3d/Pmcr46btbDaNmkRZVni3k8WvTXd49feena229f79vDUdOMU14d51Ea6tjXqW9SGeUYUijdolt2XRuqFLp20c728+golWqSVx49O7qwNVqtllfO77x76fSNN947vDm7ef3GMBuuvXvp/NlYp/F0czvlpl9a7AQA+E2J7/jA2iM/wzAMKaV+6I5ni7qZTKfjixcv9P3u7Tuz+dFRzJPxZJSrU+3QzvcPcx61bffuO+/9+Z//xQ9f3NjZXv/KV75Yj3Lbhj4MTVVVuQkhlBDLyWY5MaRU6roMIQwlHvTpzd2DF16+8cKrb7zy2tsHx+10klKV6xJzHIZh0S8PF31b52U7VGc3w8Y03L59sDmdTJvUjJoQhjIMXVdSDlUK5WQhlT60y1Dadnm8P5sfL5ft4vBWWB6XYVm6ZRyWs6Pj46NZ1y4O9vf3Do+7tq9D++SVM1/+7T/43McvTkI66sPpzVOXzlycHYWj2/tv/fi9v/rW1RKXh8dHTbXy3pt70zSu68n88PDg1q1uuN0eLUYprI/CWpObkg52b8+Xy0V3/C//l//rm6fT6Z386ec+P61PfevffnexWHzv26/cvtlffPzcxplpnpbrN2+88qM3FgfLxWG/Wo+210/N9q+3s2UVwjiFHPOQxtMmbU7TaBxu37o9X86mK2E+u3Xq8sX/8j/9g0997OLOZDWlNErx4pm1T33yqR+8+sZrbx6X0q+tVedOrz/x6Jmdlck0VnG89ui5S7uXb146c+bwYDR09dHezb/48xd2b93e2Mm39q/v3rp1cKe8+86sW3TT6WZVD+N6CMNxaWPsF3UaJnXKTVXqNB3HtSbEGMZxGKV2lNqqKqfW8sWdsLESclV94snzxzf3br25u1vt3dldHB9ef+GF7+3sDFce/czBfNFVx6uTDfUNAPyGxPf9Ye+f82f/EkJJKQ5Dv76+9ru/+/f+7Jv/7s6dl4duPhpN66bpukXb9sMwNOOmlDCbta/96CcxXB6Ppz9+/e2trfXJyrgaUogpVXkIcdmVZV9iTinFGENbQteH+WJ4d3fx4qu733nxjZde+8nV3f2SR1U9LrkqXZdLqUI3xG4cu53V5rEL2+vjepRiSKlbzNuSm+k4htwO7Wwxr8d1TqEvIYUQ+1IWw2pdrU+qWdu33ezO7vL7z/fdYt53izD0TZVzTqGU1el4fW2lD+GZZ5/43Oc+/tuffXJ7JYWu6+fx7Pb2449e+snr1+cH3d7N2y9896W2PzyeHY2b9Y3J2pc///FrV/evX1+UZZmMm9D1x/tHk8n48oUzzz39xPWrs1hylUevv/rGW2/sX35k9fe+9sUm5J+8/M7+nXx45/CF7760d3i0st2E0XzeHZe+fOzK5ddfuR77vgohDv2w7BZHQx1LVZVRiCnHlVHeXBtd3d3th+PxtBoWByuj9FvPPn1qWo1LLN3Qla5JYWujbpplSIcxD5Px6uZafXprZRxTXAw5h2nVnFrffPyRR2/dDAf7+eay+/GrP75x653zj4z2j6/NFkfrqxeqlEZ1iP1RV/Zmh/nWjXequLE83q9KV8c6pFLqkOIwDG2KfZW7aTPkMqvL8TguVnIZxyGEfmd19PSVcwefeupbd757nIfUxHfeefPll+vz59ZPb1/eWptUdZikYNY3APDQx3cMIf90dpf3v5lSTKkaSpdiXJlOjmbd5tb2P/mn/8X13f0fvvSjEIemyXWVD28dDWGIVVWGqqqqGEY3b+5/8lNbp05feP6FV86fP3v5yqPNOMZYqjqWGGbtcDAfqlFsqphTOVwOR7Ph9l77/A9vP//C1RdefP2t964ft/1odbOZrPZDv5zPcox16qom7KyMnrpy9kvPPTmpx2kIO5srN3dvzPo0mYxjiF1fjufL9WZSlVJKCDHkUnI7nNlcu3J+52C2uNOk2Xw+27vVtotYhqauzp07U1XpjTfeeOpjjz3yyCPdUL74pS984tmPbayGUubLRdfPqwundp59cjnfP+pm1Wx5+PqrL7b9YT+0o3rtP/tHf/jcM8/9n//Hd+twvL4ym65Nm5RvXr9z5dFTzz15Zfm7K3/+p989nLV9tfrj195cLg77RTmzPVptLrz9iafee3f5xhs3r167dbg3OZgtj7rbO+e2Hn/iY49cfKI7/Mvb1w5LfzypQw7paL/Pocuj0KQc6jip6/On1964Nhy37dpa0+8NkyZurUxGpY3LtgzDsovL42Fo5zEeVvWsGeXV1bKxkjZX6tSG5eGyHXVdu5xUzbNPPnl1ZX7jvWUqR1evvXP7zp2+rPRxfzytz59bH+ech+Xh3ux4fufgdnvt7dereGZx3I9SmNQxtyGMcwhltlhWo/mo6TfXmn7WhXJc9Uep7XPbp7KMMV4+f3r8hZUX/t/vjpuysr01m7318isvV03/O1/dGE/OluNQ51CrbwDgIRVLKSeZ3YcSS7y7mN2H4jvEIYS+hL6EEEJq+9D2se36/+l//jf/8l/8r3/1rb/OzVo1Xl3Ol+1iXoaunoxjKlUq66vNb3/lS5/5/Gcm09Gd/dvHs+Mz584+/czTTz71xM7plZhj24eQ4qKLt/YXL/zgjddef/vtq7u7x9NrNw7efe/6wXyRm/FkdTWkNDvaP9q/vbk2mtbDatN/9TMf//jj5x87u/nck5fO7qyNc1wsZmEoua5zrtp+OJrN18ZNlVI7lJJyV9KsHb79/EtvX7sxhLTshrYfum5YW5+mGA73D9rlIue4urp68cLZrc31mMJ0ura2urK5XuV4NPR9t5weHfY3rs9e+eHB/t5ePxyNJm2quhhLDKNnnrp8Zuf095+/devOrWV3qxodnr+4/uijZy+cuzC09a0b7as/vHNjrz3quhBu57y3vtZ+9tNPVXFya3d57Z357dvd0WwITQmjNoyW083RmdPbpza2X3rx1v5um7o8SssnLq997jPnRvWiiTF1zdCk3dnxj2/cfPHt67eOZlWVRt3iidM7f++Tz4xKX5VSUpoNcb8Lt4byF9978SfXbjTNZKWUs5PxM2fPPnp2e2trZajLwdHB4fHRfNFdu9bevNkvFnHvaH9Z9iYbs7XNuL6xsrF68c7NvHtjOD5oD47eGk3ufPlrl09trreH6Tt/tXt4a7XvprP63U9++sJv/daVlI5ffOnl51/4UWy32nk9aia//5988szZaYptCGEYqtlhfP57P7l+49a83Z93EBXVLQAAIABJREFUV1c3woWLpy9ffm5z9UyTR2tVaMw8AQAeUj815/ueDy14MgxD37cphxLKsl3kalzXdYjp8pVHn/3EMz/+0Rv7+/PF7DiUpsrjkoahHUoZutB3i+X3n3+5hPyV3/nq6urmol3++LW3jxfx5t58spJLKH0p9Xgy7/Lunfnz33/trbeu3ri1f5xOz7o0a1Ofx3Uzzc1kPj8ehmFU5+3NtY1xXKvbS+e2T29MR3mYNqmOpV0s6irHkLpSuhJKTPVolGNJoc8xhBBzirlJTz928eLZ0yHlkPMQQtcPo/EkxrCYHR3s75VSNja2trdWVyajEErbDrGEJoQQjlOeVeMyHU/XVzZXJxt9dy6ERcyzqh5yCmWoNtZXxnX93CdOzxdrQzgV8t543E6nwygv6iZN69GkPn/nuJ8P/cr0Ysj7MdxZn6bpqDm7s3P+dD+b5bavlmVWmj6NhzDuJ+N6Wo9Xxo+2R7EsyygNW2vDdNrmeJzbHPtm6Ib1yeTpJx4ZndreWyxjHDZS2sk5dG2IMYYYS6hCmDRps6k/9ezjVx67WDejOF+uh/jo6trqqK5zFaqwSNX6ZPXSuY3t9eHgcAixbku7LIdturm5Va+vT0NYO9qvjw5Svxxm81Mh37l0Pq2ORsOoee6Z7bBYSXl0lLe3Tzd1KjEOVy6e3VjZyMNGO0+hD2c2JqOw7LujYSh1moxW1j/zyY8dHs+PF/vL8khsFs00r69vVHUdirVOAIDflPj+eYZhmM1m40k9lGFvf291dTvX9dFxd+nSI7/12d/63vdfefXFl49v7IWwOl3drJr68M7uMLRVk9c2z73zzm67fP73/+Afffmrnwx58Y3/8V99//s/+u7zr75z7b3b+0fLvmyfuZDr0aLtb905CDHmZroXZqVZqUarYRhKrrsS5m2Xc94+ferxxy7tTONoOBzFsDi4szfrSnu+b/PRwd76xkaqchjiyfj8qKni0MZQ6hRPVirPIV86tdmW0JWQcogplBBu3pkPpVw6vZPiqfl8efPWwSSHcQ5tV8ajWOVUQliEvbbshn5Wh3N1tXHhXMy5zjmn3KTYxVBCqEOoYokrl3M/rAyhCSlWcZZDH8JxN4QQ0vpaXN/JeZJjCEezMF8sN1ebUdXHsli5MF4sq0UbqvG0VKEr/UHZW/aLZSmndqbj01UuMbQ5ly6Ew37YDe2omk3bZejGKdXVdJLLqEkpnKlGq23fHR419TikGBZ9yCWnahTrS6c3u5M3Vm0/GcJWTmkZwxBCCTmmEEMKYX0lj0c5hJBGdRend+azSVPqMLRhNh7HST0aNzmmMyFshHCtCqVU4cyprUmup+MwH51axrYtiyoutzZWzmycimGchpxKCCHMl/vHs+tt24+bUyvT9ekorKyM0ujUELYOl/v7izs55VLiog8rUX8DAA+t/Ed/9EcnH5X7y518eIvBGEIsOaecY0qprutSQjcMdV2vTJvV1enq2qmjo8XNm4fLRVVV45TrYSipanI9iqkqJZSY9w8Ov/3d519+5bUvfenzjz/x1GS6uX84ny26dkjTlY2+5Nminy/68WR1bf3ULExjM61Hk8Wybfu+74cYy4Vzpz/1iSe/9qUnPv7E+bPbW2W+f2Zr8rnnnqpTH0q/Mp0sl8uu71JVx5hKSl2JdWlz7GMoMZRQ+lBKSjGEMAwlpXBymWed06jJTU6lxFBCldJ0VNU55Vhi6cMwxDDEsJvjURMnOTYpVXXKKQ8xtinNU1zEsOzLsgz9MIRSQgnLFGc5zUrZb4e9vixSTHVqUqhiFUsO/XBcxdm0aZuqS6kNYej6EGJMOe3P9hbDYagXOXZNSk2qmlRXMacQ+uUihdmonse0H0udyk4apVCnroqz2McUVnJTl74OZTXXOeVUQuiHWOdSp2UuXQzLMCzCIg39qISVVKVF3y/aRbtMVa7quu9KijGlNJSYcky5VDmk3MbUpdAMbT0MdVPHlGIIbV/u5FhyGKUybVLOOfZVLGmIoatim2IoJbbzlEqsc4qxxDiv83I8GlVpXPqqqmKIadmVIbYxDXVuutAMIdU5jVOoxDcA8JCq3q/rn3/DGGNMMYaU4iQ3R7NF6PumieP1SXr0zOLzn7h29Sc3rl/74Q/eHeJiCH2o+pRCyqHr5yV0R/Pub773N23fnT1/+plnnz599tHLj067ftjeObV7Z6+qx20fZot2fzwqIcSy2KqG6WqzuTlqu7hsFyEMly5cuPLIucsXz55f7ef7u3fefe/UanPu1M65s2cP926VkKpmvGyPy8kC3ymGEIdSQkwhlvsrl8cYYghVDEN8f0mNqj4ZnA19KCmletzUOeVQSopDH0IpqYQUV2IcUlwdSlVCySkMJQwlpBBTSCHEVEIpJZQSQ4mxpBBTqfsyCmUIoUoxVynGuqQY+lBiCFVumrweQhtCLCHHEHIKMYYqllJKHWMV6hSrEKoY0skyNCGFHFNOTQmroZrGca6qUHLoQllLqQ9pHKo4DHWKzagKfQjdEELJdVXl0IQSTh43hCaGJt1b/LwvQyhNzqnK7bJPqaRUysmJiqnK4y72pXQ51DHmIYU6hBhCCSmESQqpSk0axTSEkEIVQoqxxJzDKIZQSh5CPNm6KcRQ5VHO6ynlrm3atlRV6EvIXQghVqkZ59GsSyGGUbbSIADwMLt7wWU4meZ9b6r3h0O867v5fD4aNVVdhxDms/kwDM1olFKaz+Zvv/3Ot7/z7f/7z/7yX/zrby4Wfcp5sVjUdZ2rKpTQLpd93zXjadcP48n4k5/+1G9/5Wtf/OIXLj1ycf/g6O2r7+7e2O37Ukq4cePGa6+99tabb+xsTD/2+JUnn3ry9M72bHY8mx3/w3/4pY31rRvXD//yW//Pn33zT3/wwvP/7J/991/60hebpq5yqXLMOYVyUo0xpZBiDKHczdb7T/BD7yhCCMMwvP+Vu2ch3j0F905OjCGeVGT50OmJ5eTQw1A+9PUHLlmNd+97MvQewgN/X3jgmHePFe/e5/273z9ULCGUUGIM6d6TKg8+8IffR518t8S7R48P3GwYyt1HPInqB1/8WN7/4eLd3U/j3RuWn7oa98N3ub9yTnzgSx/8zxUffE3Kvbd4wawTAOA3Ib5/vr7v+77POaeUSinL5bKU0jRNSqnruqOjozfffPMvvvWd/+Eb/+r6jVuL+exoby/mKlV1yrlrl6Ufqsl0KCHX+dSpM6c2t07vbJ+9eOnJj3/8qaeePHNmmmK9aMNsNl8s9tvFfh2q7a21ne315SLNZoujo8Pl8uC11177/gsv7e7euHz5wle/8sXPff4LZ06fqXLMOeQc4/s5HVIKMd4ddv07S+4D8f23naZ4crz/0OOEEFL6FRrbLaV8lP8AH+XpAwDwd/qoF1ymlE6yexiGYRjiPaWUnPP6+vrly5eP5/3v/4Nrr/7oJ2+9+fZP5vP5sh26LqUYylCGfujbEmLfDndu37rxzjvfXy5WN7Y+f/XqsJz1z1wYj1dLaXJVbaxPVyYraahS7GfH+2++eWu56Npu+b3v/c2Pf/zq9ffe29ra/PgzT/3jf/yft12IIeQYUr47n+SkgUMI5WRY+QNjrwAA8B/ZRx35PrnZMAx933dddzIEnnM+Ge49Gc1dtN2d49lf/dUP//RP//KP/80fv/fee8tlW9d1u1x2y2XIVSglpjSaTvuhtG0bl8umrkfjcbOxvrl96tTp02ura6NR3dTVme3V5fz42rV3f/CDH5RS1tbWdm/uPvXkx37v9/7+M888/YlnP/bUk5dPZlDk+1MeTtK7DCdTGFKM8e5siV/AiLWRbyPfAAD/4T7qyHe8Nz26lBJjPCnvGGPf9ycD4VVV5VzVeeWZp54YNdXayuiv//o7L7740vVr75a+rZtqurq6WCzms1l7fJjqumnqelS3y3b/cD8cHRztH+zfuT1dXa1yDmVowmIYukW7vHlzdzwebW6t/4Pf+/tf/OJnv/CFz25vbW9srLXtUFfxZFP6B+M73XufEEKJIYaPcP3eLyorf03zVFUDAPzKxffJhJOTrk333P/Wve/GflnOnNra2Vrd2do5e3prZ3PlhedfeO/6jaPZYtTkoU9tDmnoUkk51VVd9UMfuhC7dnl8sFf64+ODEOPQLecHt6o6ra6tXbx07ty5c48//vgf/uEfPPeJp8+fP13lKoTQ9aXKJ5fsxXh/NZMQThYbefAHN+0EAIBfEf8eF1wul8uT8j6Zc3IS3/fnWpzMX+hLLCUOfVm23WI+u7G7+92/eflP/uR/+7NvfnPv1u2Ycj2ZjEejtu1m80W3WA7DUFKs6ibnKuY0lNKXoQx9GeajUXX+3Pn/5r/+r77whS9cufLYxuZ6KH3XLk/trNd13Q0lx5hTTPlkbkk5me0d7k07uTtXIqT4dw1+f8Qz8HeOEP+ijvPL9BF/5mCAHADgF6H66Dd9cLbJyWWXJ5vUnGRZ13Vt283nQ9PUVa7qXI3X1lem48lkurUx+cLnnrt69fo7V6/t3rzZ9/1svjg8PLq1e3Nvb2++WNT1eGd7a2dnpxo1XdeFUK48duHyo5cee/zy5z/7mUuXLq2vb1ZV7Lu2XaaYUtf3XduFKseQYowlhhhPsjvcTfDw4CWYv6Ss/HXMU0kNAPBLra+POPZ5cqnlyZh3CGG5XA7DkHM+afEQQtu2i0V7dNCurIxHo1G7LCmFVIWcQwxhsWjfvXH7+ed/8MOXXj6eHc3my6PD43evXbv+3vX9/YPp6urFixcvXXpkZW21H7qYwmc/96lnn3368pVLKYYYYgkxliGnEGPsh9K1Xbtsm1GucsoppRRSvP9M7sV3iCmebCSTvcwAAPw6xXd5f7uZeBLffd/fHwsPIXRdN/QlxyrnFGPs2tL3XRnKEEOMJxuMhzt3Dg8Oj0bj1HVxvuzns0XXd6WUlHNKVa6qpq7rOtRNmKxMU51DSH3fjZp63DQHh4cp5+nKJN8d5h6G0scYUko5hhTv/4jDyRB4jDHFFEIlvgEA+HWN7xP9yY6UIYR7a+eVUspQqhJDSiGGvh2Gcn/TzJhizHVq26Hvh2aUS0n9UPr+5BAnc7KHEEpKKeeYclkOJ+VehmHIOVVVXsyXOaemqVO4u4HOULoQSo4phpDiye6NpZQhfOAHq6P4BgDg1zG+T/59cNXnkwsu72640w9h2YacQ0pD28ecUk7hJMBLDCkM98L47jWSJfR9ONmUPedQVScPFPphmHVtTGnU1CGEfhiGMuSUT+aW9MMQY8gplFBiKPkDu7QPDy5cLb4BAPg1ju/373Yvvh+cjlKGIfTDvaX/Soj3bnb3isjwwUPcTe37n949ZAkllGUpIb4/ph7DvR0ry0nIlxBDDPe+/n58373BAw8hvgEA+HWL74+kDOGnd3m8vwVO/MCnP3ffyRJKF0J54Abpwby+u7Dg/fIu4acT/MFnZM43AAC/Kqpf9AGHD5R3LB+s8Pih8v7ZDR4/0N4fbvn31+6+d6x7D/RTo+Eh2mMHAICHNb7Lz63q8re09L+f+IH7Fq8iAAC/kfH9/jB0+eBXTy60jD+rxeNHTPH7g+f3R7NjuX9w49sAAPxmxve9qzHfn48dP9Tc966vLB/q5p8zPP7AbJP08+7zM+8MAAAPVXz/giteSAMAIL7//yf0R+noGH/WPcQ3AAC/1n6hSw0CAAB/u+QUAACA+AYAAPENAACIbwAAEN8AAPCbLsYr/62zAADAr7Lh9X/+cDwRI98AACC+AQBAfAMAAOIbAAB+ddleHgAAfkmMfAMAgPgGAADxDQAAiG8AABDfAAAgvp0CAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAADi2ykAAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AACC+nQIAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAID/+Kr3M/yx/87pAADgV8fw+j9/yJ6RkW8AAPgliaUUZwEAAH4JjHwDAID4BgAA8Q0AAIhvAAAQ3wAAIL6dAgAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAAAeFtX9j77xjW84HQAA/Kr5+te//tA8FyPfAADwS1I9xG8sAHhonPx51i8prz6/ma/+w8TINwAAiG8AABDfAACA+AYAAPENAADi2ykAAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAA8NCIpZSTj77xjW84HQAA/Kr5+te//tA8FyPfAAAgvgEA4OFS/dTnD9OoPgAPjZO5kX5JefX5zXz1HyZGvgEAQHwDAID4BgAAxDcAAIhvAAAQ304BAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+Ab4/9qzYxsIQhiKgkKiVhflZn0BFVyC0N+ZiBQT7IMFAPENAAD8Z83MWXW3cQAA8JqqitmLl28AALhkB18sAIhxfs/6SDl9vnn6Sbx8AwCA+AYAAPENAACIbwAAEN8AACC+jQAAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwBAjDUzZ9XdxgEAwGuqKmYvXr4BAOCSHXyxACDG+T3rI+X0+ebpJ/HyDQAA4hsAAMQ3AAAgvgEAQHwDAID4NgIAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAAMdbMnFV3GwcAAK+pqpi9ePkGAIBLdvDFAoAY5/esj5TT55unn8TLNwAAiG8AABDfAACA+AYAAPENAADi2wgAAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAOA/a2bOqruNAwCA11RVzF68fAMAwCU7+GIBQIzze9ZHyunzzdNP4uUbAADENwAAiG8AAEB8AwCA+AYAAPFtBAAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACCMJwIFAAAAJ0lEQVS+AQBAfAMAAOIbAABirJk5q+42DgAAXlNVMXvx8g0AAJf8AHKTFmGUyJFMAAAAAElFTkSuQmCC"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk Capit<span class="_ _0"></span>al Group </div><div class="t m0 x9f ha y13b ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2022</span> </div><div class="t m0 x69 ha y4fb ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 39 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note 2.1 Intangible assets<span class="_ _0"></span> </div><div class="t m0 x4 h20 y4a7 ff3 fs0 fc5 sc0 ls0 ws0">Information on estimates </div><div class="t m0 x4 h2 y241 ff1 fs0 fc0 sc0 ls0 ws0">Data <span class="_ _0"></span>Walk <span class="_ _0"></span>S.A. <span class="_ _0"></span>is <span class="_ _10"></span>conducting <span class="_ _0"></span>in-house <span class="_ _0"></span>development <span class="_ _0"></span>work <span class="_ _0"></span>in <span class="_ _10"></span>the <span class="_ _0"></span>development of <span class="_ _10"></span>the <span class="_ _0"></span>DataWalk <span class="_ _0"></span>platform, <span class="_ _0"></span>which </div><div class="t m0 x4 h2 y52c ff1 fs0 fc0 sc0 ls0 ws0">aims to expand this technolo<span class="_ _5"></span>gy on various levels to create a complete IT product<span class="_ _5"></span> that is unique on a global scale. </div><div class="t m0 x4 h2 y52d ff1 fs0 fc0 sc0 ls0 ws0">Development work is carried o<span class="_ _5"></span>ut b<span class="_ _0"></span>ased on: </div><div class="t m0 x76 h2 y52e ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">knowledge developed in the c<span class="_ _5"></span>ourse of ongoing research work, </span></span></div><div class="t m0 x76 h2 y52f ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">information <span class="_ _5"></span>from <span class="_ _5"></span>potential <span class="_ _8"></span>customers, <span class="_ _5"></span>obtained <span class="_ _5"></span>in the <span class="_ _6"></span>process of <span class="_ _6"></span>market re<span class="_ _5"></span>search and <span class="_ _6"></span>marketing activit<span class="_ _5"></span>ies </span></span></div><div class="t m0 x85 h2 y530 ff1 fs0 fc0 sc0 ls0 ws0">conducted at home and abroa<span class="_ _8"></span>d, </div><div class="t m0 x76 h2 y531 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">demand reported by existing custo<span class="_ _5"></span>mers at the stage of testing or implementing software. </span></span></div><div class="t m0 x4 h2 y532 ff1 fs0 fc0 sc0 ls0 ws0">At le<span class="_ _8"></span>ast <span class="_ _8"></span>once a <span class="_ _5"></span>year and <span class="_ _5"></span>at each <span class="_ _5"></span>balance s<span class="_ _5"></span>heet date on <span class="_ _5"></span>which there <span class="_ _5"></span>is a <span class="_ _5"></span>relevant <span class="_ _5"></span>ind<span class="_ _0"></span>ication, <span class="_ _5"></span>assets with <span class="_ _5"></span>an indefinite </div><div class="t m0 x4 h2 y533 ff1 fs0 fc0 sc0 ls0 ws0">useful <span class="_ _0"></span>life <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _0"></span>form <span class="_ _0"></span>of <span class="_ _10"></span>development <span class="_ _0"></span>costs <span class="_ _0"></span>under <span class="_ _10"></span>development <span class="_ _0"></span>and <span class="_ _10"></span>goodwill <span class="_ _0"></span>are <span class="_ _10"></span>subjected <span class="_ _0"></span>to <span class="_ _10"></span>impairment <span class="_ _0"></span>tests, </div><div class="t m0 x4 h2 y534 ff1 fs0 fc0 sc0 ls0 ws0">the pre<span class="_ _5"></span>paration of <span class="_ _5"></span>which requires <span class="_ _5"></span>estimation <span class="_ _5"></span>of<span class="_ _0"></span> t<span class="_ _5"></span>he recoverable <span class="_ _5"></span>amount of <span class="_ _5"></span>cash flo<span class="_ _5"></span>w generating <span class="_ _5"></span>units. On <span class="_ _5"></span>the other </div><div class="t m0 x4 h2 y535 ff1 fs0 fc0 sc0 ls0 ws0">hand, indefinite-lived intangi<span class="_ _8"></span>ble assets are tested when t<span class="_ _5"></span>here is an indication of impairment. </div><div class="t m0 x4 h2 y536 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>Group <span class="_ _15"></span>conducted <span class="_ _10"></span>its <span class="_ _15"></span>most <span class="_ _10"></span>recent <span class="_ _15"></span>im<span class="_ _5"></span>pairment <span class="_ _15"></span>tests <span class="_ _10"></span>during <span class="_ _15"></span>the <span class="_ _10"></span>preparation <span class="_ _10"></span>of <span class="_ _15"></span>financial <span class="_ _10"></span>statements <span class="_ _15"></span>for <span class="_ _10"></span>2024, </div><div class="t m0 x4 h2 y537 ff1 fs0 fc0 sc0 ls0 ws0">ending December 31, 20<span class="_ _5"></span>24.<span class="_ _0"></span> </div><div class="t m0 x4 h2 y453 ff1 fs0 fc0 sc0 ls0 ws0">In 2024, intangible <span class="_ _5"></span>assets were written down in the<span class="_ _5"></span> amount of PLN 3,223 t<span class="_ _5"></span>housand. Details of the write-dow<span class="_ _5"></span>n are </div><div class="t m0 x4 h2 y538 ff1 fs0 fc0 sc0 ls0 ws0">presented in Note 30 - &quot;Asset impair<span class="_ _5"></span>ment tests&quot; to these financial statements. </div><div class="t m0 x4 h2 y539 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _15"></span>value <span class="_ _15"></span>of<span class="_ _0"></span> <span class="_ _15"></span>intangible <span class="_ _15"></span>assets <span class="_ _13"></span>corresponds <span class="_ _15"></span>to <span class="_ _15"></span>their <span class="_ _13"></span>recoverable <span class="_ _15"></span>value, <span class="_ _15"></span>which <span class="_ _13"></span>was <span class="_ _15"></span>PLN <span class="_ _15"></span>19,033 <span class="_ _13"></span>thousand <span class="_ _15"></span>as <span class="_ _15"></span>of </div><div class="t m0 x4 h2 y53a ff1 fs0 fc0 sc0 ls0 ws0">December 31, 2024.</div><div class="t m0 x88 h2 y53b ff1 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c xc y53c w44 h1a"><div class="t m0 xa0 h15 y209 ff3 fsa fc0 sc0 ls0 ws0">Intangible assets </div></div><div class="c x8a y53c wd h1a"><div class="t m0 x1a h15 y209 ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y53c we h1a"><div class="t m0 x1a h15 y209 ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xc y53d w44 h1c"><div class="t m0 x5f h18 y20c ff1 fsa fc0 sc0 ls0 ws0">Development costs in progress<span class="_ _0"></span> </div></div><div class="c x8a y53d wd h1c"><div class="t m0 xb h18 y20c ff1 fsa fc0 sc0 ls0 ws0">2 188 </div></div><div class="c x8b y53d we h1c"><div class="t m0 xb h18 y20c ff1 fsa fc0 sc0 ls0 ws0">3 945 </div></div><div class="c xc y53e w44 h1d"><div class="t m0 x5f h18 y209 ff1 fsa fc0 sc0 ls0 ws0">Impairment  on development w<span class="_ _0"></span>ork in progress </div></div><div class="c x8a y53e wd h1d"><div class="t m0 x37 h18 y209 ff1 fsa fc0 sc0 ls0 ws0">-88 </div></div><div class="c x8b y53e we h1d"><div class="t m0 xa1 h18 y209 ff1 fsa fc0 sc0 ls0 ws0">-371 </div></div><div class="c xc y53f w44 h1c"><div class="t m0 x5f h18 y20c ff1 fsa fc0 sc0 ls0 ws0">Costs of completed development work<span class="_ _0"></span> </div></div><div class="c x8a y53f wd h1c"><div class="t m0 x27 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">33 897 </div></div><div class="c x8b y53f we h1c"><div class="t m0 x27 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">28 995 </div></div><div class="c xc y540 w44 h1d"><div class="t m0 x5f h18 y209 ff1 fsa fc0 sc0 ls0 ws0">Impairment on completed development work<span class="_ _0"></span> </div></div><div class="c x8a y540 wd h1d"><div class="t m0 x2d h18 y209 ff1 fsa fc0 sc0 ls0 ws0">-16 963 </div></div><div class="c x8b y540 we h1d"><div class="t m0 x2d h18 y209 ff1 fsa fc0 sc0 ls0 ws0">-13 457 </div></div><div class="c xc y541 w44 h1c"><div class="t m0 x8d h15 y20c ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x8a y541 wd h1c"><div class="t m0 x27 h15 y20c ff3 fsa fc0 sc0 ls0 ws0">19 033 </div></div><div class="c x8b y541 we h1c"><div class="t m0 x27 h15 y20c ff3 fsa fc0 sc0 ls0 ws0">19 111 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y542 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w1d h28" ><div class="pc pc28 w1d h28"><img class="bi x4 y543 w58 h59" alt="" 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"/><div class="c x8e y544 w46 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0"><span class="fc6 sc0">P</span>age | 40 </div></div><div class="c x0 y1 w1f h28"><div class="t m0 xc h3 y545 ff2 fs0 fc1 sc0 ls0 ws0"><span class="fc6 sc0"> </span><span class="_ _1"> </span><span class="fc6 sc0"> </span><span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x8f ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8f ha y4fa ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x90 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x91 ha y13b ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span>. </div><div class="t m0 x92 ha y4fb ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousands o<span class="_ _0"></span>f zlotys unless otherwise stated) </div><div class="t m0 xc h7 y4fc ff3 fs2 fc3 sc0 ls0 ws0">Note 2.2 Changes in int<span class="_ _0"></span>angible assets by type groups </div><div class="t m0 xc h20 y4fd ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>24 <span class="_ _0"></span>to 31.12.2024<span class="ff1"> </span></div></div><div class="c x12 y546 w59 h19"><div class="t m0 x44 h15 ybc ff3 fsa fc0 sc0 ls10 ws0">Lp</div><div class="t m0 x6c h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">.</span><span class="ff1"><span class="fc6 sc0"> </span></span></div></div><div class="c xa2 y546 w5a h19"><div class="t m0 x60 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Specification<span class="ff1"> </span></div></div><div class="c xa3 y546 w5b h19"><div class="t m0 x5d h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Development costs in </div><div class="t m0 x2f h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">progress</span><span class="ff1"><span class="fc6 sc0"> </span></span></div></div><div class="c xa4 y546 w5c h19"><div class="t m0 x43 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Costs of completed </div><div class="t m0 x2c h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">development</span><span class="fc6 sc0"> </span><span class="fc6 sc0">w</span><span class="fc6 sc0">ork</span><span class="ff1"><span class="fc6 sc0"> </span></span></div></div><div class="c xa5 y546 w5b h19"><div class="t m0 x6c h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Other intangible assets<span class="ff1"> </span></div></div><div class="c xa6 y546 w5c h19"><div class="t m0 xa7 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Total<span class="ff1"> </span></div></div><div class="c x99 y547 w5d h5a"><div class="t m0 xa8 h15 y548 ff3 fsa fc0 sc0 ls0 ws0">1. </div></div><div class="c xa2 y549 w5e h1c"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Gross value at the beginning of the p<span class="_ _0"></span>eriod </div></div><div class="c xa3 y549 w5f h1c"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3 945 </div></div><div class="c xa4 y549 w60 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">38 129 </div></div><div class="c xa5 y549 w5f h1c"><div class="t m0 xaa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">332 </div></div><div class="c xa6 y549 w60 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">42 406 </div></div><div class="c xa2 y54a w5e h1c"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Increases, including: </div></div><div class="c xa3 y54a w5f h1c"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">6 038 </div></div><div class="c xa4 y54a w60 h1c"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">7 795 </div></div><div class="c xa5 y54a w5f h1c"><div class="t m0 xab h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa6 y54a w60 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">13 833 </div></div><div class="c xa2 y54b w5e h1c"><div class="t m0 x1c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- acquisition </div></div><div class="c xa3 y54b w5f h1c"><div class="t m0 xa9 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">6 038 </div></div><div class="c xa4 y54b w60 h1c"><div class="t m0 xab h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0  </div></div><div class="c xa5 y54b w5f h1c"><div class="t m0 xab h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa6 y54b w60 h1c"><div class="t m0 xa9 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">6 038 </div></div><div class="c xa2 y54c w5e h1d"><div class="t m0 x1c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- internal transfers </div></div><div class="c xa3 y54c w5f h1d"><div class="t m0 xab h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa4 y54c w60 h1d"><div class="t m0 xa9 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">7 795 </div></div><div class="c xa5 y54c w5f h1d"><div class="t m0 xab h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa6 y54c w60 h1d"><div class="t m0 xa9 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">7 795 </div></div><div class="c xa2 y54d w5e h1c"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Decreases, including: </div></div><div class="c xa3 y54d w5f h1c"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">7 795 </div></div><div class="c xa4 y54d w60 h1c"><div class="t m0 xab h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa5 y54d w5f h1c"><div class="t m0 xab h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa6 y54d w60 h1c"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">7 795 </div></div><div class="c xa2 y54e w5e h1c"><div class="t m0 x1c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- internal transfers </div></div><div class="c xa3 y54e w5f h1c"><div class="t m0 xa9 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">7 795 </div></div><div class="c xa4 y54e w60 h1c"><div class="t m0 xab h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa5 y54e w5f h1c"><div class="t m0 xab h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa6 y54e w60 h1c"><div class="t m0 xa9 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">7 795 </div></div><div class="c xa2 y547 w5e h1c"><div class="t m0 x1c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- impairment allowance </div></div><div class="c xa3 y547 w5f h1c"><div class="t m0 xab h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa4 y547 w60 h1c"><div class="t m0 xab h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa5 y547 w5f h1c"><div class="t m0 xab h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa6 y547 w60 h1c"><div class="t m0 xac h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> 0 </div></div><div class="c x99 y54f w5d h1a"><div class="t m0 xa8 h15 y16e ff3 fsa fc0 sc0 ls0 ws0">2. </div></div><div class="c xa2 y54f w5e h1a"><div class="t m0 x1c h15 y16e ff3 fsa fc0 sc0 ls0 ws0">Gross value at the end of the period<span class="_ _0"></span> </div></div><div class="c xa3 y54f w5f h1a"><div class="t m0 xa9 h15 y16e ff3 fsa fc0 sc0 ls0 ws0">2 188 </div></div><div class="c xa4 y54f w60 h1a"><div class="t m0 x78 h15 y16e ff3 fsa fc0 sc0 ls0 ws0">45 924 </div></div><div class="c xa5 y54f w5f h1a"><div class="t m0 xaa h15 y16e ff3 fsa fc0 sc0 ls0 ws0">332 </div></div><div class="c xa6 y54f w60 h1a"><div class="t m0 x78 h15 y16e ff3 fsa fc0 sc0 ls0 ws0">48 444 </div></div><div class="c x99 y2b9 w5d h5a"><div class="t m0 xa8 h15 y548 ff3 fsa fc0 sc0 ls0 ws0">3. </div></div><div class="c xa2 y34f w5e h1c"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Impairment at the beginning of <span class="_ _0"></span>the period </div></div><div class="c xa3 y34f w5f h1c"><div class="t m0 xaa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">371 </div></div><div class="c xa4 y34f w60 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">13 457 </div></div><div class="c xa5 y34f w5f h1c"><div class="t m0 xab h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa6 y34f w60 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">13 828 </div></div><div class="c xa2 y550 w5e h1d"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Increases, including: </div></div><div class="c xa3 y550 w5f h1d"><div class="t m0 xaa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">414 </div></div><div class="c xa4 y550 w60 h1d"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3 507 </div></div><div class="c xa5 y550 w5f h1d"><div class="t m0 xab h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa6 y550 w60 h1d"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3 921 </div></div><div class="c xa2 y551 w5e h1c"><div class="t m0 x1c h15 ybf ff1 fsa fc0 sc0 ls0 ws0">- impairment allowance<span class="ff3"> </span></div></div><div class="c xa3 y551 w5f h1c"><div class="t m0 xaa h15 ybf ff1 fsa fc0 sc0 ls0 ws0">414<span class="ff3"> </span></div></div><div class="c xa4 y551 w60 h1c"><div class="t m0 xa9 h15 ybf ff1 fsa fc0 sc0 ls0 ws0">2 809<span class="ff3"> </span></div></div><div class="c xa5 y551 w5f h1c"><div class="t m0 xab h15 ybf ff1 fsa fc0 sc0 ls0 ws0">0<span class="ff3"> </span></div></div><div class="c xa6 y551 w60 h1c"><div class="t m0 xa9 h15 ybf ff1 fsa fc0 sc0 ls0 ws0">3 223<span class="ff3"> </span></div></div><div class="c xa2 y39f w5e h1c"><div class="t m0 x1c h1b ybf ff4 fsa fc0 sc0 ls0 ws0">- internal transfers<span class="ff5"> </span></div></div><div class="c xa3 y39f w5f h1c"><div class="t m0 xab h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c xa4 y39f w60 h1c"><div class="t m0 xaa h18 ybf ff1 fsa fc0 sc0 ls0 ws0">697<span class="ff5"> </span></div></div><div class="c xa5 y39f w5f h1c"><div class="t m0 xab h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c xa6 y39f w60 h1c"><div class="t m0 xaa h18 ybf ff1 fsa fc0 sc0 ls0 ws0">697<span class="ff5"> </span></div></div><div class="c xa2 y552 w5e h1c"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Decreases, including: </div></div><div class="c xa3 y552 w5f h1c"><div class="t m0 xaa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">697 </div></div><div class="c xa4 y552 w60 h1c"><div class="t m0 xab h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa5 y552 w5f h1c"><div class="t m0 xab h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa6 y552 w60 h1c"><div class="t m0 xaa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">697 </div></div><div class="c xa2 y553 w5e h1c"><div class="t m0 x1c h1b ybf ff4 fsa fc0 sc0 ls0 ws0">- impairment allowance<span class="ff5"> </span></div></div><div class="c xa3 y553 w5f h1c"><div class="t m0 xab h1b ybf ff4 fsa fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c xa4 y553 w60 h1c"><div class="t m0 xab h1b ybf ff4 fsa fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c xa5 y553 w5f h1c"><div class="t m0 xab h1b ybf ff4 fsa fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c xa6 y553 w60 h1c"><div class="t m0 xac h1b ybf ff4 fsa fc0 sc0 ls0 ws0"> 0<span class="ff5"> </span></div></div><div class="c xa2 y2b9 w5e h1c"><div class="t m0 x1c h1b ybf ff4 fsa fc0 sc0 ls0 ws0">- internal transfers<span class="ff5"> </span></div></div><div class="c xa3 y2b9 w5f h1c"><div class="t m0 xaa h1b ybf ff4 fsa fc0 sc0 ls0 ws0">697<span class="ff5"> </span></div></div><div class="c xa4 y2b9 w60 h1c"><div class="t m0 xab h1b ybf ff4 fsa fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c xa5 y2b9 w5f h1c"><div class="t m0 xab h1b ybf ff4 fsa fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c xa6 y2b9 w60 h1c"><div class="t m0 xaa h1b ybf ff4 fsa fc0 sc0 ls0 ws0">697<span class="ff5"> </span></div></div><div class="c x99 y554 w5d h1d"><div class="t m0 xa8 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">4.<span class="ff1"> </span></div></div><div class="c xa2 y554 w5e h1d"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Impairment at the end of the period<span class="_ _0"></span> </div></div><div class="c xa3 y554 w5f h1d"><div class="t m0 xad h15 ybf ff3 fsa fc0 sc0 ls0 ws0">88 </div></div><div class="c xa4 y554 w60 h1d"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">16 963 </div></div><div class="c xa5 y554 w5f h1d"><div class="t m0 xab h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa6 y554 w60 h1d"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">17 052 </div></div><div class="c x99 y555 w5d h5b"><div class="t m0 xa8 h15 y556 ff3 fsa fc0 sc0 ls0 ws0">5.<span class="ff1"> </span></div></div><div class="c xa2 yce w5e h19"><div class="t m0 x1c h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Accumulated amortization <span class="_ _0"></span>at the beginning of </div><div class="t m0 x1c h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">th</span><span class="fc6 sc0">e p</span><span class="fc6 sc0">eriod</span><span class="fc6 sc0"> </span></div></div><div class="c xa3 yce w5f h19"><div class="t m0 xab h15 ybb ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa4 yce w60 h19"><div class="t m0 xa9 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">9 134 </div></div><div class="c xa5 yce w5f h19"><div class="t m0 xaa h15 ybb ff3 fsa fc0 sc0 ls0 ws0">332 </div></div><div class="c xa6 yce w60 h19"><div class="t m0 xa9 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">9 466 </div></div><div class="c xa2 y557 w5e h1c"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Increases, including: </div></div><div class="c xa3 y557 w5f h1c"><div class="t m0 xab h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa4 y557 w60 h1c"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2 893 </div></div><div class="c xa5 y557 w5f h1c"><div class="t m0 xab h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa6 y557 w60 h1c"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2 893 </div></div><div class="c xa2 y558 w5e h1a"><div class="t m0 x1c h1b ybf ff4 fsa fc0 sc0 ls0 ws0"> amortization expense<span class="ff5"> </span></div></div><div class="c xa3 y558 w5f h1a"><div class="t m0 xab h34 yda ff4 fs0 fc0 sc0 ls0 ws0">0<span class="ff5 fsa"> </span></div></div><div class="c xa4 y558 w60 h1a"><div class="t m0 xae h34 yda ff4 fs0 fc0 sc0 ls0 ws0">2 893<span class="ff5 fsa"> </span></div></div><div class="c xa5 y558 w5f h1a"><div class="t m0 xab h34 yda ff4 fs0 fc0 sc0 ls0 ws0">0<span class="ff5 fsa"> </span></div></div><div class="c xa6 y558 w60 h1a"><div class="t m0 xae h34 yda ff4 fs0 fc0 sc0 ls0 ws0">2 893<span class="ff5 fsa"> </span></div></div><div class="c xa2 y555 w5e h1d"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Reductions </div></div><div class="c xa3 y555 w5f h1d"><div class="t m0 xac h15 ybf ff1 fsa fc0 sc0 ls0 ws0"> 0<span class="ff3"> </span></div></div><div class="c xa4 y555 w60 h1d"><div class="t m0 xab h15 ybf ff1 fsa fc0 sc0 ls0 ws0">0<span class="ff3"> </span></div></div><div class="c xa5 y555 w5f h1d"><div class="t m0 xab h15 ybf ff1 fsa fc0 sc0 ls0 ws0">0<span class="ff3"> </span></div></div><div class="c xa6 y555 w60 h1d"><div class="t m0 xab h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x99 y559 w5d h19"><div class="t m0 xa8 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">6. </div></div><div class="c xa2 y559 w5e h19"><div class="t m0 x1c h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Accumulated amortisation<span class="_ _0"></span> at the end of the </div><div class="t m0 x1c h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">period</span><span class="fc6 sc0"> </span></div></div><div class="c xa3 y559 w5f h19"><div class="t m0 xab h15 ybb ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa4 y559 w60 h19"><div class="t m0 x78 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">12 027 </div></div><div class="c xa5 y559 w5f h19"><div class="t m0 xaa h15 ybb ff3 fsa fc0 sc0 ls0 ws0">332 </div></div><div class="c xa6 y559 w60 h19"><div class="t m0 x78 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">12 359 </div></div><div class="c x99 y55a w5d h1c"><div class="t m0 xa8 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">7. </div></div><div class="c xa2 y55a w5e h1c"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Net <span class="ls4">book </span>value at the beginning of <span class="_ _0"></span>the period </div></div><div class="c xa3 y55a w5f h1c"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3 573 </div></div><div class="c xa4 y55a w60 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">15 538 </div></div><div class="c xa5 y55a w5f h1c"><div class="t m0 xab h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa6 y55a w60 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">19 111 </div></div><div class="c x99 y37f w5d h1c"><div class="t m0 xa8 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">8. </div></div><div class="c xa2 y37f w5e h1c"><div class="t m0 x1c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Net book value at th<span class="_ _0"></span>e end of the period </div></div><div class="c xa3 y37f w5f h1c"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2 099 </div></div><div class="c xa4 y37f w60 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">16 934 </div></div><div class="c xa5 y37f w5f h1c"><div class="t m0 xab h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa6 y37f w60 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">19 033 </div></div><div class="c x0 y1 w1f h28"><div class="t m0 xc h2 y55b ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf29" class="pf w1d h28" ><div class="pc pc29 w1d h28"><img class="bi xc y55c w61 h5c" alt="" 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class="c x8e y544 w46 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0"><span class="fc6 sc0">P</span>age | 41 </div></div><div class="c x0 y1 w1f h28"><div class="t m0 xc h3 y545 ff2 fs0 fc1 sc0 ls0 ws0"><span class="fc6 sc0"> </span><span class="_ _1"> </span><span class="fc6 sc0"> </span><span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x8f ha y1b4 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8f ha y4fa ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x90 ha y1b6 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x91 ha y13b ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span>. </div><div class="t m0 x92 ha y4fb ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousands o<span class="_ _0"></span>f zlotys unless otherwise stated) </div><div class="t m0 xc h20 y514 ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>23 <span class="_ _0"></span>to 31.12.2023<span class="ff1"> </span></div></div><div class="c x12 y515 w62 h58"><div class="t m0 x34 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Lp. </div></div><div class="c x5b y515 w63 h58"><div class="t m0 xc h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Specification </div></div><div class="c xaf y515 w64 h58"><div class="t m0 x5d h15 y149 ff3 fsa fc0 sc0 ls0 ws0">Development costs in </div><div class="t m0 x2f h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">progress</span><span class="fc6 sc0"> </span></div></div><div class="c xa4 y515 w65 h58"><div class="t m0 x43 h15 y149 ff3 fsa fc0 sc0 ls0 ws0">Costs of completed </div><div class="t m0 x2c h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">development</span><span class="fc6 sc0"> </span><span class="fc6 sc0">w</span><span class="fc6 sc0">ork</span><span class="fc6 sc0"> </span></div></div><div class="c xa5 y515 w64 h58"><div class="t m0 x6c h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Other intangible assets </div></div><div class="c xb0 y515 w66 h58"><div class="t m0 xa7 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x12 y4b7 w62 h1d"><div class="t m0 x31 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">1. </div></div><div class="c x5b y4b7 w63 h1d"><div class="t m0 x5f h15 y503 ff3 fsa fc0 sc0 ls0 ws0">Gross value at the beginning of <span class="_ _0"></span>the period </div></div><div class="c xaf y4b7 w64 h1d"><div class="t m0 xb1 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">3 050 </div></div><div class="c xa4 y4b7 w65 h1d"><div class="t m0 x7e h15 y503 ff3 fsa fc0 sc0 ls0 ws0">26 680 </div></div><div class="c xa5 y4b7 w64 h1d"><div class="t m0 xb2 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">332 </div></div><div class="c xb0 y4b7 w66 h1d"><div class="t m0 x7e h15 y503 ff3 fsa fc0 sc0 ls0 ws0">30 062 </div></div><div class="c x12 y516 w62 h1c"><div class="t m0 x5f h15 yc3 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y516 w63 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Increases, including: </div></div><div class="c xaf y516 w64 h1c"><div class="t m0 x7e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">12 344 </div></div><div class="c xa4 y516 w65 h1c"><div class="t m0 x7e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">11 450 </div></div><div class="c xa5 y516 w64 h1c"><div class="t m0 x7f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y516 w66 h1c"><div class="t m0 x7e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">23 794 </div></div><div class="c x12 y517 w62 h1d"><div class="t m0 x5f h15 y502 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y517 w63 h1d"><div class="t m0 x5f h25 y503 ff4 fsa fc0 sc0 ls0 ws0">- acquisition </div></div><div class="c xaf y517 w64 h1d"><div class="t m0 x7e h25 y503 ff4 fsa fc0 sc0 ls0 ws0">12 344 </div></div><div class="c xa4 y517 w65 h1d"><div class="t m0 x7f h25 y503 ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa5 y517 w64 h1d"><div class="t m0 x7f h25 y503 ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y517 w66 h1d"><div class="t m0 x7e h25 y503 ff4 fsa fc0 sc0 ls0 ws0">12 344 </div></div><div class="c x12 y518 w62 h1c"><div class="t m0 x5f h15 yc3 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y518 w63 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- internal transfers </div></div><div class="c xaf y518 w64 h1c"><div class="t m0 x7f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa4 y518 w65 h1c"><div class="t m0 x7e h25 ybf ff4 fsa fc0 sc0 ls0 ws0">11 450 </div></div><div class="c xa5 y518 w64 h1c"><div class="t m0 x7f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y518 w66 h1c"><div class="t m0 x7e h25 ybf ff4 fsa fc0 sc0 ls0 ws0">11 450 </div></div><div class="c x12 y519 w62 h1d"><div class="t m0 x6e h15 y502 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y519 w63 h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Decreases, including: </div></div><div class="c xaf y519 w64 h1d"><div class="t m0 x7e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">11 450 </div></div><div class="c xa4 y519 w65 h1d"><div class="t m0 x7f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa5 y519 w64 h1d"><div class="t m0 x7f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y519 w66 h1d"><div class="t m0 x7e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">11 450 </div></div><div class="c x12 y51a w62 h1c"><div class="t m0 x6e h15 yc3 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y51a w63 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- internal transfers </div></div><div class="c xaf y51a w64 h1c"><div class="t m0 x7e h25 ybf ff4 fsa fc0 sc0 ls0 ws0">11 450 </div></div><div class="c xa4 y51a w65 h1c"><div class="t m0 x7f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa5 y51a w64 h1c"><div class="t m0 x7f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y51a w66 h1c"><div class="t m0 x7e h25 ybf ff4 fsa fc0 sc0 ls0 ws0">11 450 </div></div><div class="c x12 y51b w62 h1d"><div class="t m0 x31 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2. </div></div><div class="c x5b y51b w63 h1d"><div class="t m0 x5f h15 ybf ff4 fsa fc0 sc0 ls0 ws0">- impairment allowance<span class="ff3"> </span></div></div><div class="c xaf y51b w64 h1d"><div class="t m0 xb1 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3 945 </div></div><div class="c xa4 y51b w65 h1d"><div class="t m0 x7e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">38 130 </div></div><div class="c xa5 y51b w64 h1d"><div class="t m0 xb2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">332 </div></div><div class="c xb0 y51b w66 h1d"><div class="t m0 x7e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">42 406 </div></div><div class="c x12 y51c w62 h1c"><div class="t m0 x31 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3. </div></div><div class="c x5b y51c w63 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Gross value at the end of the period<span class="_ _0"></span> </div></div><div class="c xaf y51c w64 h1c"><div class="t m0 xb2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">603 </div></div><div class="c xa4 y51c w65 h1c"><div class="t m0 xb1 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">4 212 </div></div><div class="c xa5 y51c w64 h1c"><div class="t m0 x7f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y51c w66 h1c"><div class="t m0 xb1 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">4 815 </div></div><div class="c x12 y51e w62 h1d"><div class="t m0 x49 h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y51e w63 h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Impairment at the beginning of <span class="_ _0"></span>the period </div></div><div class="c xaf y51e w64 h1d"><div class="t m0 xb2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">371 </div></div><div class="c xa4 y51e w65 h1d"><div class="t m0 xb1 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">9 244 </div></div><div class="c xa5 y51e w64 h1d"><div class="t m0 x7f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y51e w66 h1d"><div class="t m0 xb1 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">9 615 </div></div><div class="c x12 y520 w62 h1a"><div class="t m0 x49 h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y520 w63 h1a"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Increases, including:<span class="ff5"> </span></div></div><div class="c xaf y520 w64 h1a"><div class="t m0 xb2 h1b ybf ff4 fsa fc0 sc0 ls0 ws0">371<span class="ff5"> </span></div></div><div class="c xa4 y520 w65 h1a"><div class="t m0 xb1 h1b ybf ff4 fsa fc0 sc0 ls0 ws0">8 641<span class="ff5"> </span></div></div><div class="c xa5 y520 w64 h1a"><div class="t m0 x7f h1b ybf ff4 fsa fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c xb0 y520 w66 h1a"><div class="t m0 xb1 h1b ybf ff4 fsa fc0 sc0 ls0 ws0">9 012<span class="ff5"> </span></div></div><div class="c x12 y522 w62 h1d"><div class="t m0 x49 h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y522 w63 h1d"><div class="t m0 x5f h15 ybf ff1 fsa fc0 sc0 ls0 ws0">- impairment allowance<span class="ff3"> </span></div></div><div class="c xaf y522 w64 h1d"><div class="t m0 x7f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa4 y522 w65 h1d"><div class="t m0 xb2 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">603 </div></div><div class="c xa5 y522 w64 h1d"><div class="t m0 x7f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y522 w66 h1d"><div class="t m0 xb2 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">603 </div></div><div class="c x12 y524 w62 h1c"><div class="t m0 x49 h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y524 w63 h1c"><div class="t m0 x5f h15 ybf ff4 fsa fc0 sc0 ls0 ws0">- internal transfers<span class="ff3"> </span></div></div><div class="c xaf y524 w64 h1c"><div class="t m0 xb2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">603 </div></div><div class="c xa4 y524 w65 h1c"><div class="t m0 x7f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa5 y524 w64 h1c"><div class="t m0 x7f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y524 w66 h1c"><div class="t m0 xb2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">603 </div></div><div class="c x12 y145 w62 h1d"><div class="t m0 x49 h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y145 w63 h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Decreases, including:<span class="ff5"> </span></div></div><div class="c xaf y145 w64 h1d"><div class="t m0 x7f h1b ybf ff4 fsa fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c xa4 y145 w65 h1d"><div class="t m0 x7f h1b ybf ff4 fsa fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c xa5 y145 w64 h1d"><div class="t m0 x7f h1b ybf ff4 fsa fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c xb0 y145 w66 h1d"><div class="t m0 x7f h1b ybf ff4 fsa fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c x12 y81 w62 h1c"><div class="t m0 x49 h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y81 w63 h1c"><div class="t m0 x5f h1b ybf ff4 fsa fc0 sc0 ls0 ws0">- impairment allowance<span class="ff5"> </span></div></div><div class="c xaf y81 w64 h1c"><div class="t m0 xb2 h1b ybf ff4 fsa fc0 sc0 ls0 ws0">603<span class="ff5"> </span></div></div><div class="c xa4 y81 w65 h1c"><div class="t m0 x7f h1b ybf ff4 fsa fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c xa5 y81 w64 h1c"><div class="t m0 x7f h1b ybf ff4 fsa fc0 sc0 ls0 ws0">0<span class="ff5"> </span></div></div><div class="c xb0 y81 w66 h1c"><div class="t m0 xb2 h1b ybf ff4 fsa fc0 sc0 ls0 ws0">603<span class="ff5"> </span></div></div><div class="c x12 y525 w62 h1d"><div class="t m0 x31 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">4. </div></div><div class="c x5b y525 w63 h1d"><div class="t m0 x5f h15 ybf ff4 fsa fc0 sc0 ls0 ws0">- internal transfers<span class="ff3"> </span></div></div><div class="c xaf y525 w64 h1d"><div class="t m0 xb2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">371 </div></div><div class="c xa4 y525 w65 h1d"><div class="t m0 x7e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">13 456 </div></div><div class="c xa5 y525 w64 h1d"><div class="t m0 x7f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y525 w66 h1d"><div class="t m0 x7e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">13 827 </div></div><div class="c x12 y526 w62 h1c"><div class="t m0 x31 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">5. </div></div><div class="c x5b y526 w63 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Impairment at the end of the period<span class="_ _0"></span> </div></div><div class="c xaf y526 w64 h1c"><div class="t m0 x7f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa4 y526 w65 h1c"><div class="t m0 xb1 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">5 384 </div></div><div class="c xa5 y526 w64 h1c"><div class="t m0 xb2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">332 </div></div><div class="c xb0 y526 w66 h1c"><div class="t m0 xb1 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">5 716 </div></div><div class="c x12 y55d w62 h19"><div class="t m0 x5f h15 yba ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y55d w63 h19"><div class="t m0 x5f h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Accumulated amortization <span class="_ _0"></span>at the beginning of </div><div class="t m0 x5f h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">th</span><span class="fc6 sc0">e </span><span class="fc6 sc0">period</span><span class="fc6 sc0"> </span></div></div><div class="c xaf y55d w64 h19"><div class="t m0 x7f h15 ybb ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa4 y55d w65 h19"><div class="t m0 xb1 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">3 750 </div></div><div class="c xa5 y55d w64 h19"><div class="t m0 x7f h15 ybb ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y55d w66 h19"><div class="t m0 xb1 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">3 750 </div></div><div class="c x12 y55e w62 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y55e w63 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Increases, including:<span class="ff5"> </span></div></div><div class="c xaf y55e w64 h1c"><div class="t m0 x7f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa4 y55e w65 h1c"><div class="t m0 xb1 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">3 750 </div></div><div class="c xa5 y55e w64 h1c"><div class="t m0 x7f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y55e w66 h1c"><div class="t m0 xb1 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">3 750 </div></div><div class="c x12 y3c9 w62 h1c"><div class="t m0 x5f h15 yc3 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y3c9 w63 h1c"><div class="t m0 x5f h15 ybf ff4 fsa fc0 sc0 ls0 ws0"> amortization expense<span class="ff3"> </span></div></div><div class="c xaf y3c9 w64 h1c"><div class="t m0 x7f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa4 y3c9 w65 h1c"><div class="t m0 x7f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa5 y3c9 w64 h1c"><div class="t m0 x7f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y3c9 w66 h1c"><div class="t m0 x7f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x12 y55f w62 h1a"><div class="t m0 x5f h15 yc0 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y55f w63 h1a"><div class="t m0 x5f h15 y16e ff3 fsa fc0 sc0 ls0 ws0">Reductions<span class="ff4"> </span></div></div><div class="c xaf y55f w64 h1a"><div class="t m0 x7f h25 y16e ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa4 y55f w65 h1a"><div class="t m0 x7f h25 y16e ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa5 y55f w64 h1a"><div class="t m0 x7f h25 y16e ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y55f w66 h1a"><div class="t m0 x7f h25 y16e ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x12 y560 w62 h19"><div class="t m0 x31 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">6. </div></div><div class="c x5b y560 w63 h19"><div class="t m0 x5f h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Accumulated amortisation<span class="_ _0"></span> at the end of the </div><div class="t m0 x5f h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">period</span><span class="fc6 sc0"> </span></div></div><div class="c xaf y560 w64 h19"><div class="t m0 x7f h15 ybb ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xa4 y560 w65 h19"><div class="t m0 xb1 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">9 134 </div></div><div class="c xa5 y560 w64 h19"><div class="t m0 xb2 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">332 </div></div><div class="c xb0 y560 w66 h19"><div class="t m0 xb1 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">9 466 </div></div><div class="c x12 y561 w62 h1c"><div class="t m0 x31 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">7. </div></div><div class="c x5b y561 w63 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Net <span class="ls4">book </span>value at the beginning of <span class="_ _0"></span>the period </div></div><div class="c xaf y561 w64 h1c"><div class="t m0 xb1 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2 447 </div></div><div class="c xa4 y561 w65 h1c"><div class="t m0 x7e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">17 083 </div></div><div class="c xa5 y561 w64 h1c"><div class="t m0 x7f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y561 w66 h1c"><div class="t m0 x7e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">19 530 </div></div><div class="c x12 y562 w62 h1c"><div class="t m0 x31 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">8. </div></div><div class="c x5b y562 w63 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Net book value at th<span class="_ _0"></span>e end of the period </div></div><div class="c xaf y562 w64 h1c"><div class="t m0 xb1 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3 573 </div></div><div class="c xa4 y562 w65 h1c"><div class="t m0 x7e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">15 538 </div></div><div class="c xa5 y562 w64 h1c"><div class="t m0 x7f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb0 y562 w66 h1c"><div class="t m0 x7e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">19 111 </div></div><div class="c x0 y1 w1f h28"><div class="t m0 xc h2 y563 ff1 fs0 fc0 sc0 ls0 ws0">As of December 31<span class="ls2">, </span>2024 and <span class="_ _5"></span>December 31, 2023. The Group has no intangible assets used u<span class="_ _5"></span>nd<span class="_ _0"></span>er leases. </div><div class="t m0 xc h2 y564 ff1 fs0 fc0 sc0 ls0 ws0">As of December 31<span class="ls2">, </span>2024 and <span class="_ _5"></span>December 31, 2023. The Group has no intangible assets wit<span class="_ _5"></span>h <span class="_ _0"></span>restricted use rights. </div><div class="t m0 xc h2 y565 ff1 fs0 fc0 sc0 ls0 ws0">As of December 31<span class="ls2">, </span>2024 and <span class="_ _5"></span>December 31, 2023. The Group has no loans and borrowings that a<span class="_ _5"></span>re secured by intangible assets. </div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x67 y566 w31 h5d" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk Capit<span class="_ _0"></span>al Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2022</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 42 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note 2.<span class="ls1">3 </span>Development costs in progress<span class="_ _0"></span> </div></div><div class="c xc y567 w67 h1c"><div class="t m0 xa0 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Intangible assets </div></div><div class="c x8a y567 w68 h1c"><div class="t m0 x1a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y567 w69 h1c"><div class="t m0 x1a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xc y568 w67 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Development costs in progress<span class="_ _0"></span> </div></div><div class="c x8a y568 w68 h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2 188 </div></div><div class="c x8b y568 w69 h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">3 945 </div></div><div class="c xc y569 w67 h1a"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Impairment of development w<span class="_ _0"></span>ork in progress from previous years<span class="_ _0"></span> </div></div><div class="c x8a y569 w68 h1a"><div class="t m0 xa1 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-371 </div></div><div class="c x8b y569 w69 h1a"><div class="t m0 xa1 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-603 </div></div><div class="c xc y170 w67 h19"><div class="t m0 x5f h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Impairment losses on development work in progr<span class="_ _0"></span>ess accrued in the </div><div class="t m0 x5f h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">period</span><span class="fc6 sc0"> </span></div></div><div class="c x8a y170 w68 h19"><div class="t m0 xa1 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-414 </div></div><div class="c x8b y170 w69 h19"><div class="t m0 xa1 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-371 </div></div><div class="c xc y171 w67 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Reclassification of allowance for development work <span class="_ _0"></span>in progress  </div></div><div class="c x8a y171 w68 h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">697 </div></div><div class="c x8b y171 w69 h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">603 </div></div><div class="c xc y172 w67 h1c"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x8a y172 w68 h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2 099 </div></div><div class="c x8b y172 w69 h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3 574 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y56a ff1 fs0 fc0 sc0 ls0 ws0">Costs <span class="_ _10"></span>are <span class="_ _0"></span>capitalized <span class="_ _10"></span>to <span class="_ _10"></span>the <span class="_ _0"></span>extent <span class="_ _10"></span>directly <span class="_ _0"></span>related <span class="_ _10"></span>to <span class="_ _10"></span>bringing <span class="_ _0"></span>the <span class="_ _10"></span>asset <span class="_ _10"></span>to <span class="_ _0"></span>full <span class="_ _10"></span>use <span class="_ _10"></span>and <span class="_ _0"></span>include, <span class="_ _10"></span>in <span class="_ _10"></span>particular, <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y56b ff1 fs0 fc0 sc0 ls0 ws0">costs of salaries of em<span class="_ _5"></span>ployees and subcontractors involved in t<span class="_ _5"></span>he work during the various stages o<span class="_ _5"></span>f the project, as </div><div class="t m0 x4 h2 y56c ff1 fs0 fc0 sc0 ls0 ws0">well <span class="_ _10"></span>as <span class="_ _10"></span>all <span class="_ _10"></span>reasonable <span class="_ _10"></span>non-personnel <span class="_ _10"></span>costs <span class="_ _10"></span>related <span class="_ _10"></span>thereto <span class="_ _10"></span>that <span class="_ _10"></span>are <span class="_ _10"></span>directly <span class="_ _10"></span>attributable <span class="_ _10"></span>to <span class="_ _10"></span>bringing <span class="_ _10"></span>the <span class="_ _10"></span>asset <span class="_ _10"></span>into </div><div class="t m0 x4 h2 y56d ff1 fs0 fc0 sc0 ls0 ws0">use.  </div><div class="t m0 x4 h2 y56e ff1 fs0 fc0 sc0 ls0 ws0">In 2024, <span class="_ _0"></span>costs of development <span class="_ _0"></span>work in <span class="_ _0"></span>progress were subject <span class="_ _0"></span>to an <span class="_ _0"></span>impairment charge in <span class="_ _0"></span>the amount of <span class="_ _0"></span>PLN 414 </div><div class="t m0 x4 h2 y56f ff1 fs0 fc0 sc0 ls0 ws0">thousand. <span class="_ _14"> </span>Details <span class="_ _17"> </span>of <span class="_ _17"> </span>the <span class="_ _14"> </span>write-down <span class="_ _17"> </span>are <span class="_ _17"> </span>presented <span class="_ _14"> </span>in <span class="_ _17"> </span>Note <span class="_ _17"> </span>30 <span class="_ _14"> </span>- <span class="_ _17"> </span>&quot;Asset <span class="_ _17"> </span>impairment <span class="_ _14"> </span>tests&quot; <span class="_ _17"> </span>to <span class="_ _17"> </span>these <span class="_ _14"> </span>financial </div><div class="t m0 x4 h2 y570 ff1 fs0 fc0 sc0 ls0 ws0">statements. </div><div class="t m0 x4 h2 y391 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>value <span class="_ _10"></span>of <span class="_ _10"></span>development <span class="_ _10"></span>costs <span class="_ _10"></span>under <span class="_ _10"></span>development <span class="_ _10"></span>corresponds <span class="_ _10"></span>to <span class="_ _10"></span>their <span class="_ _10"></span>recoverable <span class="_ _10"></span>value, <span class="_ _10"></span>wh<span class="_ _0"></span>ich <span class="_ _10"></span>amounted <span class="_ _10"></span>to </div><div class="t m0 x4 h2 y571 ff1 fs0 fc0 sc0 ls0 ws0">PLN 2,099 thousand as of Decembe<span class="_ _5"></span>r 31, 2024. </div><div class="t m0 x4 h37 y572 ff3 fs8 fca sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y573 ff3 fs2 fc3 sc0 ls0 ws0">Note 2.4 Costs of completed <span class="_ _0"></span>development work </div></div><div class="c xc y574 w67 h1c"><div class="t m0 xa0 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Intangible assets </div></div><div class="c x8a y574 w68 h1c"><div class="t m0 x1a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y574 w69 h1c"><div class="t m0 x1a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xc y575 w67 h1a"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Costs of completed development work<span class="_ _0"></span> </div></div><div class="c x8a y575 w68 h1a"><div class="t m0 xb3 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">45 924 </div></div><div class="c x8b y575 w69 h1a"><div class="t m0 x27 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">38 129 <span class="fc6 sc0"> </span></div></div><div class="c xc y576 w67 h5e"><div class="t m0 x5f h18 y577 ff1 fsa fc0 sc0 ls0 ws0">Impairment of completed development <span class="_ _0"></span>work from previous years<span class="_ _0"></span> </div></div><div class="c x8a y576 w68 h5e"><div class="t m0 x2d h18 y577 ff1 fsa fc0 sc0 ls0 ws0">-13 457 </div></div><div class="c x8b y576 w69 h5e"><div class="t m0 x64 h18 y577 ff1 fsa fc0 sc0 ls0 ws0">-4 212 </div></div><div class="c xc y578 w67 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Impairment for completed development work <span class="_ _0"></span>in the current year </div></div><div class="c x8a y578 w68 h1c"><div class="t m0 x64 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-2 809 </div></div><div class="c x8b y578 w69 h1c"><div class="t m0 x64 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-8 641 </div></div><div class="c xc y7c w67 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Accumulated amortisation  </div></div><div class="c x8a y7c w68 h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-12 027 </div></div><div class="c x8b y7c w69 h1c"><div class="t m0 x64 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-9 134 </div></div><div class="c xc y579 w67 h31"><div class="t m0 x5f h18 y149 ff1 fsa fc0 sc0 ls0 ws0">Reclassification of impairment allowance f<span class="_ _0"></span>or completed development </div><div class="t m0 x5f h15 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">work </span><span class="ff3"><span class="fc6 sc0"> </span></span></div></div><div class="c x8a y579 w68 h31"><div class="t m0 xa1 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-697 </div></div><div class="c x8b y579 w69 h31"><div class="t m0 xa1 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-603 </div></div><div class="c xc y287 w67 h1c"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x8a y287 w68 h1c"><div class="t m0 xb3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">16 934 </div></div><div class="c x8b y287 w69 h1c"><div class="t m0 x27 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">15 538 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y57a ff1 fs0 fc0 sc0 ls0 ws0">Costs of <span class="_ _5"></span>completed <span class="_ _5"></span>development work <span class="_ _5"></span>is a <span class="_ _5"></span>balance s<span class="_ _5"></span>heet item <span class="_ _5"></span>created as <span class="_ _5"></span>a result <span class="_ _5"></span>of taking<span class="_ _5"></span> into <span class="_ _8"></span>use as<span class="_ _5"></span> an <span class="_ _5"></span>intangible </div><div class="t m0 x4 h2 y57b ff1 fs0 fc0 sc0 ls0 ws0">asset, <span class="_ _10"></span>the <span class="_ _15"></span>te<span class="_ _5"></span>chnology <span class="_ _15"></span>(Data<span class="_ _5"></span>Walk <span class="_ _15"></span>platf<span class="_ _8"></span>orm) <span class="_ _10"></span>created <span class="_ _10"></span>in <span class="_ _15"></span>th<span class="_ _5"></span>e <span class="_ _15"></span>course <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>Company&apos;s <span class="_ _10"></span>ongoing <span class="_ _10"></span>dev<span class="_ _0"></span>elopment <span class="_ _10"></span>work, </div><div class="t m0 x4 h2 y57c ff1 fs0 fc0 sc0 ls0 ws0">which is described in Note 2.<span class="_ _5"></span>3 <span class="_ _0"></span>&quot;Development costs in progress a<span class="_ _5"></span>bove.&quot;  </div><div class="t m0 x4 h2 y32c ff1 fs0 fc0 sc0 ls0 ws0">From <span class="_ _5"></span>the <span class="_ _5"></span>start <span class="_ _6"></span>of <span class="_ _8"></span>development <span class="_ _6"></span>until <span class="_ _5"></span>completion <span class="_ _5"></span>and <span class="_ _5"></span>acceptance <span class="_ _6"></span>for <span class="_ _5"></span>use <span class="_ _5"></span>as <span class="_ _5"></span>an <span class="_ _5"></span>intangible <span class="_ _5"></span>asset, <span class="_ _5"></span>selected <span class="_ _5"></span>development </div><div class="t m0 x4 h2 y57d ff1 fs0 fc0 sc0 ls0 ws0">costs of the DataWalk platform are capitalized in the balance sheet as assets in the form of &quot;developme<span class="_ _8"></span>nt costs in </div><div class="t m0 x4 h2 y57e ff1 fs0 fc0 sc0 ls0 ws0">progress.&quot; </div><div class="t m0 x4 h2 y57f ff1 fs0 fc0 sc0 ls0 ws0">Costs of completed developm<span class="_ _5"></span>ent work are amortized in accordance with the accounting <span class="_ _5"></span>po<span class="_ _0"></span>licy adopted. </div><div class="t m0 x4 h2 y580 ff1 fs0 fc0 sc0 ls0 ws0">In 2024, <span class="_ _5"></span>the costs of <span class="_ _5"></span>completed developme<span class="_ _8"></span>nt work <span class="_ _5"></span>were written <span class="_ _5"></span>off in the <span class="_ _5"></span>amount of P<span class="_ _5"></span>LN 2,809 thousand. <span class="_ _5"></span>Details </div><div class="t m0 x4 h2 y581 ff1 fs0 fc0 sc0 ls0 ws0">of the write-down are presented in<span class="_ _5"></span> Note 30 - &quot;Asset impairment tests&quot; to these financial sta<span class="_ _5"></span>tements. </div><div class="t m0 x4 h2 y582 ff1 fs0 fc0 sc0 ls0 ws0">The val<span class="_ _5"></span>ue of the<span class="_ _5"></span> costs of <span class="_ _5"></span>completed develo<span class="_ _5"></span>pment work co<span class="_ _5"></span>rresponds to thei<span class="_ _5"></span>r recoverable <span class="_ _5"></span>value, which <span class="_ _5"></span>amounted to </div><div class="t m0 x4 h37 y583 ff1 fs0 fc0 sc0 ls0 ws0">PLN 16,934 thousand as of D<span class="_ _5"></span>ecember 31 2024.<span class="ff3 fs8 fca"> </span></div><div class="t m0 x4 h7 y584 ff3 fs2 fc3 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x67 y585 w31 h5f" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 43 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">3 </span>Right-<span class="ls1">of</span>-use assets </div><div class="t m0 x4 h20 y4a7 ff3 fs0 fc5 sc0 ls0 ws0">Information on estimates </div><div class="t m0 x4 h2 y4d9 ff1 fs0 fc0 sc0 ls0 ws0">At each balance sheet date, t<span class="_ _5"></span>he Company assesses whether there are objective indicat<span class="_ _5"></span>ion<span class="_ _0"></span>s that a right-<span class="ls3">of</span>-use asset </div><div class="t m0 x4 h2 y4da ff1 fs0 fc0 sc0 ls0 ws0">may <span class="_ _0"></span>be <span class="_ _10"></span>impaired. <span class="_ _0"></span>The <span class="_ _0"></span>Company <span class="_ _0"></span>performs <span class="_ _10"></span>the <span class="_ _0"></span>aforementioned <span class="_ _0"></span>tests <span class="_ _0"></span>using <span class="_ _10"></span>the <span class="_ _0"></span>discounted <span class="_ _0"></span>cash <span class="_ _10"></span>flow <span class="_ _0"></span>method. <span class="_ _10"></span>The </div><div class="t m0 x4 h2 y4db ff1 fs0 fc0 sc0 ls0 ws0">Company conducted the most recent im<span class="_ _5"></span>pairment tests during the preparation of the financial statements for 2024, </div><div class="t m0 x4 h2 y4dc ff1 fs0 fc0 sc0 ls0 ws0">ending December 31, 20<span class="_ _5"></span>24.<span class="_ _0"></span> </div><div class="t m0 x4 h2 y4dd ff1 fs0 fc0 sc0 ls0 ws0">In 2024, <span class="_ _0"></span>these <span class="_ _0"></span>assets <span class="_ _0"></span>were subject <span class="_ _0"></span>to <span class="_ _0"></span>a write-<span class="_ _0"></span>down in <span class="_ _0"></span>the <span class="_ _0"></span>amount of <span class="_ _0"></span>PLN 32 <span class="_ _0"></span>thousand. <span class="_ _0"></span>Details of <span class="_ _0"></span>the <span class="_ _0"></span>write-down </div><div class="t m0 x4 h2 y4de ff1 fs0 fc0 sc0 ls0 ws0">are presented in Note 30 - &quot;Asset i<span class="_ _5"></span>mp<span class="_ _0"></span>airment tests&quot; to these fina<span class="_ _5"></span>ncial statements. </div><div class="t m0 x4 h2 y586 ff1 fs0 fc0 sc0 ls0 ws0">The value <span class="_ _5"></span>of the right-<span class="ls3">of</span>-use assets <span class="_ _5"></span>corresponds to their <span class="_ _5"></span>recoverable value, which <span class="_ _5"></span>amounted to PLN 796 <span class="_ _5"></span>thousand </div><div class="t m0 x4 h2 y587 ff1 fs0 fc0 sc0 ls0 ws0">as of December 31, 2024 </div><div class="t m0 x88 h2 y588 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h37 y589 ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>24 <span class="_ _0"></span>to 31.12.2024<span class="fs8"> </span></div></div><div class="c xc y58a w6a h14"><div class="t m0 x76 h15 y58b ff3 fsa fc0 sc0 ls0 ws0">Right-of-use assets </div></div><div class="c xb4 y58a w6b h14"><div class="t m0 x2 h15 ya0 ff3 fsa fc0 sc0 ls0 ws0">Buildings and </div><div class="t m0 x22 h2 y58c ff3 fsa fc0 sc0 ls0 ws0">structures<span class="ff1 fs0"> </span></div></div><div class="c xb5 y58a w6c h14"><div class="t m0 x5d h15 ya0 ff3 fsa fc0 sc0 ls0 ws0">Means of </div><div class="t m0 x49 h2 y58c ff3 fsa fc0 sc0 ls0 ws0">transport<span class="ff1 fs0"> </span></div></div><div class="c xb6 y58a w6d h14"><div class="t m0 x4f h15 y58b ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xc y58d w6a h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Net value as of 01.01.2024 </div></div><div class="c xb4 y58d w6b h1c"><div class="t m0 x28 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">478</span><span class="fc6 sc0"> </span></div></div><div class="c xb5 y58d w6c h1c"><div class="t m0 x63 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">93 </div></div><div class="c xb6 y58d w6d h1c"><div class="t m0 x28 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">572 </div></div><div class="c xc y58e w6a h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Increases in the balance, due to:<span class="_ _0"></span> </div></div><div class="c xb4 y58e w6b h1c"><div class="t m0 x28 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">821</span><span class="fc6 sc0"> </span></div></div><div class="c xb5 y58e w6c h1c"><div class="t m0 x63 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">38 </div></div><div class="c xb6 y58e w6d h1c"><div class="t m0 x28 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">859 </div></div><div class="c xc y58f w6a h19"><div class="t m0 x5f h25 ybc ff4 fsa fc0 sc0 ls0 ws0">- <span class="ls5">modifications to curr<span class="_ _0"></span>ent contracts (contract extens<span class="_ _0"></span>ions, interest </span></div><div class="t m0 x5f h25 ybd ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">r</span><span class="fc6 sc0">ate changes</span><span class="fc6 sc0">)</span><span class="fc6 sc0"> </span></div></div><div class="c xb4 y58f w6b h19"><div class="t m0 x28 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">821 </div></div><div class="c xb5 y58f w6c h19"><div class="t m0 x63 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">38 </div></div><div class="c xb6 y58f w6d h19"><div class="t m0 x28 h18 ybb ff4 fsa fc0 sc0 ls0 ws0">859<span class="ff1"> </span></div></div><div class="c xc y590 w6a h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Decreases in condition, due to:<span class="_ _0"></span> </div></div><div class="c xb4 y590 w6b h1c"><div class="t m0 x28 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">538 </div></div><div class="c xb5 y590 w6c h1c"><div class="t m0 x63 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">96 </div></div><div class="c xb6 y590 w6d h1c"><div class="t m0 x28 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">635 </div></div><div class="c xc y591 w6a h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- depreciation charges for the reporting period<span class="_ _0"></span> </div></div><div class="c xb4 y591 w6b h1c"><div class="t m0 x28 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">509 </div></div><div class="c xb5 y591 w6c h1c"><div class="t m0 x63 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">94 </div></div><div class="c xb6 y591 w6d h1c"><div class="t m0 x28 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">603 </div></div><div class="c xc y592 w6a h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- impairment allowance for the r<span class="_ _0"></span>eporting period </div></div><div class="c xb4 y592 w6b h1c"><div class="t m0 x63 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">30 </div></div><div class="c xb5 y592 w6c h1c"><div class="t m0 x24 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xb6 y592 w6d h1c"><div class="t m0 x63 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">32 </div></div><div class="c xc y593 w6a h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Net value as of 31.12.2024<span class="ff4"> </span></div></div><div class="c xb4 y593 w6b h1c"><div class="t m0 x28 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">761 </div></div><div class="c xb5 y593 w6c h1c"><div class="t m0 x63 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">35 </div></div><div class="c xb6 y593 w6d h1c"><div class="t m0 x28 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">796 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y594 ff1 fs0 fc0 sc0 ls0 ws0">A <span class="_ _0"></span>significant <span class="_ _0"></span>event <span class="_ _0"></span>affecting <span class="_ _0"></span>the <span class="_ _0"></span>change <span class="_ _0"></span>in <span class="_ _0"></span>the <span class="_ _0"></span>value <span class="_ _0"></span>of <span class="_ _10"></span>the right<span class="_ _0"></span>-<span class="ls1">of</span>-use <span class="_ _0"></span>asset <span class="_ _0"></span>in <span class="_ _0"></span>the <span class="_ _0"></span>period <span class="_ _0"></span>under <span class="_ _0"></span>review <span class="_ _0"></span>was <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y595 ff1 fs0 fc0 sc0 ls0 ws0">Company&apos;s <span class="_ _13"></span>agreement <span class="_ _13"></span>to <span class="_ _13"></span>extend <span class="_ _13"></span>the <span class="_ _14"> </span>lease <span class="_ _13"></span>of <span class="_ _13"></span>office <span class="_ _14"> </span>space <span class="_ _13"></span>by <span class="_ _13"></span>another <span class="_ _13"></span>2 <span class="_ _13"></span>year<span class="_ _0"></span>s, <span class="_ _13"></span>starting <span class="_ _13"></span>from <span class="_ _13"></span>01.01.2025, <span class="_ _13"></span>thus </div><div class="t m0 x4 h2 y496 ff1 fs0 fc0 sc0 ls0 ws0">maintaining <span class="_ _0"></span>the continuity <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>agreement. <span class="_ _0"></span>With <span class="_ _0"></span>the <span class="_ _0"></span>above <span class="_ _0"></span>in <span class="_ _0"></span>mind, the <span class="_ _0"></span>Company <span class="_ _0"></span>recalculated <span class="_ _0"></span>the <span class="_ _0"></span>value <span class="_ _0"></span>of <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y596 ff1 fs0 fc0 sc0 ls0 ws0">right-<span class="ls3">of</span>-use asset, <span class="_ _0"></span>resulting in an <span class="_ _0"></span>increase in <span class="_ _0"></span>the net balance <span class="_ _0"></span>as of 31.12.2024 by <span class="_ _0"></span>PLN <span class="_ _0"></span>164 <span class="_ _0"></span>thousand compared to </div><div class="t m0 x4 h2 y108 ff1 fs0 fc0 sc0 ls0 ws0">the balance as of 31.12.2023.<span class="_ _8"></span> </div><div class="t m0 x4 h37 y597 ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>23 <span class="_ _0"></span>to 31.12.202 3<span class="fs8"> </span></div></div><div class="c xc y598 w6a h14"><div class="t m0 x76 h15 y599 ff3 fsa fc0 sc0 ls0 ws0">Right-of-use assets </div></div><div class="c xb4 y598 w6b h14"><div class="t m0 x2 h15 ya0 ff3 fsa fc0 sc0 ls0 ws0">Buildings and </div><div class="t m0 x22 h2 ya1 ff3 fsa fc0 sc0 ls0 ws0">structures<span class="ff1 fs0"> </span></div></div><div class="c xb5 y598 w6c h14"><div class="t m0 x5d h15 ya0 ff3 fsa fc0 sc0 ls0 ws0">Means of </div><div class="t m0 x49 h2 ya1 ff3 fsa fc0 sc0 ls0 ws0">transport<span class="ff1 fs0"> </span></div></div><div class="c xb6 y598 w6d h14"><div class="t m0 x4f h15 y599 ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xc y59a w6e h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Net value as of 01.01.2023 </div></div><div class="c xb4 y59a w6f h1c"><div class="t m0 x28 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">927 </div></div><div class="c xb5 y59a w70 h1c"><div class="t m0 x28 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">148 </div></div><div class="c xb6 y59a w6f h1c"><div class="t m0 x58 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 075 </div></div><div class="c xc y59b w6e h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Increases in the balance, due to:<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xb4 y59b w6f h1c"><div class="t m0 x63 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">78<span class="ff1"> </span></div></div><div class="c xb5 y59b w70 h1c"><div class="t m0 x63 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">51<span class="ff1"> </span></div></div><div class="c xb6 y59b w6f h1c"><div class="t m0 x28 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">129<span class="ff1"> </span></div></div><div class="c xc y43c w6e h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- conclude a new lease agreement<span class="_ _0"></span> </div></div><div class="c xb4 y43c w6f h1c"><div class="t m0 xb7 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb5 y43c w70 h1c"><div class="t m0 x63 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">51 </div></div><div class="c xb6 y43c w6f h1c"><div class="t m0 x63 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">51 </div></div><div class="c xc y59c w6e h19"><div class="t m0 x5f h25 ybc ff4 fsa fc0 sc0 ls0 ws0">- <span class="ls5">modifications to curr<span class="_ _0"></span>ent </span>contracts (contract extensions<span class="_ _0"></span>, interest </div><div class="t m0 x5f h25 ybd ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">r</span><span class="fc6 sc0">ate changes</span><span class="fc6 sc0">)</span><span class="fc6 sc0"> </span></div></div><div class="c xb4 y59c w6f h19"><div class="t m0 x63 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">78 </div></div><div class="c xb5 y59c w70 h19"><div class="t m0 xb7 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb6 y59c w6f h19"><div class="t m0 x63 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">78<span class="ff4"> </span></div></div><div class="c xc y59d w6e h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Decreases in condition, due to:<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xb4 y59d w6f h1c"><div class="t m0 x28 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">527<span class="ff1"> </span></div></div><div class="c xb5 y59d w70 h1c"><div class="t m0 x28 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">106<span class="ff1"> </span></div></div><div class="c xb6 y59d w6f h1c"><div class="t m0 x28 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">632<span class="ff1"> </span></div></div><div class="c xc y59e w6e h1d"><div class="t m0 x5f h25 y503 ff4 fsa fc0 sc0 ls0 ws0">- depreciation charges for the reporting period<span class="_ _0"></span> </div></div><div class="c xb4 y59e w6f h1d"><div class="t m0 x28 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">517 </div></div><div class="c xb5 y59e w70 h1d"><div class="t m0 x28 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">104 </div></div><div class="c xb6 y59e w6f h1d"><div class="t m0 x28 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">621 </div></div><div class="c xc y59f w6e h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- impairment allowance for the r<span class="_ _0"></span>eporting period </div></div><div class="c xb4 y59f w6f h1c"><div class="t m0 xb7 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">9 </div></div><div class="c xb5 y59f w70 h1c"><div class="t m0 xb7 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xb6 y59f w6f h1c"><div class="t m0 x63 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">11 </div></div><div class="c xc y5a0 w6e h1d"><div class="t m0 x5f h15 y503 ff3 fsa fc0 sc0 ls0 ws0">Net value as of 31.12.2023<span class="ff4"> </span></div></div><div class="c xb4 y5a0 w6f h1d"><div class="t m0 x28 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">478<span class="ff4"> </span></div></div><div class="c xb5 y5a0 w70 h1d"><div class="t m0 x63 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">93<span class="ff4"> </span></div></div><div class="c xb6 y5a0 w6f h1d"><div class="t m0 x28 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">572<span class="ff4"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y5a1 ff1 fs0 fc0 sc0 ls0 ws0">Depreciation <span class="_ _15"></span>periods <span class="_ _15"></span>adopte<span class="_ _8"></span>d <span class="_ _15"></span>for <span class="_ _15"></span>right-<span class="ls1">of</span>-use <span class="_ _15"></span>assets <span class="_ _15"></span>have <span class="_ _10"></span>been <span class="_ _15"></span>determined <span class="_ _15"></span>in <span class="_ _15"></span>accordance <span class="_ _15"></span>with <span class="_ _15"></span>the <span class="_ _15"></span>term <span class="_ _10"></span>of <span class="_ _13"></span>the </div><div class="t m0 x4 h2 y5a2 ff1 fs0 fc0 sc0 ls0 ws0">contracts . </div><div class="t m0 x4 h20 y5a3 ff3 fs0 fc3 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x67 y5a4 w31 h60" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 44 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note 4.1 Receivables (non<span class="_ _0"></span>-current) </div><div class="t m0 x4 h20 y4a7 ff3 fs0 fc5 sc0 ls0 ws0">Information on estimates </div><div class="t m0 x4 h2 y4d9 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _12"> </span>Group <span class="_ _e"> </span>estimates <span class="_ _12"> </span>the <span class="_ _e"> </span>amount <span class="_ _12"> </span>of <span class="_ _12"> </span>impairment <span class="_ _e"> </span>losses <span class="_ _12"> </span>on <span class="_ _12"> </span>long-term <span class="_ _e"> </span>receivables <span class="_ _12"> </span>in <span class="_ _e"> </span>accordance <span class="_ _12"> </span>with <span class="_ _e"> </span>the </div><div class="t m0 x4 h2 y4da ff1 fs0 fc0 sc0 ls0 ws0">requirements <span class="_ _15"></span>of <span class="_ _13"></span>IFRS <span class="_ _15"></span>9 <span class="_ _13"></span>Financial <span class="_ _15"></span>Instruments. <span class="_ _13"></span>In <span class="_ _15"></span>a <span class="_ _13"></span>simplified <span class="_ _15"></span>approach, <span class="_ _13"></span>this <span class="_ _15"></span>requires <span class="_ _13"></span>performing <span class="_ _15"></span>a <span class="_ _13"></span>statistical </div><div class="t m0 x4 h2 y4db ff1 fs0 fc0 sc0 ls0 ws0">analysis, which involves ma<span class="_ _5"></span>king certain assumptions and applying profes<span class="_ _5"></span>sional j<span class="_ _0"></span>udgment. </div><div class="t m0 x88 h2 y5a5 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xc y5a6 w71 h1c"><div class="t m0 x76 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Long-term receivables </div></div><div class="c xb8 y5a6 w72 h1c"><div class="t m0 x46 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xb9 y5a6 w73 h1c"><div class="t m0 x6e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xc y19d w74 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">From other entities (third <span class="_ _0"></span>parites), including: </div></div><div class="c xb8 y19d w75 h1c"><div class="t m0 x60 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">172 </div></div><div class="c xb9 y19d w76 h1c"><div class="t m0 xc h15 ybf ff3 fsa fc0 sc0 ls0 ws0">152 </div></div><div class="c xc ye8 w74 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- deposit </div></div><div class="c xb8 ye8 w75 h1c"><div class="t m0 x60 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">172 </div></div><div class="c xb9 ye8 w76 h1c"><div class="t m0 xc h25 ybf ff4 fsa fc0 sc0 ls0 ws0">152 </div></div><div class="c xc y5a7 w74 h1c"><div class="t m0 xba h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xb8 y5a7 w75 h1c"><div class="t m0 x60 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">172 </div></div><div class="c xb9 y5a7 w76 h1c"><div class="t m0 xc h15 ybf ff3 fsa fc0 sc0 ls0 ws0">152 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y5a8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y5a9 ff3 fs2 fc3 sc0 ls0 ws0">Note 4.2 Allowance for expected credi<span class="_ _0"></span>t losses on receivables (non<span class="_ _0"></span>-current) </div><div class="t m0 x4 h2 y5aa ff1 fs0 fc0 sc0 ls0 ws0">The Group did not create allo<span class="_ _5"></span>wan<span class="_ _0"></span>ces for expected credit losses of l<span class="_ _5"></span>ong<span class="_ _0"></span>-term receivables. </div><div class="t m0 x4 h2 y5ab ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y5ac ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">5 </span>Deferred tax assets and liabil<span class="_ _0"></span>ities </div><div class="t m0 x4 h20 y5ad ff3 fs0 fc5 sc0 ls0 ws0">Information on estimates </div><div class="t m0 x4 h2 y5ae ff1 fs0 fc0 sc0 ls0 ws0">The Group assesses at each bal<span class="_ _5"></span>ance sheet date how much of the deferred tax asset can be<span class="_ _5"></span> <span class="_ _0"></span>realized. </div><div class="t m0 x88 h2 y5af ff1 fs0 fc3 sc0 ls0 ws0"> </div></div><div class="c xc y5b0 w18 h1c"><div class="t m0 xad h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Deferred income tax </div></div><div class="c x8a y5b0 wd h1c"><div class="t m0 x1a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y5b0 w69 h1c"><div class="t m0 x1a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xc y5b1 w18 h1c"><div class="t m0 x5f h18 ybf ff4 fsa fc0 sc0 ls0 ws0">Balance at the beginning of the period:<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x8a y5b1 wd h1c"><div class="t m0 xa h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x8b y5b1 w69 h1c"><div class="t m0 xa h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xc y5b2 w18 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Deferred income tax assets </div></div><div class="c x8a y5b2 wd h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">6 438 </div></div><div class="c x8b y5b2 w69 h1c"><div class="t m0 x27 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">15 447 </div></div><div class="c xc y5b3 w18 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Deferred income tax provision<span class="_ _0"></span> </div></div><div class="c x8a y5b3 wd h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">387 </div></div><div class="c x8b y5b3 w69 h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">389 </div></div><div class="c xc y5b4 w18 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Deferred tax per balance at beginning of <span class="_ _0"></span>period </div></div><div class="c x8a y5b4 wd h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">6 050 </div></div><div class="c x8b y5b4 w69 h1c"><div class="t m0 x27 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">15 059 </div></div><div class="c xc y5b5 w18 h1c"><div class="t m0 x5f h18 ybf ff4 fsa fc0 sc0 ls0 ws0">Change in condition during the per<span class="_ _0"></span>iod affecting:<span class="ff1"> </span></div></div><div class="c x8a y5b5 wd h1c"><div class="t m0 xa h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x8b y5b5 w69 h1c"><div class="t m0 xa h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xc y5b6 w18 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Profit or Loss impact (+/-) </div></div><div class="c x8a y5b6 wd h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">3 679 </div></div><div class="c x8b y5b6 w69 h1c"><div class="t m0 x64 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-9 009 </div></div><div class="c xc y5b7 w18 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other comprehensive income (+/-)<span class="_ _0"></span> </div></div><div class="c x8a y5b7 wd h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x8b y5b7 w69 h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y5b8 w18 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Deferred tax per balance at the end of <span class="_ _0"></span>the period, including:<span class="_ _0"></span> </div></div><div class="c x8a y5b8 wd h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">9 730 </div></div><div class="c x8b y5b8 w69 h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">6 050 </div></div><div class="c xc y5b9 w18 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Deferred income tax assets </div></div><div class="c x8a y5b9 wd h1c"><div class="t m0 x27 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">10 488 </div></div><div class="c x8b y5b9 w69 h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">6 438 </div></div><div class="c xc y5ba w18 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Deferred income tax liabilities </div></div><div class="c x8a y5ba wd h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">758 </div></div><div class="c x8b y5ba w69 h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">387 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y5bb ff1 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y5bc ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>value <span class="_ _0"></span>of <span class="_ _0"></span>deferred <span class="_ _0"></span>tax <span class="_ _0"></span>as <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>balance <span class="_ _0"></span>sheet <span class="_ _0"></span>date <span class="_ _0"></span>was <span class="_ _0"></span>significantly <span class="_ _0"></span>affected <span class="_ _0"></span>by <span class="_ _0"></span>the <span class="_ _0"></span>recognition <span class="_ _0"></span>of <span class="_ _0"></span>temporary </div><div class="t m0 x4 h2 y5bd ff1 fs0 fc0 sc0 ls0 ws0">differences <span class="_ _10"></span>that <span class="_ _0"></span>result <span class="_ _10"></span>from <span class="_ _10"></span>the <span class="_ _10"></span>Group&apos;s <span class="_ _10"></span>RSU-based <span class="_ _10"></span>incentive <span class="_ _10"></span>program. <span class="_ _0"></span>As <span class="_ _10"></span>a <span class="_ _10"></span>result <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>change <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _10"></span>balance </div><div class="t m0 x4 h2 y5be ff1 fs0 fc0 sc0 ls0 ws0">sheet item of liabilities under the <span class="_ _0"></span>incentive program, a positive temporary difference affecting the financial result </div><div class="t m0 x4 h2 y5bf ff1 fs0 fc0 sc0 ls0 ws0">in <span class="_ _0"></span>the <span class="_ _10"></span>amount of <span class="_ _10"></span>PLN <span class="_ _0"></span>3,679 <span class="_ _0"></span>thousand <span class="_ _0"></span>arose <span class="_ _0"></span>in <span class="_ _10"></span>2024. <span class="_ _0"></span>In <span class="_ _0"></span>addition, <span class="_ _0"></span>the <span class="_ _0"></span>Group, <span class="_ _10"></span>applying <span class="_ _0"></span>the <span class="_ _0"></span>principle <span class="_ _0"></span>of <span class="_ _0"></span>prudence, </div><div class="t m0 x4 h2 y5c0 ff1 fs0 fc0 sc0 ls0 ws0">recognized a <span class="_ _5"></span>deferred tax ass<span class="_ _8"></span>et on <span class="_ _5"></span>other balance sheet<span class="_ _5"></span> items only up <span class="_ _5"></span>to the amount <span class="_ _5"></span>of the deferre<span class="_ _5"></span>d tax liability, <span class="_ _5"></span>i.e. </div><div class="t m0 x4 h2 y5c1 ff1 fs0 fc0 sc0 ls0 ws0">in the amount of PLN 758 thousa<span class="_ _5"></span>nd, as of December 31, 2024. </div><div class="t m0 x4 h2 y5c2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y5c3 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x4 y5c4 w17 h61" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 45 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h20 y196 ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.2<span class="_ _5"></span>024 to 31.12.2024 </div></div><div class="c xc y5c5 w74 h62"><div class="t m0 x7c h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Deferred income tax assets </div></div><div class="c xb8 y5c5 w77 h62"><div class="t m0 xa8 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">01.01.2024 </div></div><div class="c xbb y5c5 w78 h62"><div class="t m0 x5d h15 y148 ff3 fsa fc0 sc0 ls0 ws0">Change </div><div class="t m0 x22 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">affecting  </div><div class="t m0 x2c h15 ybd ff3 fsa fc0 sc0 ls11 ws0"><span class="fc6 sc0">P&amp;L</span><span class="ls0"><span class="fc6 sc0"> </span></span></div></div><div class="c xbc y5c5 w77 h62"><div class="t m0 xa8 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xc y5c6 w71 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Establishment of reserves<span class="ff4"> </span></div></div><div class="c xb8 y5c6 w79 h1c"><div class="t m0 x56 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">387 </div></div><div class="c xbb y5c6 w7a h1c"><div class="t m0 x56 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">371 </div></div><div class="c xbc y5c6 w7b h1c"><div class="t m0 x56 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">758 </div></div><div class="c xc y63 w71 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Incentive program liability<span class="_ _0"></span> </div></div><div class="c xb8 y63 w79 h1c"><div class="t m0 x98 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">6 050 </div></div><div class="c xbb y63 w7a h1c"><div class="t m0 x98 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">3 679 </div></div><div class="c xbc y63 w7b h1c"><div class="t m0 x98 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">9 730 </div></div><div class="c xc y5c7 w71 h1c"><div class="t m0 x5f h18 ybf ff4 fsa fc0 sc0 ls0 ws0">Settlement of tax losses with DataWalk S.A.<span class="_ _0"></span>.<span class="ff1"> </span></div></div><div class="c xb8 y5c7 w79 h1c"><div class="t m0 x98 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">5 615 </div></div><div class="c xbb y5c7 w7a h1c"><div class="t m0 x98 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 976 </div></div><div class="c xbc y5c7 w7b h1c"><div class="t m0 x98 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">8 591 </div></div><div class="c xc y5c8 w71 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">Write-downs of deferred tax as<span class="_ _0"></span>sets </div></div><div class="c xb8 y5c8 w79 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-5 615 </div></div><div class="c xbb y5c8 w7a h1c"><div class="t m0 x70 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-2 976 </div></div><div class="c xbc y5c8 w7b h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-8 591 </div></div><div class="c xc y5c9 w71 h1c"><div class="t m0 xba h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total<span class="ff4"> </span></div></div><div class="c xb8 y5c9 w79 h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">6 437 </div></div><div class="c xbb y5c9 w7a h1c"><div class="t m0 x98 h1b ybf ff5 fsa fc0 sc0 ls0 ws0">4 050 </div></div><div class="c xbc y5c9 w7b h1c"><div class="t m0 x52 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">10 488 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y5ca ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xc y5cb w7c h2c"><div class="t m0 x99 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Deferred income tax liabilities<span class="_ _0"></span> </div></div><div class="c x81 y5cb w7d h2c"><div class="t m0 xa8 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">01.01.2024 </div></div><div class="c xbb y5cb w7e h2c"><div class="t m0 x5d h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Change </div><div class="t m0 x22 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">affecting  </div><div class="t m0 xbd h15 ybd ff3 fsa fc0 sc0 ls11 ws0"><span class="fc6 sc0">P&amp;L</span><span class="ls0"><span class="fc6 sc0"> </span></span></div></div><div class="c xbc y5cb w7d h2c"><div class="t m0 xa8 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xc y5cc w7c h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Positive exchange differences </div></div><div class="c x81 y5cc w7d h1c"><div class="t m0 x28 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">12 </div></div><div class="c xbb y5cc w7e h1c"><div class="t m0 x61 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-12 </div></div><div class="c xbc y5cc w7d h1c"><div class="t m0 x63 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y5cd w7c h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Interest on deposits </div></div><div class="c x81 y5cd w7d h1c"><div class="t m0 x63 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c xbb y5cd w7e h1c"><div class="t m0 x28 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">46 </div></div><div class="c xbc y5cd w7d h1c"><div class="t m0 x28 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">47 </div></div><div class="c xc y5ce w7c h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Difference between tax and balance sheet de<span class="_ _0"></span>preciation </div></div><div class="c x81 y5ce w7d h1c"><div class="t m0 x28 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">45 </div></div><div class="c xbb y5ce w7e h1c"><div class="t m0 x61 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-34 </div></div><div class="c xbc y5ce w7d h1c"><div class="t m0 x28 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">11 </div></div><div class="c xc y452 w7c h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Contract assets </div></div><div class="c x81 y452 w7d h1c"><div class="t m0 x75 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">129 </div></div><div class="c xbb y452 w7e h1c"><div class="t m0 x28 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">40 </div></div><div class="c xbc y452 w7d h1c"><div class="t m0 x75 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">169 </div></div><div class="c xc y5cf w7c h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Contractual obligations </div></div><div class="c x81 y5cf w7d h1c"><div class="t m0 x75 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">200 </div></div><div class="c xbb y5cf w7e h1c"><div class="t m0 x75 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">331 </div></div><div class="c xbc y5cf w7d h1c"><div class="t m0 x75 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">531 </div></div><div class="c xc y5d0 w7c h1c"><div class="t m0 xba h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total<span class="ff1"> </span></div></div><div class="c x81 y5d0 w7d h1c"><div class="t m0 x75 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">387 </div></div><div class="c xbb y5d0 w7e h1c"><div class="t m0 x75 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">371 </div></div><div class="c xbc y5d0 w7d h1c"><div class="t m0 x75 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">758 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y5d1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y5d2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y5d3 ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>23 <span class="_ _0"></span>to 31.12.2023 </div></div><div class="c xc y5d4 w74 h2c"><div class="t m0 x7c h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Deferred income tax assets </div></div><div class="c xb8 y5d4 w77 h2c"><div class="t m0 xa8 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">01.01.2023 </div></div><div class="c xbb y5d4 w78 h2c"><div class="t m0 x5d h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Change </div><div class="t m0 x22 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">affecting  </div><div class="t m0 x2c h15 ybd ff3 fsa fc0 sc0 ls11 ws0"><span class="fc6 sc0">P&amp;L</span><span class="ls0"><span class="fc6 sc0"> </span></span></div></div><div class="c xbc y5d4 w77 h2c"><div class="t m0 xa8 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xc y5d5 w74 h1a"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Balance sheet exchange differences<span class="_ _0"></span> </div></div><div class="c xb8 y5d5 w77 h1a"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">14 </div></div><div class="c xbb y5d5 w78 h1a"><div class="t m0 x61 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-14 </div></div><div class="c xbc y5d5 w77 h1a"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y5d6 w74 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Provisions for employee benefits<span class="_ _0"></span><span class="ff4"> </span></div></div><div class="c xb8 y5d6 w77 h1c"><div class="t m0 x55 h18 ybf ff4 fsa fc0 sc0 ls0 ws0">51<span class="ff1"> </span></div></div><div class="c xbb y5d6 w78 h1c"><div class="t m0 x61 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-51 </div></div><div class="c xbc y5d6 w77 h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y434 w74 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Social Security unpaid <span class="ff4"> </span></div></div><div class="c xb8 y434 w77 h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">19 </div></div><div class="c xbb y434 w78 h1c"><div class="t m0 x61 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-19 </div></div><div class="c xbc y434 w77 h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y5d7 w74 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Unpaid wages<span class="ff4"> </span></div></div><div class="c xb8 y5d7 w77 h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">24 </div></div><div class="c xbb y5d7 w78 h1c"><div class="t m0 x61 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-24 </div></div><div class="c xbc y5d7 w77 h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y327 w74 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Establishment of reserves<span class="ff4"> </span></div></div><div class="c xb8 y327 w77 h1c"><div class="t m0 x56 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">353 </div></div><div class="c xbb y327 w78 h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">34 </div></div><div class="c xbc y327 w77 h1c"><div class="t m0 x56 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">387 </div></div><div class="c xc y5d8 w74 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Impairment losses on receivables<span class="_ _0"></span> </div></div><div class="c xb8 y5d8 w77 h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">55 </div></div><div class="c xbb y5d8 w78 h1c"><div class="t m0 x61 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-55 </div></div><div class="c xbc y5d8 w77 h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y5d9 w74 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Deferred income <span class="ff4"> </span></div></div><div class="c xb8 y5d9 w77 h1c"><div class="t m0 x56 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">554 </div></div><div class="c xbb y5d9 w78 h1c"><div class="t m0 x2f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-554 </div></div><div class="c xbc y5d9 w77 h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y5da w74 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Incentive program liability<span class="_ _0"></span> </div></div><div class="c xb8 y5da w77 h1c"><div class="t m0 x52 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">14 343 </div></div><div class="c xbb y5da w78 h1c"><div class="t m0 x70 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-8 293 </div></div><div class="c xbc y5da w77 h1c"><div class="t m0 x98 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">6 050 </div></div><div class="c xc y5db w74 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Other<span class="ff4 ls0"> </span></div></div><div class="c xb8 y5db w77 h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">35 </div></div><div class="c xbb y5db w78 h1c"><div class="t m0 x61 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-35 </div></div><div class="c xbc y5db w77 h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y5dc w74 h1c"><div class="t m0 x5f h18 ybf ff4 fsa fc0 sc0 ls0 ws0">Settlement of tax losses with DataWalk S.A.<span class="_ _0"></span>.<span class="ff1"> </span></div></div><div class="c xb8 y5dc w77 h1c"><div class="t m0 x98 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4 335 </div></div><div class="c xbb y5dc w78 h1c"><div class="t m0 x98 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">1 280 </div></div><div class="c xbc y5dc w77 h1c"><div class="t m0 x98 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">5 615 </div></div><div class="c xc y30c w74 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">Write-downs of deferred tax as<span class="_ _0"></span>sets </div></div><div class="c xb8 y30c w77 h1c"><div class="t m0 x57 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">- 4 335 </div></div><div class="c xbb y30c w78 h1c"><div class="t m0 x57 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- 1 280 </div></div><div class="c xbc y30c w77 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-5 615 </div></div><div class="c xc y5dd w74 h1c"><div class="t m0 xba h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total<span class="ff4"> </span></div></div><div class="c xb8 y5dd w77 h1c"><div class="t m0 x52 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">15 447 </div></div><div class="c xbb y5dd w78 h1c"><div class="t m0 x70 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-9 010 </div></div><div class="c xbc y5dd w77 h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">6 437 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h18 y5de ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y378 ff1 fsa fc0 sc0 ls0 ws0"> <span class="_ _d"> </span> </div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi x67 y5df w31 h63" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 46 </div></div><div class="c xc y5e0 w7c h2c"><div class="t m0 x99 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Deferred income tax liabilities<span class="_ _0"></span> </div></div><div class="c x81 y5e0 w7d h2c"><div class="t m0 xa8 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">01.01.2023 </div></div><div class="c xbb y5e0 w7e h2c"><div class="t m0 x5d h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Change </div><div class="t m0 x22 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">affecting  </div><div class="t m0 xbd h15 ybd ff3 fsa fc0 sc0 ls11 ws0"><span class="fc6 sc0">P&amp;L</span><span class="ls0"><span class="fc6 sc0"> </span></span></div></div><div class="c xbc y5e0 w7d h2c"><div class="t m0 xa8 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xc y5e1 w7c h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Positive exchange differences </div></div><div class="c x81 y5e1 w7d h1c"><div class="t m0 x63 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xbb y5e1 w7e h1c"><div class="t m0 x61 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-12 </div></div><div class="c xbc y5e1 w7d h1c"><div class="t m0 x28 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">12 </div></div><div class="c xc y5e2 w7c h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Interest on deposits </div></div><div class="c x81 y5e2 w7d h1c"><div class="t m0 x75 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">122 </div></div><div class="c xbb y5e2 w7e h1c"><div class="t m0 x75 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">121 </div></div><div class="c xbc y5e2 w7d h1c"><div class="t m0 x63 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c xc y5e3 w7c h1a"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Difference between tax and balance sheet de<span class="_ _0"></span>preciation </div></div><div class="c x81 y5e3 w7d h1a"><div class="t m0 x75 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">106 </div></div><div class="c xbb y5e3 w7e h1a"><div class="t m0 x28 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">60 </div></div><div class="c xbc y5e3 w7d h1a"><div class="t m0 x28 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">45 </div></div><div class="c xc y1bb w7c h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Contract assets </div></div><div class="c x81 y1bb w7d h1c"><div class="t m0 x75 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">160 </div></div><div class="c xbb y1bb w7e h1c"><div class="t m0 x28 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">31 </div></div><div class="c xbc y1bb w7d h1c"><div class="t m0 x75 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">129 </div></div><div class="c xc y5e4 w7c h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Contractual obligations </div></div><div class="c x81 y5e4 w7d h1c"><div class="t m0 x63 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xbb y5e4 w7e h1c"><div class="t m0 x75 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">200 </div></div><div class="c xbc y5e4 w7d h1c"><div class="t m0 x75 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">200 </div></div><div class="c xc y5e5 w7c h1c"><div class="t m0 xba h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total<span class="ff1"> </span></div></div><div class="c x81 y5e5 w7d h1c"><div class="t m0 x75 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">389 </div></div><div class="c xbb y5e5 w7e h1c"><div class="t m0 x63 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c xbc y5e5 w7d h1c"><div class="t m0 x75 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">387 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y5e6 ff1 fs0 fc0 sc0 ls0 ws0">For the valuation of deferred tax assets and deferred tax liabiliti<span class="_ _5"></span>es, <span class="_ _0"></span>the Group adopted tax rates determi<span class="_ _5"></span>ned o<span class="_ _0"></span>n the </div><div class="t m0 x4 h2 y587 ff1 fs0 fc0 sc0 ls0 ws0">basis <span class="_ _6"></span>of <span class="_ _5"></span>the <span class="_ _5"></span>current <span class="_ _5"></span>legislation <span class="_ _6"></span>setting <span class="_ _6"></span>tax <span class="_ _5"></span>rates, <span class="_ _5"></span>in <span class="_ _5"></span>countries <span class="_ _6"></span>where <span class="_ _6"></span>Group <span class="_ _5"></span>companies <span class="_ _5"></span>are <span class="_ _6"></span>subject <span class="_ _5"></span>to <span class="_ _5"></span>income <span class="_ _6"></span>taxation. </div><div class="t m0 x4 h2 y5e7 ff1 fs0 fc0 sc0 ls0 ws0">For the parent company this i<span class="_ _5"></span>s a tax rate of 19%, and for the subsidiary 21%. </div><div class="t m0 x4 h2 y5e8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y5e9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y5ea ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">6 </span>Contract assets and liabilities<span class="_ _0"></span> </div><div class="t m0 x4 h20 y5eb ff3 fs0 fc5 sc0 ls0 ws0">Information on estimates </div><div class="t m0 x4 h2 y5ec ff1 fs0 fc0 sc0 ls0 ws0">Contract <span class="_ _5"></span>assets <span class="_ _5"></span>primarily <span class="_ _5"></span>include <span class="_ _5"></span>goods pr<span class="_ _8"></span>ovided <span class="_ _5"></span>or <span class="_ _5"></span>services re<span class="_ _5"></span>ndered, before<span class="_ _5"></span> invoicing <span class="_ _6"></span>to t<span class="_ _5"></span>he custome<span class="_ _5"></span>r and <span class="_ _6"></span>before </div><div class="t m0 x4 h2 y5ed ff1 fs0 fc0 sc0 ls0 ws0">payment of remuneration, excludin<span class="_ _8"></span>g any amounts presented as receiva<span class="_ _5"></span>bles. </div><div class="t m0 x4 h2 y5ee ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _17"> </span>Group  es<span class="_ _5"></span>timates  the <span class="_ _14"> </span>amount  of <span class="_ _14"> </span>impairment <span class="_ _17"> </span>losses  on <span class="_ _17"> </span>customer<span class="_ _8"></span> <span class="_ _17"> </span>contract <span class="_ _17"> </span>assets <span class="_ _17"> </span>in  accorda<span class="_ _5"></span>nce  with <span class="_ _14"> </span>the </div><div class="t m0 x4 h2 y5ef ff1 fs0 fc0 sc0 ls0 ws0">requirements <span class="_ _0"></span>of <span class="_ _10"></span>IFRS <span class="_ _10"></span>9 <span class="_ _10"></span>Financial <span class="_ _10"></span>Instruments. <span class="_ _0"></span>The <span class="_ _10"></span>simplified <span class="_ _10"></span>approach <span class="_ _10"></span>requires <span class="_ _0"></span>performing <span class="_ _10"></span>statistical <span class="_ _10"></span>analysis, </div><div class="t m0 x4 h2 y5f0 ff1 fs0 fc0 sc0 ls0 ws0">which involves making certai<span class="_ _5"></span>n assumptions and applying professional judgment. </div><div class="t m0 x4 h2 y5f1 ff1 fs0 fc0 sc0 ls0 ws0">Assets from <span class="_ _5"></span>the balance sheet<span class="_ _5"></span> valuation of c<span class="_ _5"></span>on<span class="_ _0"></span>tracts a<span class="_ _5"></span>re the result <span class="_ _5"></span>of the prepondera<span class="_ _5"></span>nce of the sta<span class="_ _5"></span>ge of completion </div><div class="t m0 x4 h2 y5f2 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _10"></span>services <span class="_ _10"></span>or <span class="_ _10"></span>delivery <span class="_ _10"></span>of <span class="_ _10"></span>goods <span class="_ _15"></span>in<span class="_ _5"></span> <span class="_ _15"></span>relatio<span class="_ _5"></span>n <span class="_ _15"></span>to <span class="_ _10"></span>invoices <span class="_ _0"></span>issued. <span class="_ _10"></span>For <span class="_ _15"></span>t<span class="_ _5"></span>his <span class="_ _15"></span>type<span class="_ _5"></span> <span class="_ _15"></span>of <span class="_ _10"></span>asset, <span class="_ _10"></span>the <span class="_ _10"></span>Group <span class="_ _10"></span>has <span class="_ _10"></span>fulfilled <span class="_ _10"></span>its </div><div class="t m0 x4 h2 y5f3 ff1 fs0 fc0 sc0 ls0 ws0">performance obligation, but the rig<span class="_ _5"></span>ht to receive consideration is subject to conditions othe<span class="_ _5"></span>r <span class="_ _0"></span>than the mere passage<span class="_ _5"></span> </div><div class="t m0 x4 h2 y576 ff1 fs0 fc0 sc0 ls0 ws0">of time, which distinguishes t<span class="_ _5"></span>his asset from trade receivables. </div><div class="t m0 x88 h2 y5f4 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y5f5 w7f h1c"><div class="t m0 xba h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> Position </div></div><div class="c x3d y5f5 w13 h1c"><div class="t m0 x1a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y5f5 w80 h1c"><div class="t m0 x1a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xc y5f6 w44 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Contract assets </div></div><div class="c x3d y5f6 wd h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">888 </div></div><div class="c x8b y5f6 we h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">496 </div></div><div class="c xc y5f7 w44 h1d"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Contract liabilities </div></div><div class="c x3d y5f7 wd h1d"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">7 184 </div></div><div class="c x8b y5f7 we h1d"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4 121 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y351 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y5f8 ff3 fs0 fc5 sc0 ls0 ws0">Contract assets </div><div class="t m0 x4 h2 y5f9 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _14"> </span>contract <span class="_ _17"> </span>assets <span class="_ _14"></span>presented <span class="_ _14"> </span>in <span class="_ _14"> </span>the <span class="_ _17"> </span>consolidated <span class="_ _14"> </span>statement <span class="_ _14"> </span>of <span class="_ _14"> </span>financial <span class="_ _17"> </span>position <span class="_ _14"> </span>relate <span class="_ _14"> </span>to <span class="_ _14"> </span>goods <span class="_ _17"> </span>or <span class="_ _14"> </span>services </div><div class="t m0 x4 h2 y5fa ff1 fs0 fc0 sc0 ls0 ws0">provided to the customer<span class="_ _8"></span>, before the customer <span class="_ _8"></span>has paid the consideration or before the maturity <span class="_ _5"></span>date. </div><div class="t m0 x4 h2 y5fb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y5fc ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>24 <span class="_ _0"></span>to 31.12.2024 </div></div><div class="c x4 y5fd w81 h64"><div class="t m0 xbe h15 y5fe ff3 fsa fc0 sc0 ls0 ws0">Position </div></div><div class="c xbf y5fd w82 h64"><div class="t m0 x48 h15 y5ff ff3 fsa fc0 sc0 ls0 ws0">Value as of </div><div class="t m0 x22 h15 y600 ff3 fsa fc0 sc0 ls0 ws0">01.01.2024 </div></div><div class="c xc0 y5fd w83 h64"><div class="t m0 x35 h2b y135 ff3 fs4 fc0 sc0 ls0 ws0">Implementation </div><div class="t m0 x31 h2b y136 ff3 fs4 fc0 sc0 ls0 ws0">of new benefit </div><div class="t m0 x50 h2b yba ff3 fs4 fc0 sc0 ls0 ws0">obligations </div><div class="t m0 x17 h2b y13e ff3 fs4 fc0 sc0 ls0 ws0">without invoice </div></div><div class="c xc1 y5fd w84 h64"><div class="t m0 x31 h2b y135 ff3 fs4 fc0 sc0 ls0 ws0">Reclassification </div><div class="t m0 x34 h2b y136 ff3 fs4 fc0 sc0 ls0 ws0">due to acquisition </div><div class="t m0 xa8 h2b yba ff3 fs4 fc0 sc0 ls0 ws0">of unconditional </div><div class="t m0 x17 h2b y13e ff3 fs4 fc0 sc0 ls0 ws0">right to payment </div></div><div class="c xc2 y5fd w85 h64"><div class="t m0 x2 h2b y139 ff3 fs4 fc0 sc0 ls0 ws0">Impairment loss </div></div><div class="c xc3 y5fd w86 h64"><div class="t m0 x48 h15 y5ff ff3 fsa fc0 sc0 ls0 ws0">Value as of </div><div class="t m0 x22 h15 y600 ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x4 y601 w81 h19"><div class="t m0 x5f h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Technical assistance </div><div class="t m0 x5f h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">s</span><span class="fc6 sc0">ervices</span><span class="fc6 sc0"> </span></div></div><div class="c xbf y601 w82 h19"><div class="t m0 x38 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">496 </div></div><div class="c xc0 y601 w83 h19"><div class="t m0 xc4 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">2 604 </div></div><div class="c xc1 y601 w84 h19"><div class="t m0 x29 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-2 285 </div></div><div class="c xc2 y601 w85 h19"><div class="t m0 x64 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc3 y601 w86 h19"><div class="t m0 x38 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">815 </div></div><div class="c x4 y602 w81 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Implementation contracts </div></div><div class="c xbf y602 w82 h1c"><div class="t m0 xc5 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc0 y602 w83 h1c"><div class="t m0 x38 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">397 </div></div><div class="c xc1 y602 w84 h1c"><div class="t m0 x63 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-323 </div></div><div class="c xc2 y602 w85 h1c"><div class="t m0 x64 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc3 y602 w86 h1c"><div class="t m0 x25 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">73 </div></div><div class="c x4 y603 w81 h1a"><div class="t m0 xc6 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xbf y603 w82 h1a"><div class="t m0 x38 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">496 </div></div><div class="c xc0 y603 w83 h1a"><div class="t m0 xc4 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3 001 </div></div><div class="c xc1 y603 w84 h1a"><div class="t m0 x29 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-2 608 </div></div><div class="c xc2 y603 w85 h1a"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc3 y603 w86 h1a"><div class="t m0 x38 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">888 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y604 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _14"> </span>increase <span class="_ _14"></span>in <span class="_ _14"></span>the <span class="_ _13"></span>value <span class="_ _14"> </span>of <span class="_ _14"> </span>assets <span class="_ _14"> </span>from <span class="_ _14"> </span>the <span class="_ _14"> </span>balance <span class="_ _14"> </span>sheet <span class="_ _14"> </span>valuation <span class="_ _13"></span>of <span class="_ _17"> </span>contracts <span class="_ _14"> </span>is <span class="_ _14"> </span>due <span class="_ _14"> </span>in <span class="_ _14"> </span>particular <span class="_ _14"> </span>to <span class="_ _14"> </span>the </div><div class="t m0 x4 h2 y605 ff1 fs0 fc0 sc0 ls0 ws0">recognition <span class="_ _0"></span>of <span class="_ _10"></span>revenues <span class="_ _10"></span>in <span class="_ _0"></span>particular <span class="_ _10"></span>from <span class="_ _10"></span>the <span class="_ _0"></span>performance <span class="_ _10"></span>of <span class="_ _0"></span>maintenance <span class="_ _10"></span>services <span class="_ _0"></span>for <span class="_ _10"></span>which <span class="_ _10"></span>the <span class="_ _0"></span>Group <span class="_ _10"></span>settles </div><div class="t m0 x4 h2 y606 ff1 fs0 fc0 sc0 ls0 ws0">with custo<span class="_ _5"></span>mers in arrears. <span class="_ _5"></span>The value <span class="_ _5"></span>of revenues <span class="_ _5"></span>was estimated in <span class="_ _5"></span>accordance <span class="_ _8"></span>with t<span class="_ _8"></span>he degree <span class="_ _5"></span>of fulfill<span class="_ _5"></span>ment<span class="_ _0"></span> of t<span class="_ _5"></span>he </div><div class="t m0 x4 h2 y607 ff1 fs0 fc0 sc0 ls0 ws0">obligation <span class="_ _5"></span>to perform <span class="_ _5"></span>services <span class="_ _5"></span>for which <span class="_ _5"></span>the Group<span class="_ _8"></span> <span class="_ _5"></span>was not <span class="_ _5"></span>yet entitled <span class="_ _5"></span>to i<span class="_ _5"></span>ssue invoices <span class="_ _5"></span>as of <span class="_ _5"></span>December <span class="_ _5"></span>31, 2024. </div></div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x67 y543 w31 h65" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 47 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y197 ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>23 <span class="_ _0"></span>to 31.12.2023 </div></div><div class="c x4 y608 w87 h66"><div class="t m0 xbe h15 y609 ff3 fsa fc0 sc0 ls0 ws0">Position </div></div><div class="c xbf y608 w88 h66"><div class="t m0 x48 h15 y60a ff3 fsa fc0 sc0 ls0 ws0">Value as of </div><div class="t m0 x22 h15 y60b ff3 fsa fc0 sc0 ls0 ws0">01.01.2023<span class="fs4"> </span></div></div><div class="c xc0 y608 w89 h66"><div class="t m0 x35 h2b y60c ff3 fs4 fc0 sc0 ls0 ws0">Implementation </div><div class="t m0 x6c h2b y60d ff3 fs4 fc0 sc0 ls0 ws0">of new benefit </div><div class="t m0 x50 h2b y60e ff3 fs4 fc0 sc0 ls0 ws0">obligations </div><div class="t m0 x2 h2b y159 ff3 fs4 fc0 sc0 ls0 ws0">without invoicing </div></div><div class="c xc1 y608 w8a h66"><div class="t m0 x31 h2b y60c ff3 fs4 fc0 sc0 ls0 ws0">Reclassification </div><div class="t m0 x34 h2b y60d ff3 fs4 fc0 sc0 ls0 ws0">due to acquisition </div><div class="t m0 xa8 h2b y60e ff3 fs4 fc0 sc0 ls0 ws0">of unconditional </div><div class="t m0 x17 h2b y159 ff3 fs4 fc0 sc0 ls0 ws0">right to payment </div></div><div class="c xc2 y608 w8b h66"><div class="t m0 x2 h2b y60f ff3 fs4 fc0 sc0 ls0 ws0">Impairment loss </div></div><div class="c xc3 y608 w8c h66"><div class="t m0 xc7 h15 y60a ff3 fsa fc0 sc0 ls0 ws0">Value as of </div><div class="t m0 x49 h15 y60b ff3 fsa fc0 sc0 ls0 ws0">31.12.2023<span class="fs4"> </span></div></div><div class="c x4 y610 w87 h1d"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Licenses transferred </div></div><div class="c xbf y610 w88 h1d"><div class="t m0 x38 h2 yda ff1 fs0 fc0 sc0 ls0 ws0">286 </div></div><div class="c xc0 y610 w89 h1d"><div class="t m0 xc5 h2 ybf ff1 fsa fc0 sc0 ls0 ws0">0<span class="fs0"> </span></div></div><div class="c xc1 y610 w8a h1d"><div class="t m0 x63 h2 ybf ff1 fsa fc0 sc0 ls0 ws0">-286<span class="fs0"> </span></div></div><div class="c xc2 y610 w8b h1d"><div class="t m0 x64 h2 ybf ff1 fsa fc0 sc0 ls0 ws0">0<span class="fs0"> </span></div></div><div class="c xc3 y610 w8c h1d"><div class="t m0 xc5 h2 ybf ff1 fsa fc0 sc0 ls0 ws0">0<span class="fs0"> </span></div></div><div class="c x4 y611 w87 h19"><div class="t m0 x5f h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Technical assistance </div><div class="t m0 x5f h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">s</span><span class="fc6 sc0">ervices</span><span class="fc6 sc0"> </span></div></div><div class="c xbf y611 w88 h19"><div class="t m0 x38 h2 ya6 ff1 fs0 fc0 sc0 ls0 ws0">297 </div></div><div class="c xc0 y611 w89 h19"><div class="t m0 xc4 h2 ybb ff1 fsa fc0 sc0 ls0 ws0">2 260<span class="fs0"> </span></div></div><div class="c xc1 y611 w8a h19"><div class="t m0 x29 h2 ybb ff1 fsa fc0 sc0 ls0 ws0">-2 061<span class="fs0"> </span></div></div><div class="c xc2 y611 w8b h19"><div class="t m0 x64 h2 ybb ff1 fsa fc0 sc0 ls0 ws0">0<span class="fs0"> </span></div></div><div class="c xc3 y611 w8c h19"><div class="t m0 x2d h2 ybb ff1 fsa fc0 sc0 ls0 ws0">496<span class="fs0"> </span></div></div><div class="c x4 y612 w87 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Implementation contracts </div></div><div class="c xbf y612 w88 h1c"><div class="t m0 x38 h2 yda ff1 fs0 fc0 sc0 ls0 ws0">344 </div></div><div class="c xc0 y612 w89 h1c"><div class="t m0 x38 h2 ybf ff1 fsa fc0 sc0 ls0 ws0">455<span class="fs0"> </span></div></div><div class="c xc1 y612 w8a h1c"><div class="t m0 x63 h2 ybf ff1 fsa fc0 sc0 ls0 ws0">-799<span class="fs0"> </span></div></div><div class="c xc2 y612 w8b h1c"><div class="t m0 x64 h2 ybf ff1 fsa fc0 sc0 ls0 ws0">0<span class="fs0"> </span></div></div><div class="c xc3 y612 w8c h1c"><div class="t m0 xc5 h2 ybf ff1 fsa fc0 sc0 ls0 ws0">0<span class="fs0"> </span></div></div><div class="c x4 y613 w87 h1c"><div class="t m0 xc6 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xbf y613 w88 h1c"><div class="t m0 x38 h20 yda ff3 fs0 fc0 sc0 ls0 ws0">927<span class="fsa"> </span></div></div><div class="c xc0 y613 w89 h1c"><div class="t m0 x29 h15 y307 ff3 fs5 fc0 sc0 ls0 ws0">2 715<span class="fsa"> </span></div></div><div class="c xc1 y613 w8a h1c"><div class="t m0 xc4 h15 y307 ff3 fs5 fc0 sc0 ls0 ws0">- 3 147<span class="fsa"> </span></div></div><div class="c xc2 y613 w8b h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc3 y613 w8c h1c"><div class="t m0 x2d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">496 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h20 y33d ff3 fs0 fc5 sc0 ls0 ws0">Contract liabilities </div><div class="t m0 x4 h2 y614 ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _13"></span>part <span class="_ _15"></span>of <span class="_ _13"></span>its <span class="_ _13"></span>contract <span class="_ _13"></span>liabilities, <span class="_ _13"></span>the <span class="_ _13"></span>Group <span class="_ _13"></span>recognizes <span class="_ _15"></span>revenues <span class="_ _13"></span>from <span class="_ _13"></span>the <span class="_ _13"></span>provision <span class="_ _15"></span>of <span class="_ _13"></span>licenses, <span class="_ _13"></span>maintenance </div><div class="t m0 x4 h2 y615 ff1 fs0 fc0 sc0 ls0 ws0">services that <span class="_ _0"></span>are settled <span class="_ _0"></span>over time, <span class="_ _0"></span>as <span class="_ _0"></span>well as <span class="_ _0"></span>revenues from implementation <span class="_ _0"></span>services that <span class="_ _0"></span>result from <span class="_ _0"></span>the <span class="_ _0"></span>Group<span class="ls12">&apos;s </span></div><div class="t m0 x4 h2 y616 ff1 fs0 fc0 sc0 ls0 ws0">obligation to pro<span class="_ _5"></span>vid<span class="_ _0"></span>e goods <span class="_ _5"></span>or services to a customer i<span class="_ _5"></span>n exchange for which the<span class="_ _5"></span> Group has received remuneration </div><div class="t m0 x4 h2 y617 ff1 fs0 fc0 sc0 ls0 ws0">or the amount of remuneration is <span class="_ _5"></span>due. </div><div class="t m0 x4 h2 y342 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y618 ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>24 <span class="_ _0"></span>to 31.12.2024<span class="ff1"> </span></div></div><div class="c x4 y619 w8d h19"><div class="t m0 x27 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Contract liabilities </div></div><div class="c xc8 y619 w8e h19"><div class="t m0 x18 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Value as of </div><div class="t m0 xc7 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">01.</span><span class="fc6 sc0">01.</span><span class="fc6 sc0">2024</span><span class="fc6 sc0"> </span></div></div><div class="c xc9 y619 w8e h19"><div class="t m0 x5d h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Increases </div></div><div class="c xca y619 w8f h19"><div class="t m0 x6c h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Reductions </div></div><div class="c xb6 y619 w90 h19"><div class="t m0 x18 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Value as of </div><div class="t m0 xc7 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2024</span><span class="fc6 sc0"> </span></div></div><div class="c xc y61a w91 h31"><div class="t m0 x5f h18 y149 ff1 fsa fc0 sc0 ls0 ws0">Revenue from the provision of technical </div><div class="t m0 x5f h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">ass</span><span class="fc6 sc0">is</span><span class="fc6 sc0">tance (</span><span class="fc6 sc0">maintenanc</span><span class="fc6 sc0">e) </span><span class="fc6 sc0">s</span><span class="fc6 sc0">ervices</span><span class="_ _0"></span><span class="fc6 sc0"> </span></div></div><div class="c xc8 y61a w92 h31"><div class="t m0 xc6 h18 y15d ff1 fsa fc0 sc0 ls0 ws0">4 121 </div></div><div class="c xc9 y61a w93 h31"><div class="t m0 xcb h18 y15d ff1 fsa fc0 sc0 ls0 ws0">10 600 </div></div><div class="c xca y61a w94 h31"><div class="t m0 xc6 h18 y15d ff1 fsa fc0 sc0 ls0 ws0">7 538 </div></div><div class="c xb6 y61a w95 h31"><div class="t m0 xc6 h18 y15d ff1 fsa fc0 sc0 ls0 ws0">7 184 </div></div><div class="c xc y61b w91 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Revenue from implementation contracts<span class="_ _0"></span> </div></div><div class="c xc8 y61b w92 h1c"><div class="t m0 xcc h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc9 y61b w93 h1c"><div class="t m0 xcd h18 ybf ff1 fsa fc0 sc0 ls0 ws0">48 </div></div><div class="c xca y61b w94 h1c"><div class="t m0 xcd h18 ybf ff1 fsa fc0 sc0 ls0 ws0">48 </div></div><div class="c xb6 y61b w95 h1c"><div class="t m0 xcc h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y61c w91 h1c"><div class="t m0 xa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xc8 y61c w92 h1c"><div class="t m0 xc6 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">4 121 </div></div><div class="c xc9 y61c w93 h1c"><div class="t m0 xcb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">10 648 </div></div><div class="c xca y61c w94 h1c"><div class="t m0 xc6 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">7 586 </div></div><div class="c xb6 y61c w95 h1c"><div class="t m0 xc6 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">7 184 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h20 y61d ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>23 <span class="_ _0"></span>to 31.12.2023<span class="ff1"> </span></div></div><div class="c x4 y61e w96 h31"><div class="t m0 xcd h15 y15d ff3 fsa fc0 sc0 ls0 ws0">Contract liabilities </div></div><div class="c xc8 y61e w97 h31"><div class="t m0 x18 h15 y149 ff3 fsa fc0 sc0 ls0 ws0">Value as of </div><div class="t m0 xc7 h15 y15c ff3 fsa fc0 sc0 ls0 ws0">01.01.2023 </div></div><div class="c xc9 y61e w97 h31"><div class="t m0 x5d h15 y15d ff3 fsa fc0 sc0 ls0 ws0">Increases </div></div><div class="c xca y61e w98 h31"><div class="t m0 x6c h15 y15d ff3 fsa fc0 sc0 ls0 ws0">Reductions </div></div><div class="c xb6 y61e w99 h31"><div class="t m0 x18 h15 y149 ff3 fsa fc0 sc0 ls0 ws0">Value as of </div><div class="t m0 xc7 h15 y15c ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xc y61f w9a h1d"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Revenue from licensing with the right to <span class="_ _0"></span>use </div></div><div class="c xc8 y61f w9b h1d"><div class="t m0 xcd h18 ybf ff1 fsa fc0 sc0 ls0 ws0">66 </div></div><div class="c xc9 y61f w9b h1d"><div class="t m0 xcc h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xca y61f w9c h1d"><div class="t m0 xcd h18 ybf ff1 fsa fc0 sc0 ls0 ws0">66 </div></div><div class="c xb6 y61f w9d h1d"><div class="t m0 xcc h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y620 w9a h19"><div class="t m0 x5f h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Revenue from the provision of technical </div><div class="t m0 x5f h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">ass</span><span class="fc6 sc0">is</span><span class="fc6 sc0">tance (</span><span class="fc6 sc0">maintenanc</span><span class="fc6 sc0">e) </span><span class="fc6 sc0">s</span><span class="fc6 sc0">ervices</span><span class="_ _0"></span><span class="fc6 sc0"> </span></div></div><div class="c xc8 y620 w9b h19"><div class="t m0 xc6 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">3 219 </div></div><div class="c xc9 y620 w9b h19"><div class="t m0 xc6 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">9 337 </div></div><div class="c xca y620 w9c h19"><div class="t m0 xc6 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">8 435 </div></div><div class="c xb6 y620 w9d h19"><div class="t m0 xc6 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">4 121 </div></div><div class="c xc y7f w9a h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Revenue from implementation contracts<span class="_ _0"></span> </div></div><div class="c xc8 y7f w9b h1c"><div class="t m0 x62 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">370 </div></div><div class="c xc9 y7f w9b h1c"><div class="t m0 x62 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">645 </div></div><div class="c xca y7f w9c h1c"><div class="t m0 xc6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 015 </div></div><div class="c xb6 y7f w9d h1c"><div class="t m0 xcc h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y10b w9a h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Revenue from other services<span class="_ _0"></span> </div></div><div class="c xc8 y10b w9b h1c"><div class="t m0 xcd h18 ybf ff1 fsa fc0 sc0 ls0 ws0">55 </div></div><div class="c xc9 y10b w9b h1c"><div class="t m0 xcc h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xca y10b w9c h1c"><div class="t m0 xcd h18 ybf ff1 fsa fc0 sc0 ls0 ws0">55 </div></div><div class="c xb6 y10b w9d h1c"><div class="t m0 xcc h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y10c w9a h1c"><div class="t m0 xa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xc8 y10c w9b h1c"><div class="t m0 xc6 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3 710 </div></div><div class="c xc9 y10c w9b h1c"><div class="t m0 xc6 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">9 982 </div></div><div class="c xca y10c w9c h1c"><div class="t m0 xc6 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">9 571 </div></div><div class="c xb6 y10c w9d h1c"><div class="t m0 xc6 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">4 121 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y202 ff1 fs0 fc0 sc0 ls0 ws0">Contract liabilities <span class="_ _0"></span>result <span class="_ _0"></span>from <span class="_ _0"></span>the <span class="_ _0"></span>Group&apos;s obligation <span class="_ _0"></span>to <span class="_ _0"></span>provide <span class="_ _0"></span>goods <span class="_ _0"></span>or <span class="_ _0"></span>services to <span class="_ _0"></span>a <span class="_ _0"></span>customer <span class="_ _0"></span>in <span class="_ _0"></span>exchange for </div><div class="t m0 x4 h2 y621 ff1 fs0 fc0 sc0 ls0 ws0">which the Group <span class="_ _0"></span>has received remuneration or the <span class="_ _0"></span>amount of remuneration is due. As <span class="_ _0"></span>of <span class="_ _0"></span>December <span class="ls3">31<span class="_ _0"></span><span class="ls2">, </span></span>2024, the </div><div class="t m0 x4 h2 y622 ff1 fs0 fc0 sc0 ls0 ws0">liabilities amounted to PL<span class="_ _8"></span>N 7,184 thousand (December 31,<span class="_ _5"></span> <span class="_ _0"></span>2023<span class="lsb">: </span>PLN 4,121 thousand). </div><div class="t m0 x4 h2 y623 ff1 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y624 ff3 fs2 fc3 sc0 ls0 ws0">Note 7.1 Trade receivables<span class="_ _0"></span> </div><div class="t m0 x4 h20 y625 ff3 fs0 fc5 sc0 ls0 ws0">Information on estimates </div><div class="t m0 x4 h2 y35a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>Group estimates <span class="_ _5"></span>the amount <span class="_ _5"></span>of impairment <span class="_ _5"></span>losses <span class="_ _5"></span>on trade recei<span class="_ _5"></span>vables in <span class="_ _5"></span>accordance with <span class="_ _5"></span>the requirements <span class="_ _5"></span>of </div><div class="t m0 x4 h2 y626 ff1 fs0 fc0 sc0 ls0 ws0">IFRS <span class="_ _10"></span>9 <span class="_ _15"></span>Financ<span class="_ _5"></span>ial <span class="_ _15"></span>Instruments. <span class="_ _10"></span>The <span class="_ _10"></span>simplified <span class="_ _15"></span>ap<span class="_ _5"></span>proach <span class="_ _15"></span>requires <span class="_ _10"></span>performing <span class="_ _10"></span>statistical <span class="_ _10"></span>analysis, <span class="_ _10"></span>which <span class="_ _15"></span>involves<span class="_ _5"></span> </div><div class="t m0 x4 h2 y627 ff1 fs0 fc0 sc0 ls0 ws0">making certain assumptions a<span class="_ _5"></span>nd applying professional judgment. </div><div class="t m0 x88 h2 y628 ff1 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y629 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x67 y62a w31 h67" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 48 </div></div><div class="c x4 y62b w9e h1c"><div class="t m0 xce h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Trade receivables </div></div><div class="c x3d y62b w9f h1c"><div class="t m0 x1a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y62b w1b h1c"><div class="t m0 x1a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xc y62c w44 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">From other gross units, <span class="_ _0"></span>including: </div></div><div class="c x3d y62c w68 h1c"><div class="t m0 xb3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">11 439 </div></div><div class="c x8b y62c w69 h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">9 992 </div></div><div class="c xc y62d w44 h1d"><div class="t m0 x5f h25 y503 ff4 fsa fc0 sc0 ls0 ws0">- invoiced receivables </div></div><div class="c x3d y62d w68 h1d"><div class="t m0 xb3 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">11 439<span class="ff4"> </span></div></div><div class="c x8b y62d w69 h1d"><div class="t m0 xb h25 y503 ff4 fsa fc0 sc0 ls0 ws0">9 730 </div></div><div class="c xc y62e w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- uninvoiced receivables </div></div><div class="c x3d y62e w68 h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0<span class="ff4"> </span></div></div><div class="c x8b y62e w69 h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">262 </div></div><div class="c xc y62f w44 h2d"><div class="t m0 x5f h15 y503 ff3 fsa fc0 sc0 ls0 ws0">Write-down </div></div><div class="c x3d y62f w68 h2d"><div class="t m0 x64 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">-2 567<span class="ff5"> </span></div></div><div class="c x8b y62f w69 h2d"><div class="t m0 xa1 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">-388<span class="ff5"> </span></div></div><div class="c xc y630 w44 h1c"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x3d y630 w68 h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">8 872 </div></div><div class="c x8b y630 w69 h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">9 604 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y631 ff3 fs2 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y632 ff3 fs2 fc3 sc0 ls0 ws0">Note 7.2 Allowance for expected credi<span class="_ _0"></span>t losses on trade receivab<span class="_ _0"></span>les </div><div class="t m0 x4 h20 y633 ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>24 <span class="_ _0"></span>to 31.12.2024<span class="ff1"> </span></div></div><div class="c x4 y634 wa0 h32"><div class="t m0 x5d h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Allowances for trade </div><div class="t m0 xcf h15 ybc ff3 fsa fc0 sc0 ls0 ws0">receivables </div></div><div class="c x10 y634 wa1 h32"><div class="t m0 x18 h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Value as of </div><div class="t m0 xc7 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">01.01.2024 </div></div><div class="c xd0 y634 wa2 h32"><div class="t m0 x5d h15 y164 ff3 fsa fc0 sc0 ls0 ws0">Increases </div></div><div class="c x16 y634 wa2 h32"><div class="t m0 x18 h15 y164 ff3 fsa fc0 sc0 ls0 ws0">Reductions </div></div><div class="c xd1 y634 wa3 h32"><div class="t m0 x4f h15 y163 ff3 fsa fc0 sc0 ls0 ws0">Other </div><div class="t m0 x31 h15 y142 ff3 fsa fc0 sc0 ls0 ws0">(differences </div><div class="t m0 x6e h15 ybc ff3 fsa fc0 sc0 ls0 ws0">from </div><div class="t m0 x31 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">trans</span><span class="fc6 sc0">lati</span><span class="fc6 sc0">on)</span><span class="fc6 sc0"> </span></div></div><div class="c xd2 y634 wa2 h32"><div class="t m0 x18 h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Value as of </div><div class="t m0 xc7 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xc y635 wa4 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">From other entities </div></div><div class="c x41 y635 wa5 h1c"><div class="t m0 x62 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">388 </div></div><div class="c xd0 y635 w97 h1c"><div class="t m0 x56 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2 321 </div></div><div class="c xd3 y635 w97 h1c"><div class="t m0 xd4 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-584 </div></div><div class="c xd1 y635 w98 h1c"><div class="t m0 x2a h18 ybf ff1 fsa fc0 sc0 ls0 ws0">443 </div></div><div class="c xd2 y635 w99 h1c"><div class="t m0 x56 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2 567 </div></div><div class="c xc y636 wa4 h1c"><div class="t m0 x29 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x41 y636 wa5 h1c"><div class="t m0 x62 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">388 </div></div><div class="c xd0 y636 w97 h1c"><div class="t m0 x56 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2 321 </div></div><div class="c xd3 y636 w97 h1c"><div class="t m0 xd4 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-584 </div></div><div class="c xd1 y636 w98 h1c"><div class="t m0 x2a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">443 </div></div><div class="c xd2 y636 w99 h1c"><div class="t m0 x56 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2 567 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y637 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y638 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _15"></span>2024, <span class="_ _15"></span>the <span class="_ _10"></span>Group <span class="_ _15"></span>created <span class="_ _15"></span>allowances <span class="_ _15"></span>f<span class="_ _5"></span>or <span class="_ _15"></span>trade <span class="_ _15"></span>receivables <span class="_ _15"></span>for <span class="_ _15"></span>a <span class="_ _10"></span>total <span class="_ _15"></span>of <span class="_ _15"></span>PLN <span class="_ _15"></span>2,321 <span class="_ _15"></span>thousand. <span class="_ _15"></span>In <span class="_ _10"></span>addition <span class="_ _15"></span>to </div><div class="t m0 x4 h2 y639 ff1 fs0 fc0 sc0 ls0 ws0">making <span class="_ _13"></span>write-downs <span class="_ _15"></span>using <span class="_ _13"></span>the <span class="_ _13"></span>provision <span class="_ _13"></span>matrix, <span class="_ _13"></span>for <span class="_ _13"></span>one <span class="_ _13"></span>of <span class="_ _13"></span>the <span class="_ _13"></span>receivables, <span class="_ _15"></span>the <span class="_ _13"></span>Management <span class="_ _13"></span>Board <span class="_ _13"></span>made <span class="_ _13"></span>an </div><div class="t m0 x4 h2 y1a3 ff1 fs0 fc0 sc0 ls0 ws0">individual credi<span class="_ _8"></span>t risk assessm<span class="_ _5"></span>ent. In the course <span class="_ _5"></span>of<span class="_ _0"></span> its <span class="_ _5"></span>determination, it was <span class="_ _5"></span>assumed that the ex<span class="_ _8"></span>pected credit <span class="_ _5"></span>losses </div><div class="t m0 x4 h2 y416 ff1 fs0 fc0 sc0 ls0 ws0">corresponded <span class="_ _10"></span>to <span class="_ _10"></span>100% <span class="_ _15"></span>of <span class="_ _10"></span>its <span class="_ _10"></span>value, <span class="_ _10"></span>which <span class="_ _15"></span>noticeably <span class="_ _10"></span>increased <span class="_ _10"></span>the <span class="_ _10"></span>allowances <span class="_ _10"></span>in <span class="_ _15"></span>the <span class="_ _0"></span>period <span class="_ _15"></span>under <span class="_ _10"></span>review. <span class="_ _10"></span>The </div><div class="t m0 x4 h2 y63a ff1 fs0 fc0 sc0 ls0 ws0">differences <span class="_ _0"></span>from <span class="_ _0"></span>the <span class="_ _10"></span>translation <span class="_ _0"></span>are <span class="_ _0"></span>due <span class="_ _0"></span>to <span class="_ _10"></span>the <span class="_ _0"></span>inclusion <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>Group&apos;s <span class="_ _10"></span>exercise <span class="_ _0"></span>of <span class="_ _0"></span>its <span class="_ _10"></span>right <span class="_ _0"></span>to <span class="_ _0"></span>bad <span class="_ _10"></span>debt <span class="_ _0"></span>relief <span class="_ _0"></span>for </div><div class="t m0 x4 h2 y63b ff1 fs0 fc0 sc0 ls0 ws0">VAT (an operation that does <span class="_ _8"></span>not affect the financial res<span class="_ _8"></span>ult). </div><div class="t m0 x4 h20 y63c ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>23 <span class="_ _0"></span>to 31.12.2023<span class="ff1"> </span></div></div><div class="c x4 y63d wa0 h32"><div class="t m0 x5d h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Allowances for trade </div><div class="t m0 xcf h15 ybc ff3 fsa fc0 sc0 ls0 ws0">receivables </div></div><div class="c x10 y63d wa6 h32"><div class="t m0 x18 h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Value as of </div><div class="t m0 xc7 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">01.01.2023 </div></div><div class="c xd0 y63d wa7 h32"><div class="t m0 x5d h15 y164 ff3 fsa fc0 sc0 ls0 ws0">Increases </div></div><div class="c x16 y63d wa7 h32"><div class="t m0 x18 h15 y164 ff3 fsa fc0 sc0 ls0 ws0">Reductions </div></div><div class="c xd1 y63d wa6 h32"><div class="t m0 x4f h15 y163 ff3 fsa fc0 sc0 ls0 ws0">Other </div><div class="t m0 x31 h15 y142 ff3 fsa fc0 sc0 ls0 ws0">(differences </div><div class="t m0 x6e h15 ybc ff3 fsa fc0 sc0 ls0 ws0">from </div><div class="t m0 x31 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">trans</span><span class="fc6 sc0">lati</span><span class="fc6 sc0">on)</span><span class="fc6 sc0"> </span></div></div><div class="c xd2 y63d wa8 h32"><div class="t m0 x18 h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Value as of </div><div class="t m0 xc7 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xc y2b1 wa4 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">From other entities </div></div><div class="c x41 y2b1 wa9 h1c"><div class="t m0 x56 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 029 </div></div><div class="c xd0 y2b1 w8e h1c"><div class="t m0 x62 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">344 </div></div><div class="c x16 y2b1 w8e h1c"><div class="t m0 x62 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">984 </div></div><div class="c xd1 y2b1 wa9 h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd2 y2b1 w90 h1c"><div class="t m0 x62 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">388 </div></div><div class="c xc y63e wa4 h1c"><div class="t m0 x29 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x41 y63e wa9 h1c"><div class="t m0 x56 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 029 </div></div><div class="c xd0 y63e w8e h1c"><div class="t m0 x62 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">344 </div></div><div class="c x16 y63e w8e h1c"><div class="t m0 x62 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">984 </div></div><div class="c xd1 y63e wa9 h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd2 y63e w90 h1c"><div class="t m0 x62 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">388 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y10a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y63f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y640 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y641 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span><span class="ff3 fs2 fc3"> </span></div></div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi x67 y642 w31 h68" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 49 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note 7.3 Age structure of trade receivables<span class="_ _0"></span> </div></div><div class="c xc y567 w44 h1c"><div class="t m0 xce h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Trade receivables </div></div><div class="c x8a y567 wd h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y567 we h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xc y568 w44 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Undetermined </div></div><div class="c x8a y568 wd h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">7 868 </div></div><div class="c x8b y568 we h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">6 256 </div></div><div class="c xc y569 w44 h1a"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Overdue<span class="ls1">, </span>including: </div></div><div class="c x8a y569 wd h1a"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3 572 </div></div><div class="c x8b y569 we h1a"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3 736 </div></div><div class="c xc y643 w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- up to 90 days </div></div><div class="c x8a y643 wd h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 235<span class="ff4"> </span></div></div><div class="c x8b y643 we h1c"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">3 547 </div></div><div class="c xc y644 w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- 90 - 180 days </div></div><div class="c x8a y644 wd h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">9<span class="ff4"> </span></div></div><div class="c x8b y644 we h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">189 </div></div><div class="c xc y645 w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- 180 - 360 days </div></div><div class="c x8a y645 wd h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0<span class="ff4"> </span></div></div><div class="c x8b y645 we h1c"><div class="t m0 x8c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y646 w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- over 360 days </div></div><div class="c x8a y646 wd h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2 328<span class="ff4"> </span></div></div><div class="c x8b y646 we h1c"><div class="t m0 x8c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y647 w44 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Impairment losses on receivables<span class="_ _0"></span> </div></div><div class="c x8a y647 wd h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-2 567 </div></div><div class="c x8b y647 we h1c"><div class="t m0 xa1 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-388 </div></div><div class="c xc y648 w44 h1c"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x8a y648 wd h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">8 872 </div></div><div class="c x8b y648 we h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">9 604 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y649 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y64a ff3 fs2 fc3 sc0 ls0 ws0">Note 7.4 Maturity structure of trade receivab<span class="_ _0"></span>les </div></div><div class="c xc y64b w44 h1c"><div class="t m0 xce h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Trade receivables </div></div><div class="c x8a y64b wd h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y64b we h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xc y64c w44 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Outstanding, due on time: </div></div><div class="c x8a y64c wd h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">7 868 </div></div><div class="c x8b y64c we h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">6 256 </div></div><div class="c xc y64d w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- up to 30 days </div></div><div class="c x8a y64d wd h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">6 369<span class="ff4"> </span></div></div><div class="c x8b y64d we h1c"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 836 </div></div><div class="c xc y64e w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- 31 - 90 days </div></div><div class="c x8a y64e wd h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 499<span class="ff4"> </span></div></div><div class="c x8b y64e we h1c"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">3 421 </div></div><div class="c xc y546 w44 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Overdue </div></div><div class="c x8a y546 wd h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3 572 </div></div><div class="c x8b y546 we h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3 736 </div></div><div class="c xc y64f w44 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Impairment losses on receivables<span class="_ _0"></span> </div></div><div class="c x8a y64f wd h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-2 567 </div></div><div class="c x8b y64f we h1c"><div class="t m0 xa1 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-388 </div></div><div class="c xc y54a w44 h1c"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x8a y54a wd h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">8 872 </div></div><div class="c x8b y54a we h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">9 604 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y650 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y651 ff3 fs2 fc3 sc0 ls0 ws0">Note 7.5 Currency structure of <span class="_ _0"></span>trade receivables </div></div><div class="c xc y652 w44 h1c"><div class="t m0 xce h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Trade receivables </div></div><div class="c x8a y652 wd h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y652 we h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xc y285 w44 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Nominated in PLN<span class="ls0"> </span></div></div><div class="c x8a y285 wd h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 004 </div></div><div class="c x8b y285 we h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">3 865 </div></div><div class="c xc y653 w44 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Nominated in USD<span class="ls0"> </span></div></div><div class="c x8a y653 wd h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">5 413 </div></div><div class="c x8b y653 we h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4 904 </div></div><div class="c xc y654 w44 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Nominated in EUR<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c x8a y654 wd h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x8b y654 we h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">835 </div></div><div class="c xc y655 w44 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Nominated in CAD<span class="ls0"> </span></div></div><div class="c x8a y655 wd h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">918 </div></div><div class="c x8b y655 we h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y656 w44 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Nominated in GBP<span class="ls0"> </span></div></div><div class="c x8a y656 wd h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 537 </div></div><div class="c x8b y656 we h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xc y657 w44 h1c"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x8a y657 wd h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">8 872 </div></div><div class="c x8b y657 we h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">9 604 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y658 ff3 fs2 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y659 ff3 fs2 fc3 sc0 ls0 ws0">Note 8.1 Other receivables<span class="_ _0"></span> (short-term) </div><div class="t m0 x4 h20 y18e ff3 fs0 fc5 sc0 ls0 ws0">Information on estimates </div><div class="t m0 x4 h2 y65a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _15"></span>Group <span class="_ _15"></span>estimates <span class="_ _15"></span>the <span class="_ _15"></span>amount <span class="_ _15"></span>of <span class="_ _15"></span>impairment <span class="_ _15"></span>losses <span class="_ _15"></span>on <span class="_ _15"></span>other <span class="_ _15"></span>short-term <span class="_ _15"></span>receivables <span class="_ _15"></span>in <span class="_ _15"></span>accordance<span class="_ _5"></span> <span class="_ _13"></span>with <span class="_ _15"></span>the </div><div class="t m0 x4 h2 y65b ff1 fs0 fc0 sc0 ls0 ws0">requirements <span class="_ _15"></span>of <span class="_ _13"></span>IFRS <span class="_ _15"></span>9 <span class="_ _13"></span>Financial <span class="_ _15"></span>Instruments. <span class="_ _13"></span>In <span class="_ _15"></span>a <span class="_ _13"></span>simplified <span class="_ _15"></span>approach, <span class="_ _13"></span>this <span class="_ _15"></span>requires <span class="_ _13"></span>performing <span class="_ _15"></span>a <span class="_ _14"></span>statistical </div><div class="t m0 x4 h2 y65c ff1 fs0 fc0 sc0 ls0 ws0">analysis, which involves ma<span class="_ _5"></span>king certain assumptions and applying profes<span class="_ _5"></span>sional judgment. </div><div class="t m0 x88 h2 y65d ff1 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y65e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y65f ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x67 y660 w31 h69" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 50 </div></div><div class="c xc y661 waa h1d"><div class="t m0 x79 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">Other receivables (s<span class="_ _0"></span>hort-term) </div></div><div class="c x3d y661 wab h1d"><div class="t m0 xbd h15 y503 ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xd5 y661 wac h1d"><div class="t m0 xbd h15 y503 ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xc y662 waa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Advances on deliveries </div></div><div class="c x3d y662 wab h1c"><div class="t m0 xd6 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">75 </div></div><div class="c xd5 y662 wac h1c"><div class="t m0 x4 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">56 </div></div><div class="c xd6 y663 waa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">On account of taxes and other pu<span class="_ _0"></span>blic and legal benefits<span class="_ _0"></span> </div></div><div class="c x3d y663 wab h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">920 </div></div><div class="c xd5 y663 wac h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 358 </div></div><div class="c xd6 y664 waa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Other receivables, including:<span class="_ _0"></span> </div></div><div class="c x3d y664 wab h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">197 </div></div><div class="c xd5 y664 wac h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">352 </div></div><div class="c xd6 y242 waa h1a"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- bonds </div></div><div class="c x3d y242 wab h1a"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">166<span class="ff4"> </span></div></div><div class="c xd5 y242 wac h1a"><div class="t m0 x8c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">3 </div></div><div class="c xd6 y665 waa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- subsidies </div></div><div class="c x3d y665 wab h1c"><div class="t m0 x8c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd5 y665 wac h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">345 </div></div><div class="c xd6 y666 waa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- others </div></div><div class="c x3d y666 wab h1c"><div class="t m0 xd6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">31<span class="ff4"> </span></div></div><div class="c xd5 y666 wac h1c"><div class="t m0 x8c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">4 </div></div><div class="c xd6 y667 waa h1c"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x3d y667 wab h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 192 </div></div><div class="c xd5 y667 wac h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 766 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y3af ff1 fs0 fc0 sc0 ls0 ws0">The item of receivables for taxes and other public and legal benefits is the excess<span class="_ _8"></span> of input VAT over output VAT </div><div class="t m0 x4 h2 y668 ff1 fs0 fc0 sc0 ls0 ws0">at DataWalk <span class="_ _0"></span>S.A. <span class="_ _0"></span>This <span class="_ _0"></span>is due <span class="_ _0"></span>to <span class="_ _0"></span>operating expenses <span class="_ _0"></span>resulting <span class="_ _0"></span>from business <span class="_ _0"></span>development and <span class="_ _0"></span>the <span class="_ _0"></span>sales structure, </div><div class="t m0 x4 h2 y669 ff1 fs0 fc0 sc0 ls0 ws0">where sales to foreign entit<span class="_ _5"></span>ies<span class="_ _0"></span> predominate. . </div><div class="t m0 x4 h2 y66a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y66b ff3 fs2 fc3 sc0 ls0 ws0">Note 8.<span class="ls1">2 </span>Allowance for expected credit loss<span class="_ _0"></span>es on other receivables<span class="_ _0"></span> financials </div><div class="t m0 x4 h2 y66c ff1 fs0 fc0 sc0 ls0 ws0">The Group did not create allo<span class="_ _8"></span>wances for other short-term receivables.<span class="_ _5"></span> </div><div class="t m0 x4 h2 y66d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y66e ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">9 </span>Financial assets (short-term)<span class="_ _0"></span> </div></div><div class="c xd6 y66f waa h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Financial assets (short-term) </div></div><div class="c x3d y66f wab h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xd5 y66f wac h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y670 waa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">In other units: </div></div><div class="c x3d y670 wab h1c"><div class="t m0 xd6 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">93 </div></div><div class="c xd5 y670 wac h1c"><div class="t m0 x4 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">94 </div></div><div class="c xd6 y671 waa h1d"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- bank deposits over 3 months </div></div><div class="c x3d y671 wab h1d"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">93 </div></div><div class="c xd5 y671 wac h1d"><div class="t m0 x4 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">94 </div></div><div class="c xd6 y672 waa h1a"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x3d y672 wab h1a"><div class="t m0 xd6 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">93 </div></div><div class="c xd5 y672 wac h1a"><div class="t m0 x4 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">94 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y53d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y673 ff1 fs0 fc0 sc0 ls0 ws0">As of December <span class="_ _5"></span>31, 2024 as well as Decem<span class="_ _8"></span>ber 31, 2023. T<span class="_ _5"></span>he Group classified as short<span class="_ _5"></span>-<span class="_ _0"></span>term financial a<span class="_ _5"></span>ssets bank </div><div class="t m0 x4 h2 y674 ff1 fs0 fc0 sc0 ls0 ws0">deposits (including interest <span class="_ _0"></span>accrued as of <span class="_ _0"></span>the balance sheet <span class="_ _0"></span>date), <span class="_ _0"></span>which had <span class="_ _0"></span>a maturity of <span class="_ _0"></span>more than 3 <span class="_ _0"></span>months as </div><div class="t m0 x4 h20 y4ec ff1 fs0 fc0 sc0 ls0 ws0">of the balance sheet date.<span class="ff3 fc3"> </span></div><div class="t m0 x4 h7 y675 ff3 fs2 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y676 ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">10 </span>Accruals (long-term and sh<span class="_ _0"></span>ort-term) </div><div class="t m0 x4 h2 y677 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y678 waa h1d"><div class="t m0 x26 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Accruals (non-current) </div></div><div class="c x3d y678 wab h1d"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xd5 y678 wac h1d"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y376 waa h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Subscriptions and license fees<span class="_ _0"></span> </div></div><div class="c x3d y376 wab h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd5 y376 wac h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">154 </div></div><div class="c xd6 y679 waa h1c"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total<span class="ffb fs4"> </span></div></div><div class="c x3d y679 wab h1c"><div class="t m0 x8c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd5 y679 wac h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">154 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h20 y67a ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y67b waa h1c"><div class="t m0 xb2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Accruals (short-term) </div></div><div class="c x3d y67b wab h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xd5 y67b wac h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y265 waa h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Subscriptions and license fees<span class="_ _0"></span> </div></div><div class="c x3d y265 wab h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">827 </div></div><div class="c xd5 y265 wac h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 444 </div></div><div class="c xd6 y583 waa h1d"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Policies and insurance </div></div><div class="c x3d y583 wab h1d"><div class="t m0 xd6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">50 </div></div><div class="c xd5 y583 wac h1d"><div class="t m0 x4 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">47 </div></div><div class="c xd6 y67c waa h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Rents </div></div><div class="c x3d y67c wab h1c"><div class="t m0 xd6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">46 </div></div><div class="c xd5 y67c wac h1c"><div class="t m0 x4 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">11 </div></div><div class="c xd6 y67d waa h2d"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Other<span class="ls0"> </span></div></div><div class="c x3d y67d wab h2d"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">176 </div></div><div class="c xd5 y67d wac h2d"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">253 </div></div><div class="c xd6 y67e waa h1c"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x3d y67e wab h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 099 </div></div><div class="c xd5 y67e wac h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 755 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y67f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y680 ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _0"></span>of <span class="_ _0"></span>December <span class="_ _0"></span>31, <span class="_ _0"></span>2024, <span class="_ _0"></span>the <span class="_ _0"></span>value <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>item <span class="_ _0"></span>&quot;Subscriptions <span class="_ _0"></span>and <span class="_ _0"></span>license <span class="_ _0"></span>fees&quot; <span class="_ _0"></span>in <span class="_ _0"></span>short<span class="_ _0"></span>-term <span class="_ _0"></span>accruals <span class="_ _0"></span>is <span class="_ _0"></span>due <span class="_ _0"></span>in </div><div class="t m0 x4 h2 y681 ff1 fs0 fc0 sc0 ls0 ws0">particular <span class="_ _10"></span>to <span class="_ _10"></span>the <span class="_ _10"></span>Group&apos;s <span class="_ _10"></span>conclusion <span class="_ _10"></span>in <span class="_ _10"></span>July <span class="_ _10"></span>2024 <span class="_ _10"></span>of <span class="_ _15"></span>a <span class="_ _0"></span>new <span class="_ _15"></span>ag<span class="_ _5"></span>reement <span class="_ _15"></span>for<span class="_ _5"></span> <span class="_ _15"></span>the <span class="_ _0"></span>purchase <span class="_ _10"></span>of <span class="_ _15"></span>specialized<span class="_ _5"></span> <span class="_ _15"></span>databases<span class="_ _5"></span> </div></div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi x67 y682 w31 h6a" alt="" 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ExU9oKqEqgaw2CoKEIkS8wGSodNTJRYIU1uRAR1UCUoU1DUXkVhDFm7/00JoKqlFyI2TN5LYm2W2eYpfsKvFR//2wuh7YjS0tLS0tLS8hvKPyF2IiLD4TCEMDs72zzSxL43Njb+7u/+7vTp06fPPkVp/hf/7v/6zne+s7q2ur2zs7c3LMsy6+TO2d3doTR7A4M3xGwNOefSLM+zPLH9mV5/drYzN/fa17/+la9+8+HO/PffvPmjH723fOJUWdVbm9sSowoMm6WFASGEanLp4pmvf+XZ33njhdPH0c3AopYkoWCpAiqoJwrQDpAoWVWKIC9MbJQ5AnWkoADgawBIEyQMS2g6gJAIRYEASqpsEjLJZyyR976JneCg1N34tKrWdX0YRAFQVVWToW9uXZqVbGLfRxccBxX0uq7rum4S9o3BB5UIZWMOwukUolS1Z8PWGGs4SlQFMzX9A5lBBIlS+0hEzGQNEXEElYq6Vig6KRkiVoWoY9imVwxpo8LRR6iSS0W5FkzraCwbxwJEVVVYAyJShQiIQKQQJRAJytIzc5ZYZ8C837WRDieU6scGH/FvZEv1lpaWlpaWlhb8UyvfhyHm5pGm1eB0OrXWbm9v7w4na5uT7/7199/+0TtVXfvgQ/CQSM4Ym1BkxABDWZYfW1hYXFxAYtlaZpJyCpVib+fOvdupw+Lc3ODk1y+cmx9undjd26vrCbgkNkzWGqeJreswKqtbK2uz8/3TT53s9npJ6jIDCYgEZwlgKKmokFVOFaxEERSJfUQUYoMaiI007wcsoEAtCBUcI2FOE6YICfA1ElHWz7VKItJUvpv9lA3NZsrDXIq19nB3ZrOkzaoeTargSM+Twx2czcllWUYQubQsAzPS1CoQVUPkxFpio01jcgIR6lpUkaYEkABRlJmYCMTea60aHBV1gEiepGA0nUlAEI0ShY6WoZlBpEoKZUPEEJVJGcmysab2MAxjoIQYIUqZJcMANR0GKTZp8iOifaS+3bY8aWlpaWlpaWnl+wjNXsAsy6y1McayLJtWg6PRKITw8ssv//mf//l/+A/f/eij4c7OTu19f3YesfB+QtGHKRBUC7BS0s0W5469/rXXX3nlpWkxrapCIPMLc2majEZ7f/VXf/XOm29efe/Kf/yf/dtzl1759rde+l//9z/bHe51erNsU+s6xqQ1wqgqdqfTMlSDB2tnPlo5fuJsv2eTrMlGkCoBTEoQeGMFDsoCCBBUt4vgRbIEQpDHg9LJB7Cqr7E3RO5oJudBly0TmEoBq1j5jCU6bCnYfFjXddMcsDHsw4Q3gCRJQgje+6aenaaptbYpb6dpioMJO80FmyzKYZ9B7/329nZQTnpzw70iTcyxpT4ICgMyTUTcBykrUVHndDIRgKx1zKzKCjYGxqgohqNqGoS6dmt7D0F6+QKRaUxYACh8jAYwTE3rxKZnoZKSQWo4EqZVWN0Yu8yk3bQq0c1Nv2tBmFZhWsSZTBMLQ5Q2/V6a4T26P7+HDw7pY5VvakW8paWlpaWl5Qsv38yc53nT867xb+99lmWzs7MrKyt/+qd/euPGjY1H49Gwa2nBpagnAphu0k0TU4e6nlSJmz9x4tjlF579oz/6gxdefPr4ibngg6goCZE1hkXkjdfe+OEPf/APP/jBD/7mz/f2Nr701W8MBigD2IXSj33tldLaA8SDpaVQTreGow+uf3T8eK+XJf3TKYFUEGoxZr/htIADCEARUAu84C//+ntXb95RomkZai+qsC4xbJoYDQQkfHx+9szy0oWnTp85tbg038s6IMZn5nOaqvahfDfNAZuC93A4HA6HTTncGHP8+HHnnKo29zCHtzfN2ja+fnS8ZVNQDyFsbW3duXPnZz/72eZOwfmSCJ555sLv/e63uj1YizQDMza3RteuPbhz997W1pavqxD12NKxr3zllbNnF3q9jg9gg6qIO9vl3/4//3D9o9vpfL+YFnODwbfeeP3U8tKgmyP4TmZTQwCTYRCC98Yatk5BIWolCsOTKt5b2fz3/+FvR+MxWSswb3zjlW++8WqMePud9/7hH96spmMJ1dxg5j//k3/z9FMn89Q0w46a+52mEwphv1fhkXU07duypaWlpaWlpZXvx9NhmnREk2AejUb37t37/ve/PxwOgZmy6GVpzzCX9djaNHFONbLauf78y6+8dOnS2Rdfuvi7v/fbx47NJSkbgygqoqCm0EvPnHum3+l18+47H90G9lYeXHn+uTMzq9u37j5SuKgIisJLkuR5pweSSVneunv/3NnjZ090L57KDAGqIUQGYBlkgpJXIiAQAhCBq7fu/ODH7yon4zL4oCCbpTmByqLQEJzhmSyd78/cvb/+0Z31Zy+euXTh1Lmnji104Nxnr1KzPk25utFoESmK4u7duzdv3iyKQlV7vd7Xv/71paUlY8zHciaHOe/DYM9hU8LGxauq2tzcvHr16t0HO+IWCQQ1X/3qbxlrspRFoBY7u+P337/1/gfvr66uheBjiGefOjs/f6Lf77gkr0pYCxWESLdv3//x2++YflckPnXm1Msvvbi0KLrf26SZcamK/bQJEROxF62DeFHDFBWjSfnhlWur6xsCisqnzxx7A68qsLK69uOfvFNMJhr98vGFf/2HRRR4L9bsp1j44LtrNmceTLPfX4W22UlLS0tLS0vLb758Kx77z6fJjwKwzgbvp9MizdI0SQHcuXPn/fffr2sfYlSJQUyIDmAfybmcye2Otrp5dunCS//9f/s/vPTS8sIiWYeqRj3Vbg91JVWlMwM2hqKgruOXXvzSq19+ZaWe/C9/8Rd/+Vff+e/+7f949ebKB9f/TF2fKCVVgURVJU3zvBoPV1bX7t9/sHlxNuiiIQAIXq0lVlYyXlGLWkNkYQ2MovT1qKhtlgo7kznnOnme+7qeDMcsaoxJ8t7etNzauvWTd9555tq5L3/ppW//zm+7s1l37smxMKofW6mmqUmIkY1pdkYCqOpqa2vr3ffe+/vv/v2DBw+I6OzZs6dOn+7N9DqdTpRo1OzX1A+S3Y18K1SiiEiUaIxNnAOQ53mWZTGGyXTqMal9vbU9nE6qNEljIO/R6WBvOPnoozu3bt3Z3NxM03QymbBxq6vrZ88ud7taFJrnlCRm0O9YY6dFVVSFMXzi+LE0y/LMZimrzQxDNIQY2ZAlNtYQk6jWPtZeIppMvHEJT8tqbzSJotM6TCYTIliLEOrJtEyTNHX53OxcfyZhwriQmZyZoUTSyLYqkzzec0n0y3/9WlpaWlpaWlp+s+RbDqTn0zO31BQphU3McxtVxmVRe3zn7976s3/397u7TPYEpzn8WFwthhyXMBNK7Mk5+6//4Jt//Ed/+MwL6cx8bTIGR2fAQjBkcyAhNYjEYohyo4RImHfud1/98kI2s7e2VQzLZy68cP3eVumtTWfUhKC2rOGgEDDw8N79G1dnLp899tSJ7kxmkXY9qQCWtBtDTgVMZwqMFDseZXas7p4uYIq97cUZ++XnL/B0R0ZTz8oihEppewjaJuPd4rVx9+GN+JPqwX/z++YP521Kc6IdUWeZirqsY5VkUagSREZq0CGTR8ORzVTDJOwSw1imxf4Op9d2MdHTFr4jbmRoakqi0uc7yo4RLGYqsiVzBAdUFaYpXCVhUlf9ZJAZUwES1fW7Fy6fTAejXdGHxZdmez52zsGxNZOOU8qoRmezxJVNPHKXJnMXJ4aTmZ3Qj/c233+5TtJ00u2kNl14uKXf/cmDn29lw/TCjN3pZGZhcenk8qxLk2kNCDSBM0DGFY8r8mocowvYioymTBwLKmrD0UWPno/nNc4Q74Jm4/7vkkDVYSZF5uJ8nFqj2s89I5A6Q5n3iEpsCCxep3UsmLuWc8dJQmzb92VLS0tLS0vLb7Z8H/7Vn/BpnSeoSURERWQGJybUMppMH6xs/fzdq+9fua21TUzXUmqSkdDEQ8AhSDSuc+nSpTd++6Xf/tZLSWqsiUqBWE0zyxxsDJFjQAWqYGZSACoZ06XTp3p5/2cf3u1mnYtPX3qweaWcKNkuuIqKOkBVOIKUdnZ2Hj58tLKyc3wu6XWcGKckqmCQ05IgAq0BEZpEBNfVbDZGwEznBnNfefHZTrWRFHOuOsGhruuwV+jDCd/ake2HxU7IVjfj1b311y+WL5/Jluc7QCZKUdgrBSImCMcIr0qsGYFhWImiyhRKUAOqiXaj3a6yoH1H0wKJJJk3WmpFTpQ1aIyiVTS1GgVqoCREQkWYECAmiMlIg4e1yezCrMs1uGwaL2Zmd2MkV67fSJ/t9fNOnrrK69jr6jjuaJ8H88ePLfm9KyXff7S7MpocjyHr5DORe7uFfnh/41GVhfx4ZmOec7fbm+nnYFt5OINJJUziUlEqBSXTDEERKYBgoFZq1FXUCnXUlDBPfMywg8nlIEfCRKSJ+DRUSfTEisxpDMIkACRCQWqZWIOEkipDnUgEtq59U7a0tLS0tPwL8/Dhw9Fo1K7D/5/y/XkQEeL98jgz743GP/7x22vr68RGrQ0i8CFxWV1P68oDEaFaGPRfffW15ROnReBsouLrOqSpJaYD1afHc1we96FTEW8NDfozp0+dNDOS7MqJO9ths6iQEHuNKgIfxYgaIIhMiunW9lbt50U1RLEsYBUFIzb3Dk3WuBmfbhnW2O7C3NnzZ1/90vPPLNJSqk6UiqKaltuTcGc7/Oja2kffeasMNqoUw53b19Y/WOh0XruUJ0zKdYR1eTfJgKDII3yhUgWrAuugBJDt2kWQlLV/uLU5miKxc1J3iIzltJcP2OSVhA7PO86geelNVSNEuAyJyQzSCMqdOoPdPYoGWQ91TUGJlZlnZgb2+MJStb155eqV/237p/3/6veOzV/udDIFi0oI9aSQYwsnvvHNr/38Bw9Ga8U4q3aH091hQaaLXALIWpukad7Jc5tZJ83kGx8hgm6Ozc0wLeq5pcqmwRhYTlVslP2tkQIEaFFX46JQIElSa7qFJE1+XQCwZZvUQbyvR5MiQsAMJMZaKItCACIwg8DOuIwzhWW07b1bWlpaWlr+v+DkyZPtIvw6yTd9SvF7v883mJgAilG2Nre+9w/fe/hg1drUph1fxVgFkzs2qVWKoer2O2fPXfja1984d/5CkuRMVkgNgcDYj/cSgwTcTHRvGl40/mWZ2DkBL87NBauTWDFzXdeFcBRlY61LUUdSayklE8qqfrS5VdVPNR27rWHLakiJiaBAYBgL4wgcKq2nUTlnmcmxvMjdzFrW1ChBjLWmx2ZO18tqJk+qmAKuDL6ouCic5Y73brgb1lanm9tr65t37z+4Fqk0FmKcxI61g9nZpf7sYGFpcO7cie5MNhpX3//BhzdubIgOOp0lS5PRaO9/+p//ytm9bif81//lf3FqeW48ie/94s7tu5vrj3Z3Jpu1TuEiHFySpmnP8NzxuRMXTp989un+4qxjHXz7W388Mrv/xw/Xu0aJeTiaWtdN835Qe/ve+u07K5Wv+v3+mdP9Zy/ZD39STybFKK3BvTRfStK5aLIQi73xpCin0+neWvHw1Veee+r8hWFhpMaj1d3rVz4c7g6LaifSg85M5RyqaWJpqdc9der0haWTs/PHs/4gTa1Js45LczJWVGl/qyiigowzLvM1Ry9FEHIKR56YwGtr2zevP7z24d3NrUdehvOLdOzkzMkzi6dOXp6fXc7ytA18t7S0tLS0tHxB5Fsfb3Wjgwee9G8AUFbA135zc+vdn7+7ubFr2KVZR+pp8HWwYm3Czqpg+eTZl15+9fnnnzt+/FjimAlEthnqfhArJxDRwcTDg756IMASjCWQm+tzSehOGKpV7YuAIOyMYeckOkJibASVRVVv7Wx77wkwRJbJGmFVEAgCjQy2hIRhENQX3kvq2FKYyWCgEgQsqmIMOllKPT6+2F0c9KrCVl6J49bOdG3dhujGI717d3L92sZHd27dvPPejds/Zeez3BnXkdhl7s8Olo+dWDpz/kSg9Njy/GRSv/feg7v39soq77i+sBmNpj/80fWqXFlaMIJsD+YAACAASURBVP/JH/wbY8vbH63+4EdXb916tPpo7+HGg1LHphM4UbaJtd1B5+Spxb1HT8ni7NNz/YHlzksvfuPa+t36764N+mTJll4iEqUsAJvb482doSC6hPsDPrFMaaq1j+NJUPRcsuDcQDnzYbS1vTudjup6IpPh8eX58xfORbVr68MP3rvzd3/7TlXuCHbKcMemYzbiq5TisV7n/LOX/dkLS+eemX3h+ePiNEQRUBBBDIKoIvu/NWzJZQEmgAJZWPKEspLJZHL15oMfv/XBz96+urHxEDx6+lLvhXhmMJeLr1nEtLstW1paWlpaWr4w8v0ZMPN+nw9gOi22N3cera5PJ9Fls02gQwV+6l0/dakLPr700qv/6vf+o+PH+nlG5iCsQvt19cf2zUdy5kcazkWGOtJOanuBO1kFldr7yiMiZZAHg4wxjlkgvqrr4XDovQfAtB8vAQS630aaAcfoOKQsLLWfFpWlajr1HkKACmKpVakg5pRAeZacXl7cfTjemEwQ/Y3rd97m/Pf/IKzcm/zi3Y1r1+7de/BgY2svYpB33Ey/a123KFxZmNX1svR7gbKks156C8bmtt/ZlelYRyhT4zNn+4NTCwv9E8eSGp2f/uLWd/799+/eGXqfuWwwGJydzX3aJ7i4N5psbk781JfDrb0teunyiUFvMOhyt7c4N7/XmaEsZ45WvN0ZxuEozs1Z5tS6zCV2Wg7LcugSpJ3MuHRaTOqQCwZEM0xcl9Xq2vpkGkHB5Xz67OLTzxwz4B/98Oabb79z49Yd50JvRnqzC9u7e2U1On7s2O4m1tfXh6P3btzPLq7Pz558gx2vPdrYm4ynJVOs1NT7PcsJYAY7IQuXcNqPbEa1bA/LWzeuv/uzq+++d2tjOMl6g1OnTr322qlXXjn/3PNPdd1Sajqtebe0tLS0tLR8QeRbgYgm061P1r+bQyJjLDEUpIrxeDIajckkIB+DVpUPwuAEEO9VEGLQ5RPLFy9ehCYSqNlGpwJRaoa3HPkchIONntp08FNBqIgNuSRzpt+lxVnu9zudTrcsSIIJQYuiMipECEK1SOmlKKsoAlWRJpscITUkAooQwI4ZjpAayixVBgnDsTqDxMApQS2pAwiGFTTT6b74/OUHex/Gh9tWwGzZ5cbR2ub2e1duf/jhrcl0d2Z29ttf++rJUzPdmayszM5WWFnZe++9G5u708CPoglLJ7qXnzv7rd/9rfm5rVvXJ6Oh9cUmu+Tbv/fi8eNZnrFLZkbjtWkZwVkdqZr4c89eOnNx7tiZvAjycHXro1sPH3y0OylCbsNPf3bPWbz+5WWw6c1kJ08Nyp31oiq6lNy8u37q1NIrc2eqqLUX0QAmY32aYmF+MDu3UG+XH93ZuX5z/cuvzmzsyoP1end3BKTHlxdePre4cGzp/sr6B+9ffeuH127fW0uyzvLywvnzixcuD9JkOp3u3b03vBp3xuNqZ88HGxZ384SyTq87O1/NzAyGifMFYogSpQkVRdEqaiDLrmu7/drYtd3R9ZurVz64efX63fvr27kbLJ1YOP/00pkzS8cWj/ezGUfWgJoQUlv9bmlpaWlpafmNl28cTBlkEB779xH5JjLYH/+CaVFOiyrNu6aYhoBYeBXLLmMDkRhKr1FnZmYWFpaiwAdYCyKISIxgS3x0mjj2u1zzYeVbQcHDKNmYsO2mmOlRJ0/SNLWRvFKMVPvgWC1TAIxoVBVQMxpmv2uiRkjYn9gS9wfJM2CBhJEYSiycIWtgDbGSCpN1TATDiNTt5Jcvnfnh+zclFAm5JHGcZB7Y3hs/3NjcGo5dao+dOvXGb79x5txc3jGTiayvl72ra9c/Wh2Odjd39yqMXitPn1h+7uu/9bIPDx49ujseTwXIetlrX3v2wtPHJcZiWpbeR6Ik75ReRM2zz5//0mtnT57v7hX60Z0NY/s7mx+Ot6o6xA+u3ltacq9/dVmBTjc5fWb2xs6d2peDTvfeys5H9zYvPX96c2e6PRyHWPXne/NzuXOYm+vPzS9uTsY3b2+eWFq5/MLT91eL23eHk0lBHTs313vx5TOD2cH2zu5P3/ng1p2H42kc9JYvPHPxtdeeef7l5cWFbDqd/OjN94rp3cloYzgqx5NyNK5JXZ73ejODLO+wVVFRadp1g4EYtfTi1SYuV9vdKcz6ePiLq7evXruzsrIxKuKpU6cvXDr7/PPHzpzpzfU7CVmVqBIZQBs9aWlpaWlpafliyLce/PcZ7kPE3scYtNfrjcYSvMTKc+KSvNPtdabD7WJcgOE9iiommYlAiHAWMcboxRn7iU/xiekqxgBACLAJCFFQB+9jFFg4B8NQabZoqtZK5JKkNzPDxgKwhukwvWIYxFALUGwmzNc++po0EposDHwACzKNEMV+GxYkKS2fMJ08MkKeZgh+XJdr25gEdGe7z7747MwgffqZxeWz3d6cSVPMznHeywvfX1qeUxcqv7e5+2h3shctBouINHz46N76+qSbxcH8YDDLc3OIXouyLPx4Wu8JZnqDmbmFpa+8vnDxcifJMJilqk5XHw1OnFlc1x0/LraGu3vTeZMBBnnHnVyeufFeDejs/PG9ia5tFFu7uHrt3s1bt6ty+uqlV59//oJhdDp5fzBb7izduze8MnhY1Hrz1sNr1+55740vfD0u62knN4PO4PiJY6NdSkwd687FS8uvvX62P+eCEGe917/x5RiWfX3vw6sfDaf3N3fGm9PCFOW0qIqqrGry0ToDMDW/PTHGwoeoTHDj2l27jeF452dXbj6896iYhH5/8aVXXv/m18+9/HzWTTizNbSoi4IiHOUuB7VdT1paWlpaWlq+APItj1WYDsLdj59SACKqTQSFDbOJQaFEZACoMpTYMBhEahLnoy+K6fxc1xrTzFBnJhgCyZGOKochA3oi7MJm/4ZA4AVlKeNxMZ1O65gjyY1NSGEoUBSJIOYszxcWFpxzROwMmAOpAAIyIAO2pKwKH1DX3td1DCGyBpE6QByICeqgimb/pyKI7AzDZFIGXxmbsxNKRSyeeeFEfy4P3pCxLuOHj9Zv3t+t/bTb6Uwm5v790fZwvQxj4TLSVOCJkCawrqaknF3KLJdC9cRrHZEnPD+XX758FkA376t2gqSPtnbX31or40Strj4aXb+5ubk7Gk7G093poENeC2FV0sFs/txzx3/+llvdrvdG0yn89l4Zgb1pOZkWxuj8XHd+rktKSeKcS3yw08oMx7y5jQcP9x5t7BIY4tOEzp0/lfcyx/ZrX//S5YvFdBSjt87mb/74rtCeTQzYTEbVtQ8na+vDslRj806n203Snks6zhlihQCaOEtk6gDLEEWMRMZ5oZ1JdeXm+nC8urK+4+Fsnmed2YXjswtL/e6McQAjQhQqBDX28e9BS0tLS0tLS8tvsHzrwYxL/dRWg/sOrqIKY2CtM2zLopIozAkMoBRD9HUpEsiQy5xorOqSTcdYEGuMQgTrmFhAut/xhJ7w7wP114PiJ6kiRniPsqyqsgqwJgUbQyBDSgoJUYEsy+bmZo1xUFhDBIWKqqgYsEFTaxeIIorEGEW0aYrnBUJQwwrWg/2ekTGpwp37uzu74+Ar14k2EdsRSuXC5aWnzs89Wh/tjcLW7vDdKzdW1+/sjXayfBB9NtwN61srxOIy5cSzlf0EM9WclIPFntRV1GJaSxk0TzE3yC9ePD0z108tTQpaW6/e/vnVlc0HY78VTZiW1d6wmu5xUcTa13l0UUuQCmJvxl58emFuNn2IuL07MpruTevIqHzwIVqrnZzylAyQJZaJR6Mamlex92BN1zbK0bhy1rCRma47f/50J02gdPny+WoSyomvCv/97z34xbv3pvVKf+CS1G1sVFvrZneLqko6g06vN8hckjmXW8dNIMlwkjgC1x4mAUAKttbVkYbj4vqdB5NybWdUzHQ7zqac5C5zbDlGZVILbVqwG4a1aJt9t7S0tLS0tHwR5PtzEUMUhTFIksRYMx3vhWCttSImBoSyHNXbwkKZsak1ltnsB1lijNPJNE1snrmDOS0fr3wf0S7ZH5NIzA5pil4XeZbZJEU0AKIEVWGKCHX0VcaVMejmGdTEoMpCEEiEj0FUnTPWCgCGzWATa5PMcrSps2kCi1LBAcYiBghABmXE1t74w+s3tra3FbDWmkTZBlAlCGuPtv/PP/vexubGtNwdl4+CjEOsq1pTt8CYiTIlVgNJc2QJGaAEJtV4OFxNjFiqYE3aEU5jCclBdZg+2lj5/vd+8eDB7ngiu9NRdBXn9c54qzczWD555s5ks9tLTi0tTYdrImViEKiA4U6aDPpplrl6GljSsqZpiWnp67oyWUSYmlj0LHppAmBldf3U8WfB81ev17tDGJN08iztYtDLUsszaVZN/cra5gfvPrzy/sNb1zeLaax8VYT1ZCMmSUI0EBmkaUcpspEQsVv6vArjGCpfWXZpnmWpAdhXyB2IYCwZ5xCpKMv1R5te94ICbGovw1GxtROHeygXEeGNi7lhQwfNdFpaWlpaWlpavqDy/YkSOBuWIEVRqqo1hthICBJrQUbEyhQ1wBCz1tXYGEkzW3lvK0kMrLOiflpWacLMIFUwEZEIQgggZrbMRlREogUTHMh54Zt3V7/7zs1J4ZM0tRWrRDQ5bqNEIuKJBBpFPKD7oQURiaKiwk7JQckDQnAGRERskjQN4isfwFBGGdVPYS2sISVEA68ymk7B7JytqmJxPp1fHGS5u3bt9js/vXH79sr6xsOo4xOneqdOPzO/OGDOrOmPh+FHb75bVhMm1VirRDQhelZn1RkxEICrKkavxDquxnfuf/TTn73zwfs3d3aDTWZm5nvHnzpz/OzsuBp2ev2Z3uKjh98dV3WamolGlWAYChhIwvLyC5eqEV15b028nZR8/6EUBazhLLPLS7MnFvqWcO7M3NPnltI0q31c29h978PbW9ujuq7Ho53+zGDQSZjVkI5Ge2//+O0bV3fu3Brd/WjU6XSPLc9++fK5To+TxKRJ98N3RzevTjpZapJgrUmsUY3e103rGoaGuoIG1+RGNEr0gFjLiXLtK2VJ01REDRvLyQdXrp+Y0/OnnkozNsQAGetYbfuGbGlpaWlpafkCy/cR81ZVQA2bSFrXdYxirE2yXIZ7MVQmzcBMTDAOJqr6qpyCvHE8LUqG5dwmjuvKh1AZm1oAUCYDIlX4UIPYWoBJNAaJBk4piZRUAR9cXfnL//vtPeo754zXoMIajSGjnhAMiUE0JIkj65qNmqoqqhAi2FRtEgGviAomhChBYZ2bTsqi8gqogY8YF+jNABZBMK7rcVlOigpMxnJZl7ODwanlk508/eD9G3//3bclZmVRJRlfvvTsV157/pmL52b6CyLuo1sr16/d29j0xOK9lxibDYiJs50sRSRWJmVfiXiQ1c3djavXr/70Jz/d2Kidm5+fm3/2hfPPvXLx4gvnxNRgN9qLf//XP91dX6+qWkWb+USkZERzwqsvPV+P3e0b26Wa3VF4/8rOZCrOmcTq6aX500sLApw/M79+8cTC/Nx0ElbXN6ZlIJrUVTke7sw8s7A023NAjH5re/MnP/7x5iOd7GVMZnZu5vLlp//4P319MJcnCRKHUP789o2bxjgYYkI3NZZEgrcEhsRQIRSsdZ7CMCCiUqt4Z2BsYnLOe4Msd+PhiLy1wlevXDk5q6+9tNg9llBCAmVjSPaTP20BvKWlpaWlpeULKd9HPVwhEqu6EtVOp+PsHjN3Oh3nJkxmMDeYjOsQ6/7CYDraLkZjWCqq6c7uduo0T+bAZu3RWq+T9md6oOjFq0ZniGHAnKSZgkFGwDBsYBFcgKkFhUfhUQWt1HuvUHIWbMGIxfajDvv5mSzsbc/3869++cWF2Q4k1qFOnOEkIVghB+YICMErpgGjSTEajZJMfAi1YK8GGWQOnQGMRekxHOP9aw9+8our73145f769sTrzNziU2dOXDj7dMe4eloXe77XnV2cPbF8avCtb37rmfNL84PMGlMJehknyIwkhMimk5BzAAM5LEez/nCzk9nTx5eODZJ+x9RVefPands3Hwy3p476J5bOPH/5pW9969LJ84tJJ1PKt/aq7Y1hNx1Y7G2uDQd5t5P3BSiKSokXk27sUS93kLqq/d17t3b3NoLfRKw3V1dQFl2AgFqROLe4MNgEeU+KGENpWZaX5l97+cXXX3ppzvWG493d7Y1yOq4Lgri52bnf+sbzv/07z587m6QpDAGMXse4BOPR0OvGcDctve8hTQgsPpaVL7TXi87CGTCQOO7klllCqJM0ffml51780tyJZfnh9957/51bK7funRgce7iy8dd//aPf/eaFC2e7gzxoQUY5NSDTvitbWlpaWlpafvPlu4lc02Hf7U9CBGOYQdbawaA/N9c3htIsE0kBVahI8NPSMuXdTunLDz788Ac/+P63v/VbLk2sNWmWGWeVwWAyFsoCUiUQqyFRiqoSo4IgyJgrz8NSVnbL9e3JcFIWbLwohBmBJSLWmdWu437HnDv33Fe+dPnU8UHHgsSraowKQ2ycKEclYRDA1HwLSKzJ0iTPkzzvljUcgxx1HGrB2qOdN9++duvuw5t3VzY2HjGZXifVUC3OLp4+8ZSB9VOpxtKxnLjOXHfu6ZNLC/2+ARBx/YN7P3rzejEMiebGmKi1g7WC4BGnoqUu9BYI4guSmhA5Vv7mtbsP72/CJwn1Ti6efPG5Z08vH5vp5R6oI9ZW1t75yQflWB11NfrUJJZy8SCkDDUScsPdxOSZiWonRf1w9e7xRTfTTYwkRmpUhbW2DjZ36dkzx8tqZ3unLGvRMEqtnx/0Lp5Zemp5HuLHo93tzUc7mxvjvcRQOtPhMydnnnl6ttOFKIoybG2N94YjlYLJG0RD0ZBaVsdqSYzGIF5CJTFEgRqoePiSzP/L3p09WXYfhn3/Leecu/Q607PPADMEiIUgSIk7RUq2ZFlyxalyleOkKpW8+Gn+DqX8J+Rt8uCqpCpVLvvBVinrgyLKUVExRVIESIAASADEOpjpWXq9y1l+eeiZAUBQFGQzCNj4fB5Qt7vvvd3ndzB1v/d3f+ecWezrJo4fu7L1+cfPnT07bL++vf3aze1X3+kWh2+/9eYzw80nH13Z2txKQ5zm9SrWfXGabwDgExHfIdy7KHv6Rf2dQigxxqZpQkyllBMnN86c2Uo5TFam/TCaHc76ofRl2Lt1a21rY7qxsbzTfve73w2h/Z3f/noIoeuGra3TbbdYdItRXeVUl1C60B/9xiGkvgztULpuGEqIIcW67LbDm7eWL71x+9U379zZORgmVZ9iKFUclqXrSzffWG3W6n6lLn/4u9/4+m98alIPzf0r9Qz9EEOIKfcl9CHEEHIIdQx1CtNRvTYdj1cndVWPR+M7dw5ndZrWZX0S2rb86MVX/u2f/G+zxfJg3s1n+yfPXhhP1+/s7p3ePHnmxPl+mUqbhmXqDktsUlrGSeiXs+VsXmKMf/GtH//JH/+HnEaT6aQJ9bzbq/pYDaGbh/leOxyWK5ce3t3bm93de/utw1Ob+8Ny7/pr2/u3F3VcyWGyubp56dzpdpl2d5Z9DruHwws/fv3b//57w2zUxNXxJNVxiG0zLOK4WS2lbZeLJjYro7S20tTjSaxmB4fzpqlPra9NT19ebdKwPAhxErq02ow//cjFt2/s3bx1azkPeThcrYdT66sXTq5srVe789354f7B7s7OrVvL+eq4WQ+jZZMWVZ4t5vFg0d/YPnzx+etvvHGjb/dHTTNOeXWcR2moY1+nvklllGNIoXSLbtl1bahS6NpFO9vNo4NUqkleefjs6MKJ0Wq1vHJ+6+1Lp2+++s7+rdmtGzeH2XD97Uvnz8Y6jaebJ1Nu+qWTnQAAn5T4ju8598gvMAxDSqkfusPZom4m0+n44sULfb995+5sfnAQ82Q8GeXqVDu08939nEdt27395jt//ud/8ePnNrZOrn/jG1+tR7ltQx+Gpqqq3IQQSojl6GI5MaRU6roMIQwl7vXpte29Z1+4+exLr7748ht7h+10klKV6xJzHIZh0S/3F31b52U7VGc3w8Y03LmztzmdTJvUjJoQhjIMXVdSDlUK5ehEKn1ol6G07fJwdzY/XC7bxf7tsDwsw7J0yzgsZweHhwezrl3s7e7u7B92bV+H9rErZ77+W3/wpc9cnIR00IfTm6cunbk4OwgHd3Zf/+k73/n2WyUu9w8Pmmrlndd2pmlc15P5/v7e7dvdcKc9WIxSWB+FtSY3Je1t35kvl4vu8F//z//nt06n01v5N57+8rQ+9e1///3FYvGD775451Z/8ZFzG2emeVpu3Lr54k9eXewtF/v9aj06uX5qtnujnS2rEMYp5JiHNJ42aXOaRuNw5/ad+XI2XQnz2e1Tly/+F//ZH3z+0xe3JqsppVGKF8+sff5zj//opVdffu2wlH5trTp3ev3Rh89srUymsYrjtYfPXdq+fOvSmTP7e6Ohqw92bv3Fnz+7ffvOxla+vXtj+/btvbvl7Tdn3aKbTjerehjXQxgOSxtjv6jTMKlTbqpSp+k4rjUhxjCOwyi1o9RWVTm1li9uhY2VkKvqs4+dP7y1c/u17e1q5+724nD/xrPP/mBra7jy8Bf25ouuOlydbKhvAOATEt8Ppr1/ycf+JYSSUhyGfn197Xd/9+/92bf+w927LwzdfDSa1k3TdYu27YdhaMZNKWE2a1/+yc9iuDweT3/6yhsnTqxPVsbVkEJMqcpDiMuuLPsSc0opxhjaEro+zBfD29uL517a/t5zrz7/8s/e2t4teVTV45Kr0nW5lCp0Q+zGsdtabT514eT6uB6lGFLqFvO25GY6jiG3QztbzOtxnVPoS0ghxL6UxbBaV+uTatb2bTe7u7384TN9t5j33SIMfVPlnFMoZXU6Xl9b6UN48qlHv/Slz/zWFx87uZJC1/XzePbkyUcevvSzV27M97qdW3ee/f7zbb9/ODsYN+sbk7Wvf/kz19/avXFjUZZlMm5C1x/uHkwm48sXzjz9xKM33prFkqs8euWlV19/dffyQ6u/99tfbUL+2Qtv7t7N+3f3n/3+8zv7BysnmzCaz7vD0pdPX7n8yos3Yt9XIcShH5bd4mCoY6mqMgox5bgyyptro7e2t/vhcDythsXeyij95lNPnJpW4xJLN3Sla1I4sVE3zTKk/ZiHyXh1c60+fWJlHFNcDDmHadWcWt985KGHb98Ke7v51rL76Us/vXn7zfMPjXYPr88WB+urF6qURnWI/UFXdmb7+fbNN6u4sTzcrUpXxzqkUuqQ4jAMbYp9lbtpM+Qyq8vhOC5WchnHIYR+a3X0xJVze59//Nt3v3+Yh9TEN9987YUX6vPn1k+fvHxibVLVYZKCVd8AwLGP7xhC/vnsLu/+MKWYUjWULsW4Mp0czLrNEyf/y//qn97Y3v3x8z8JcWiaXFd5//bBEIZYVWWoqqqKYXTr1u7nPn/i1OkLzzz74vnzZy9febgZxxhLVccSw6wd9uZDNYpNFXMq+8vhYDbc2Wmf+fGdZ55969nnXnn9nRuHbT9a3Wwmq/3QL+ezHGOduqoJWyujx6+c/drTj03qcRrC1ubKre2bsz5NJuMYYteXw/lyvZlUpZQSQgy5lNwOZzbXrpzf2pst7jZpNp/Pdm637SKWoamrc+fOVFV69dVXH//0px566KFuKF/92lc++9SnN1ZDKfPlouvn1YVTW089tpzvHnSzarbcf+Wl59p+vx/aUb32n//jP3z6yaf/j//9+3U4XF+ZTdemTcq3bty98vCppx+7svzdlT//0+/vz9q+Wv3py68tF/v9opw5OVptLrzx2cffeXv56qu33rp+e39nsjdbHnR3ts6deOTRTz908dFu/y/vXN8v/eGkDjmkg90+hy6PQpNyqOOkrs+fXnv1+nDYtmtrTb8zTJp4YmUyKm1ctmUYll1cHg5DO49xv6pnzSivrpaNlbS5Uqc2LPeX7ajr2uWkap567LG3VuY331mmcvDW9Tfv3L3bl5U+7o6n9flz6+Oc87Dc35kdzu/u3Wmvv/FKFc8sDvtRCpM65jaEcQ6hzBbLajQfNf3mWtPPulAOq/4gtX1u+1SWMcbL50+Pv7Ly7P/z/XFTVk6emM1ef+HFF6qm/51vbownZ8thqHOo1TcAcEzFUspRZvehxBLvnczuA/Ed4hBCX0JfQgghtX1o+9h2/f/4P/27f/2v/pfvfPuvcrNWjVeX82W7mJehqyfjmEqVyvpq81vf+NoXvvyFyXR0d/fO4ezwzLmzTzz5xGOPP7p1eiXm2PYhpLjo4u3dxbM/evXlV954463t7cPp9Zt7b79zY2++yM14sroaUpod7B7s3tlcG03rYbXpv/mFz3zmkfOfOrv59GOXzm6tjXNcLGZhKLmuc67afjiYzdfGTZVSO5SSclfSrB2++8zzb1y/OYS07Ia2H7puWFufphj2d/fa5SLnuLq6evHC2ROb6zGF6XRtbXVlc73K8WDo+245Pdjvb96Yvfjjvd2dnX44GE3aVHUxlhhGTz5++czW6R8+c/v23dvL7nY12j9/cf3hh89eOHdhaOvbN9uXfnz35k570HUh3Ml5Z32t/eJvPF7Fye3t5fU353fudAezITQljNowWk43R2dOnzy1cfL5527vbrepy6O0fPTy2pe+cG5UL5oYU9cMTdqeHf705q3n3rhx+2BWVWnULR49vfX3PvfkqPRVKSWl2RB3u3B7KH/xg+d+dv1m00xWSjk7GT959uzDZ0+eOLEy1GXvYG//8GC+6K5fb2/d6heLuHOwuyw7k43Z2mZc31jZWL1491bevjkc7rV7B6+PJne//tuXT22ut/vpe9/Z3r+92nfTWf32537jwm/+5pWUDp97/oVnnv1JbE+083rUTH7/H37uzNlpim0IYRiq2X585gc/AhEs3gAAIABJREFUu3Hz9rzdnXdvrW6ECxdPX7789ObqmSaP1qrQWHkCABxTP7fm+74PnPBkGIa+b1MOJZRlu8jVuK7rENPlKw8/9dknf/qTV3d354vZYShNlcclDUM7lDJ0oe8Wyx8+80IJ+Ru/883V1c1Fu/zpy28cLuKtnflkJZdQ+lLq8WTe5e2782d++PLrr7918/buYTo969KsTX0e1800N5P5/HAYhlGdT26ubYzjWt1eOnfy9MZ0lIdpk+pY2sWirnIMqSulK6HEVI9GOZYU+hxDCDGnmJv0xKcuXjx7OqQcch5C6PphNJ7EGBazg73dnVLKxsaJkydWVyajEErbDrGEJoQQDlOeVeMyHU/XVzZXJxt9dy6ERcyzqh5yCmWoNtZXxnX99GdPzxdrQzgV8s543E6nwygv6iZN69GkPn/3sJ8P/cr0Ysi7Mdxdn6bpqDm7tXX+dD+b5bavlmVWmj6NhzDuJ+N6Wo9Xxg+3B7EsyygNJ9aG6bTN8TC3OfbN0A3rk8kTjz40OnVyZ7GMcdhIaSvn0LUhxhhiLKEKYdKkzab+/FOPXPnUxboZxflyPcSHV9dWR3Wdq1CFRarWJ6uXzm2cXB/29ocQ67a0y7LfplubJ+r19WkIawe79cFe6pfDbH4q5LuXzqfV0WgYNU8/eTIsVlIeHeSTJ083dSoxDlcunt1Y2cjDRjtPoQ9nNiajsOy7g2EodZqMVta/8LlP7x/ODxe7y/JQbBbNNK+vb1R1HYpznQAAn5T4/mWGYZjNZuNJPZRhZ3dndfVkruuDw+7SpYd+84u/+YMfvvjScy8c3twJYXW6ulk19f7d7WFoqyavbZ57883tdvnM7//BP/76Nz8X8uLa//BvfvjDn3z/mZfevP7Ond2DZV9OnrmQ69Gi7W/f3Qsx5ma6E2alWalGq2EYSq67EuZtl3M+efrUI5+6tDWNo2F/FMNi7+7OrCvt+b7NB3s76xsbqcphiEfz86OmikMbQ6lTPDpTeQ750qnNtoSuhJRDTKGEcOvufCjl0umtFE/N58tbt/cmOYxzaLsyHsUqpxLCIuy0ZTv0szqcq6uNC+diznXOOeUmxS6GEkIdQhVLXLmc+2FlCE1IsYqzHPoQDrshhJDW1+L6Vs6THEM4mIX5Yrm52oyqPpbFyoXxYlkt2lCNp6UKXen3ys6yXyxLObU1HZ+ucomhzbl0Iez3w3ZoR9Vs2i5DN06prqaTXEZNSuFMNVpt+27/oKnHIcWw6EMuOVWjWF86vdkdvbFq+8kQTuSUljEMIZSQYwoxpBDWV/J4lEMIaVR3cXp3Pps0pQ5DG2bjcZzUo3GTYzoTwkYI16tQShXOnDoxyfV0HOajU8vYtmVRxeWJjZUzG6diGKchpxJCCPPl7uHsRtv24+bUynR9OgorK6M0OjWEE/vL3d3F3ZxyKXHRh5WovwGAYyv/0R/90dGt8uB0Jx+8xGAMIZacU84xpVTXdSmhG4a6rlemzerqdHXt1MHB4tat/eWiqqpxyvUwlFQ1uR7FVJUSSsy7e/vf/f4zL7z48te+9uVHHn18Mt3c3Z/PFl07pOnKRl/ybNHPF/14srq2fmoWprGZ1qPJYtm2fd/3Q4zlwrnTn//sY7/9tUc/8+j5sydPlPnumROTLz39eJ36UPqV6WS5XHZ9l6o6xlRS6kqsS5tjH0OJoYTSh1JSiiGEYSgphaPDPOucRk1uciolhhKqlKajqs4pxxJLH4YhhiGG7RwPmjjJsUmpqlNOeYixTWme4iKGZV+WZeiHIZQSSlimOMtpVspuO+z0ZZFiqlOTQhWrWHLoh8MqzqZN21RdSm0IQ9eHEGPKaXe2sxj2Q73IsWtSalLVpLqKOYXQLxcpzEb1PKbdWOpUttIohTp1VZzFPqawkpu69HUoq7nOKacSQj/EOpc6LXPpYliGYREWaehHJaykKi36ftEu2mWqclXXfVdSjCmlocSUY8qlyiHlNqYuhWZo62GomzqmFENo+3I3x5LDKJVpk3LOsa9iSUMMXRXbFEMpsZ2nVGKdU4wlxnmdl+PRqErj0ldVFUNMy64MsY1pqHPThWYIqc5pnEIlvgGAY6p6t65/+R1jjDHFGFKKk9wczBah75smjtcn6eEziy9/9vpbP7t54/qPf/T2EBdD6EPVpxRSDl0/L6E7mHd//YO/bvvu7PnTTz71xOmzD19+eNr1w8mtU9t3d6p63PZhtmh3x6MSQiyLE9UwXW02N0dtF5ftIoTh0oULVx46d/ni2fOr/Xx3++7b75xabc6d2jp39uz+zu0SUtWMl+1hOTrBd4ohxKGUEFOI5cGZy2MMMYQqhiG+e0qNqj6anA19KCmletzUOeVQSopDH0IpqYQUV2IcUlwdSlVCySkMJQwlpBBTSCHEVEIpJZQSQ4mxpBBTqfsyCmUIoUoxVynGuqQY+lBiCFVumrweQhtCLCHHEHIKMYYqllJKHWMV6hSrEKoY0tFpaEIKOaacmhJWQzWN41xVoeTQhbKWUh/SOFRxGOoUm1EV+hC6IYSS66rKoQklHP3eEJoYmnT/5Od9GUJpck5Vbpd9SiWlUo4GKqYqj7vYl9LlUMeYhxTqEGIIJaQQJimkKjVpFNMQQgpVCCnGEnMOoxhCKXkI8ejSTSGGKo9yXk8pd23TtqWqQl9C7kIIsUrNOI9mXQoxjLIzDQIAx9m9Ay7D0TLv+0u9PxjiXd/N5/PRqKnqOoQwn82HYWhGo5TSfDZ/4403v/u97/5ff/aX/+rffmux6FPOi8WirutcVaGEdrns+64ZT7t+GE/Gn/uNz//WN377q1/9yqWHLu7uHbzx1tvbN7f7vpQSbt68+fLLL7/+2qtbG9NPP3LlsccfO711cjY7nM0O/9E/+trG+ombN/b/8tv/9599609/9Owz/+Jf/Hdf+9pXm6aucqlyzDmFclSNMaWQYgyh3MvWBxv4gXcUIYRhGN79zr1RiPeG4P7gxBjiUUWWDwxPLEdPPQzlA99/zyGr8d5jj6beQ3jP5wvvec57zxXvPebdhz94qlhCKKHEGNL9jSrv/cUffB919NMS7z17fM/dhqHc+41HUf3enR/Lu39cvHf103jvjuXnjsb94EMenDknvudb7/+fK753n5T7b/GCVScAwCchvn+5vu/7vs85p5RKKcvlspTSNE1Kqeu6g4OD11577S++/b3//tq/uXHz9mI+O9jZiblKVZ1y7tpl6YdqMh1KyHU+derMqc0Tp7dOnr146bHPfObxxx87c2aaYr1ow2w2Xyx228VuHaqTJ9a2Tq4vF2k2Wxwc7C+Xey+//PIPn31+e/vm5csXvvmNr37py185c/pMlWPOIecY383pkFKI8d60699acu+L779pmOLR8/2nPk8IIaWP0dxuKeXD/A/wYTYfAIC/1Yc94DKldJTdwzAMwxDvK6XknNfX1y9fvnw473//H1x/6Sc/e/21N342n8+X7dB1KcVQhjL0Q9+WEPt2uHvn9s033/zhcrG6ceLLb701LGf9kxfG49VSmlxVG+vTlclKGqoU+9nh7muv3V4uurZb/uAHf/3Tn7504513TpzY/MyTj/+zf/ZP2i7EEHIMKd9bT3LUwCGEcjSt/L65VwAA+P/Zh535PrrbMAx933dddzQFnnM+mu49ms1dtN3dw9l3vvPjP/3Tv/zjf/fH77zzznLZ1nXdLpfdchlyFUqJKY2m034obdvG5bKp69F43Gysb548der06bXVtdGoburqzMnV5fzw+vW3f/SjH5VS1tbWtm9tP/7Yp3/v9/7+k08+8dmnPv34Y5ePVlDkB0sejtK7DEdLGFKM8d5qiV/BjLWZbzPfAAD/6T7szHe8vzy6lBJjPCrvGGPf90cT4VVV5VzVeeXJxx8dNdXayuiv/up7zz33/I3rb5e+rZtqurq6WCzms1l7uJ/qumnqelS3y3Z3fzcc7B3s7u3evTNdXa1yDmVowmIYukW7vHVrezwebZ5Y/we/9/e/+tUvfuUrXzx54uTGxlrbDnUVjy5K/974TvffJ4RQYojhQxy/96vKyl/TPFXVAAAfu/g+WnBy1LXpvgc/uv/T2C/LmVMntk6sbp3YOnv6xNbmyrPPPPvOjZsHs8WoyUOf2hzS0KWScqqruuqHPnQhdu3ycG+n9IeHeyHGoVvO925XdVpdW7t46dy5c+ceeeSRP/zDP3j6s0+cP3+6ylUIoetLlY8O2YvxwdlMQjg62ch7/3DLTgAA+Jj4OxxwuVwuj8r7aM3JUXw/WGtxtH6hL7GUOPRl2XaL+ezm9vb3//qFP/mT//XPvvWtndt3Ysr1ZDIejdq2m80X3WI5DENJsaqbnKuY01BKX4Yy9GWYj0bV+XPn/9v/5r/+yle+cuXKpzY210Ppu3Z5amu9rutuKDnGnGLKR2tLytFq73B/2cm9tRIhxb9t8vtDjsDfOkP8q3qej9KH/JuDCXIAgF+F6sPf9b2rTY4Ouzy6SM1RlnVd17bdfD40TV3lqs7VeG19ZTqeTKYnNiZf+dLTb7114823rm/futX3/Wy+2N8/uL19a2dnZ75Y1PV46+SJra2tatR0XRdCufKpC5cfvvSpRy5/+YtfuHTp0vr6ZlXFvmvbZYopdX3ftV2ocgwpxlhiiPEou8O9BA/vPQTzI8rKX8c8ldQAAB9pfX3Iuc+jQy2P5rxDCMvlchiGnPNRi4cQ2rZdLNqDvXZlZTwajdplSSmkKuQcYgiLRfv2zTvPPPOjHz//wuHsYDZfHuwfvn39+o13buzu7k1XVy9evHjp0kMra6v90MUUvvilzz/11BOXr1xKMcQQS4ixDDmFGGM/lK7t2mXbjHKVU04ppZDigy25H98hpnh0IZlsNwMA8OsU3+Xdy83Eo/ju+/7BXHgIoeu6oS85VjmnGGPXlr7vylCGGGI8usB4uHt3f2//YDROXRfny34+W3R9V0pJOadU5apq6rquQ92Eyco01TmE1PfdqKnHTbO3v59ynq5M8r1p7mEofYwhpZRjSPHBnzgcTYHHGFNMIVTiGwCAX9f4PtIfXZEyhHD/3HmllDKUqsSQUoihb4ehPLhoZkwx5jq17dD3QzPKpaR+KH1/9BRHa7KHEEpKKeeYclkOR+VehmHIOVVVXsyXOaemqVO4dwGdoXQhlBxTDCHFo6s3llKG8L4/rI7iGwCAX8f4Pvrve8/6fHTA5b0L7vRDWLYh55DS0PYxp5RTOArwEkMKw/0wvneMZAl9H44uyp5zqKqjXxT6YZh1bUxp1NQhhH4YhjLklI/WlvTDEGPIKZRQYij5fVdpH9574mrxDQDAr3F8v/uw+/H93uUoZRhCP9w/9V8J8f7d7h0RGd7/FPdS+8GX956yhBLKspQQ351Tj+H+FSvLUciXEEMM97//bnzfu8N7foX4BgDg1y2+P5QyhJ+/yuODS+DE9335S687WULpQijvuUN6b17fO7Hgg/Iu4ecT/L1bZM03AAAfF9Wv+gmH95V3LO+v8PiB8v7FDR7f194fbPl3z919/7nu/6Kfmw0P0TV2AAA4rvFdfmlVl7+hpf9u4vseW+xFAAA+kfH97jR0ef93jw60jL+oxeOHTPEHk+cPZrNjefDk5rcBAPhkxvf9ozHfXY8dP9Dc94+vLB/o5l8yPf6e1Sbplz3mFz4YAACOVXz/iiteSAMAIL7/4xP6w3R0jL/oEeIbAIBfa7/SUw0CAAB/s2QIAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAA+HUV45V/bhQAAPg4G175l8djQ8x8AwCA+AYAAPENAAD8R4ilFKMAAAAfATPfAAAgvgEAQHwDAADiGwAAxDcAAIhvQwAAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAOAaqB7euXbtmOAAA+Fi5evXqcdocM98AAPARqY73ewsAjoejj2e9SNn7fDL3/nFi5hsAAMQ3AACIbwAAQHwDAID4BgAA8W0IAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAADg7yaWUo5uXbt2zXAAAPCxcvXq1eO0OWa+AQBAfAMAwPFS/dzXx2xiH4Dj4WhtpBcpe59P5t4/Tsx8AwCA+AYAAPENAACIbwAAEN8AACC+DQEAAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgCAYyOWUo5uXbt2zXAAAPCxcvXq1eO0OWa+AQDgI1Id7/cWABwPRx/PepGy9/lk7v3jxMw3AACIbwAAEN8AAID4BgAA8Q0AAOLbEAAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAA4NmIp5ejWtWvXDAcAAB8rV69ePU6bY+YbAAA+ItXxfm8BwPFw9PGsFyl7n0/m3j9OzHwDAID4BgAA8Q0AAIhvAAAQ3wAAIL4NAQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAA/N3EUsrRrWvXrhkOAAA+Vq5evXqcNsfMNwAAfESq4/3eAoDj4ejjWS9S9j6fzL1/nJj5BgAA8Q0AAOIbAAAQ3wAAIL4BAEB8GwIAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAAx0YspRzdunbtmuEAAOBj5erVq8dpc8x8AwDAR+TdmW8AAOD/U2a+AQBAfAMAgPgGAADENwAAiG8AABDfhgAAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAgPg2BAAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAA4JmK88s+NAgAAH2fDK//yeGyImW8AABDfAAAgvgEAAPENAAAfX7GUYhQAAOAjYOYbAADENwAAiG8AAEB8AwCA+AYAAPFtCAAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAAx0D14Na1a9cMBwAAHx9Xr149Zltk5hsAAD4i1bF/ewHAJ8fRp7heyz4JO9pe/oT8cz5+zHwDAID4BgAA8Q0AAIhvAAAQ3wAAIL4NAQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAIBjI5ZSjm5du3bNcAAA8PFx9erVY7ZFZr4BAEB8AwDA8VL93NfHb24fgE+OoyWUXss+CTvaXv6E/HM+fsx8AwCA+AYAAPENAACIbwAAEN8AACC+DQEAAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8A/9vu3ZswzAMA0AQAjwrh+KyTMEJ0ggCeVepFQXDbyUAgPgGAADENwAAiG8AABDfAACA+AYAAPENAAD851RVrzLTOAAAeEdEDNvRN36HAOzRF0neZRsO2ikveZzn8bcTAAAQ3wAAIL4BAADxDQAA4hsAAMS3EQAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAY41RVrzLTOAAAeEdEDNuRm28AALjkG/95AcAe/Suud9mGg3bKSx7nedx8AwCA+AYAAPENAACIbwAAEN8AACC+jQAAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwDAGKeqepWZxgEAwDsiYtiO3HwDAMAl3/jPCwD26F9xvcs2HLRTXvI4z+PmGwAAxDcAAIhvAABAfAMAgPgGAADxbQQAACC+AQBAfAMAAOIC0gbIAAAAaklEQVQbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxjhV1avMNA4AAN4REcN25OYbAAAu+QHhxlgL34vrqwAAAABJRU5ErkJggg=="/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 51 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">needed f<span class="_ _5"></span>or the operati<span class="_ _5"></span>on of D<span class="_ _8"></span>ataWalk <span class="_ _8"></span>software, <span class="_ _5"></span>which are an <span class="_ _5"></span>integral part<span class="_ _5"></span> of DataW<span class="_ _8"></span>alk s<span class="_ _5"></span>of<span class="_ _0"></span>tware. <span class="_ _5"></span>The costs <span class="_ _5"></span>of this </div><div class="t m0 x4 h2 y683 ff1 fs0 fc0 sc0 ls0 ws0">contract are accounted for o<span class="_ _8"></span>n a straight-line basis over its term. </div><div class="t m0 x4 h2 y684 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h37 y685 ff3 fs8 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y686 ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">11</span>.1 Cash and cash equivalents<span class="_ _0"></span> </div></div><div class="c xd6 y687 w18 h1c"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Cash and cash equivalents </div></div><div class="c x8a y687 wad h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y687 wae h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y688 w18 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Cash in bank accounts, including:<span class="_ _0"></span> </div></div><div class="c x8a y688 wad h1c"><div class="t m0 x27 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">16 499 </div></div><div class="c x8b y688 wae h1c"><div class="t m0 x27 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">12 210 </div></div><div class="c xd6 y689 w18 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">(a) cash </div></div><div class="c x8a y689 wad h1c"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">4 253 </div></div><div class="c x8b y689 wae h1c"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">8 041 </div></div><div class="c xd6 y1ec w18 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">b) bank deposits of less than 3 months<span class="_ _0"></span> </div></div><div class="c x8a y1ec wad h1c"><div class="t m0 x27 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">12 246 </div></div><div class="c x8b y1ec wae h1c"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">4 169 </div></div><div class="c xd6 y68a w18 h1c"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x8a y68a wad h1c"><div class="t m0 x27 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">16 499 </div></div><div class="c x8b y68a wae h1c"><div class="t m0 x27 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">12 210 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y68b ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y2a2 ff1 fs0 fc0 sc0 ls0 ws0">As of <span class="_ _0"></span>December 31, <span class="_ _0"></span>2024, <span class="_ _0"></span>the <span class="_ _0"></span>Group had <span class="_ _0"></span>restricted <span class="_ _0"></span>cash (cash <span class="_ _0"></span>in the <span class="_ _0"></span>VAT <span class="_ _0"></span>account) of PLN <span class="_ _0"></span>448 <span class="_ _0"></span>thousand, while </div><div class="t m0 x4 h2 y68c ff1 fs0 fc0 sc0 ls0 ws0">as of December 31, 2023, the bala<span class="_ _5"></span>nce of restricted cash (cash in the VAT account) was P<span class="_ _5"></span>LN 151 thousand. </div><div class="t m0 x4 h2 y68d ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y68e ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _14"> </span>addition, <span class="_ _14"> </span>as <span class="_ _14"> </span>of <span class="_ _14"> </span>December <span class="_ _17"> </span>31, <span class="_ _14"> </span>2024, <span class="_ _14"> </span>the <span class="_ _14"> </span>Group <span class="_ _14"> </span>held <span class="_ _17"> </span>bank <span class="_ _14"> </span>deposits <span class="_ _14"> </span>totaling <span class="_ _14"></span>PLN <span class="_ _14"> </span>93 <span class="_ _14"> </span>thousand, <span class="_ _14"> </span>which <span class="_ _14"> </span>had </div><div class="t m0 x4 h2 y68f ff1 fs0 fc0 sc0 ls0 ws0">maturities <span class="_ _5"></span>of more <span class="_ _5"></span>than 3 <span class="_ _8"></span>months <span class="_ _5"></span>as of the <span class="_ _5"></span>balance sheet<span class="_ _5"></span> date, <span class="_ _5"></span>and were the<span class="_ _5"></span>refore classified <span class="_ _5"></span>as short-term <span class="_ _5"></span>financial </div><div class="t m0 x4 h2 y690 ff1 fs0 fc0 sc0 ls0 ws0">assets presented in Note <span class="ls1">9 </span>&quot;Fi<span class="_ _5"></span>nan<span class="_ _0"></span>cial assets (short-term).&quot;<span class="_ _5"></span> </div><div class="t m0 x4 h2 y691 ff1 fs0 fc0 sc0 ls0 ws0">The Group invests <span class="_ _0"></span>its surplus funds <span class="_ _0"></span>by entering into <span class="_ _0"></span>fixed-rate <span class="_ _0"></span>bank deposits, thus <span class="_ _0"></span>they are not <span class="_ _0"></span>subject to <span class="_ _0"></span>interest </div><div class="t m0 x4 h2 y692 ff1 fs0 fc0 sc0 ls0 ws0">rate risk. </div><div class="t m0 x4 h2 y693 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y694 ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">11</span>.2 Currency structure of cash and cash equiv<span class="_ _0"></span>alents </div></div><div class="c xd6 y695 waf h1a"><div class="t m0 x2b h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Cash and cash equivalents </div></div><div class="c xd7 y695 wb0 h1a"><div class="t m0 x43 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xd8 y695 wb1 h1a"><div class="t m0 x43 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y696 waf h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Nominated in PLN<span class="ls0"> </span></div></div><div class="c xd7 y696 wb0 h1c"><div class="t m0 x38 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">14 886 </div></div><div class="c xd8 y696 wb1 h1c"><div class="t m0 x25 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">9 134 </div></div><div class="c xd6 y697 waf h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Nominated in EUR<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c xd7 y697 wb0 h1c"><div class="t m0 x37 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">13 </div></div><div class="c xd8 y697 wb1 h1c"><div class="t m0 x37 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">58 </div></div><div class="c xd6 y698 waf h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Nominated in USD<span class="ls0"> </span></div></div><div class="c xd7 y698 wb0 h1c"><div class="t m0 x25 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 600 </div></div><div class="c xd8 y698 wb1 h1c"><div class="t m0 x25 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">3 018 </div></div><div class="c xd6 y699 waf h1c"><div class="t m0 xd9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xd7 y699 wb0 h1c"><div class="t m0 x38 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">16 499 </div></div><div class="c xd8 y699 wb1 h1c"><div class="t m0 x38 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">12 210 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y69a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y69b ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span> </div></div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi x67 y69c w31 h6b" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 52 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">12 </span>Share capital </div><div class="t m0 x4 h20 y4a7 ff3 fs0 fc5 sc0 ls0 ws0">As of 31.12.2024  </div></div><div class="c xd6 y69d w67 h1c"><div class="t m0 xda h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Position </div></div><div class="c x8a y69d wb2 h1c"><div class="t m0 x37 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Amount </div></div><div class="c xd6 y270 w67 h1a"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Balance at beginning of period<span class="_ _0"></span> </div></div><div class="c x8a y270 wb2 h1a"><div class="t m0 xdb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">513 </div></div><div class="c xd6 y69e w67 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Nominal value of shares<span class="_ _0"></span> increasing the share capital<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c x8a y69e wb2 h1c"><div class="t m0 xdc h18 ybf ff1 fsa fc0 sc0 ls0 ws0">50 </div></div><div class="c xd6 y69f w67 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Status at the end of the period<span class="_ _0"></span> </div></div><div class="c x8a y69f wb2 h1c"><div class="t m0 xdb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">563 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y6a0 ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _0"></span>June 14, <span class="_ _0"></span>2024, <span class="_ _0"></span>District <span class="_ _0"></span>Court <span class="_ _0"></span>for Wroclaw<span class="_ _0"></span>-Fabryczna in <span class="_ _0"></span>Wroclaw, <span class="_ _0"></span>VI <span class="_ _0"></span>Economic Department <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>National </div><div class="t m0 x4 h2 y173 ff1 fs0 fc0 sc0 ls0 ws0">Court <span class="_ _14"> </span>Register, <span class="_ _14"> </span>registered <span class="_ _14"> </span>amendments <span class="_ _13"></span>to <span class="_ _14"> </span>the <span class="_ _17"> </span>Company&apos;s <span class="_ _13"></span>Articles <span class="_ _14"> </span>of <span class="_ _14"> </span>Association, <span class="_ _17"> </span>adopted <span class="_ _13"></span>on <span class="_ _14"> </span>the <span class="_ _14"> </span>basis <span class="_ _17"> </span>of <span class="_ _13"></span>a </div><div class="t m0 x4 h2 y6a1 ff1 fs0 fc0 sc0 ls0 ws0">resolution of the <span class="_ _0"></span>Issuer&apos;s Management Board May <span class="_ _0"></span>21, 2024 on <span class="_ _0"></span>increasing the Company&apos;s share <span class="_ _0"></span>capital<span class="_ _0"></span> within <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y6a2 ff1 fs0 fc0 sc0 ls0 ws0">limits <span class="_ _0"></span>of <span class="_ _10"></span>authorized <span class="_ _10"></span>capital <span class="_ _0"></span>through <span class="_ _10"></span>the <span class="_ _0"></span>issuance <span class="_ _10"></span>of <span class="_ _0"></span>new <span class="_ _10"></span>series <span class="_ _10"></span>R <span class="_ _0"></span>shares <span class="_ _10"></span>in <span class="_ _10"></span>a <span class="_ _0"></span>private <span class="_ _10"></span>placement, <span class="_ _0"></span>the <span class="_ _10"></span>exclusion <span class="_ _0"></span>of </div><div class="t m0 x4 h2 y6a3 ff1 fs0 fc0 sc0 ls0 ws0">preemptive rights <span class="_ _0"></span>of <span class="_ _0"></span>existing <span class="_ _0"></span>shareholders <span class="_ _0"></span>and <span class="_ _0"></span>amendments to <span class="_ _10"></span>the Company&apos;s <span class="_ _0"></span>Articles <span class="_ _0"></span>of <span class="_ _0"></span>Association, wh<span class="_ _0"></span>ich <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y6a4 ff1 fs0 fc0 sc0 ls0 ws0">Issuer announced in the text of ES<span class="_ _5"></span>PI Current Report No. 18/2024 dated May 21, 2024.  </div><div class="t m0 x4 h2 y6a5 ff1 fs0 fc0 sc0 ls0 ws0">In  connection  with  the <span class="_ _17"> </span>registration  of  the  aforementioned  amendme<span class="_ _8"></span>nts  to  the  Articles  of <span class="_ _17"> </span>Association,  the </div><div class="t m0 x4 h2 y6a6 ff1 fs0 fc0 sc0 ls0 ws0">Company&apos;s <span class="_ _5"></span>share <span class="_ _5"></span>capital <span class="_ _5"></span>amounts <span class="_ _5"></span>to <span class="_ _5"></span>PLN 56<span class="_ _5"></span>3,298.80 a<span class="_ _5"></span>nd is <span class="_ _6"></span>divided <span class="_ _5"></span>into <span class="_ _5"></span>5,632,988 <span class="_ _5"></span>shares, <span class="_ _5"></span>with a <span class="_ _6"></span>par <span class="_ _5"></span>value <span class="_ _5"></span>of<span class="_ _0"></span> <span class="_ _5"></span>PLN </div><div class="t m0 x4 h2 y6a7 ff1 fs0 fc0 sc0 ls0 ws0">0.10 each. </div></div><div class="c xd6 y6a8 wb3 h19"><div class="t m0 x5d h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Series of shares </div></div><div class="c xdd y6a8 wb4 h19"><div class="t m0 xa8 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Number of shares </div><div class="t m0 xcf h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">(p</span><span class="fc6 sc0">cs.</span><span class="fc6 sc0">)</span><span class="fc6 sc0"> </span></div></div><div class="c xde y6a8 wb5 h19"><div class="t m0 x18 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Number of votes </div></div><div class="c xdf y6a8 wb4 h19"><div class="t m0 x1d h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Shareholding </div></div><div class="c xb9 y6a8 wb6 h19"><div class="t m0 x31 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Share in the total </div><div class="t m0 x48 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">num</span><span class="fc6 sc0">ber of</span><span class="fc6 sc0"> </span><span class="fc6 sc0">votes</span><span class="fc6 sc0"> </span></div></div><div class="c xd6 y6a9 wb3 h1c"><div class="t m0 xc6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">A </div></div><div class="c xdd y6a9 wb4 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">725.000 </div></div><div class="c xde y6a9 wb5 h1c"><div class="t m0 x54 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1.450.000 </div></div><div class="c xdf y6a9 wb4 h1c"><div class="t m0 x57 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">12,87% </div></div><div class="c xb9 y6a9 wb6 h1c"><div class="t m0 x57 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">22,81% </div></div><div class="c xd6 y6aa wb3 h1c"><div class="t m0 xc6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">B </div></div><div class="c xdd y6aa wb4 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">525.000 </div></div><div class="c xde y6aa wb5 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">525.000 </div></div><div class="c xdf y6aa wb4 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">9,32% </div></div><div class="c xb9 y6aa wb6 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">8,26% </div></div><div class="c xd6 y5 wb3 h1c"><div class="t m0 xc6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">C </div></div><div class="c xdd y5 wb4 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">150.000 </div></div><div class="c xde y5 wb5 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">150.000 </div></div><div class="c xdf y5 wb4 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2,66% </div></div><div class="c xb9 y5 wb6 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2,36% </div></div><div class="c xd6 y6ab wb3 h1c"><div class="t m0 xc6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">D </div></div><div class="c xdd y6ab wb4 h1c"><div class="t m0 xe1 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">70.000 </div></div><div class="c xde y6ab wb5 h1c"><div class="t m0 xe1 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">70.000 </div></div><div class="c xdf y6ab wb4 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1,24% </div></div><div class="c xb9 y6ab wb6 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1,10% </div></div><div class="c xd6 y6ac wb3 h1a"><div class="t m0 x56 h18 y16e ff1 fsa fc0 sc0 ls0 ws0">E </div></div><div class="c xdd y6ac wb4 h1a"><div class="t m0 xe0 h18 y16e ff1 fsa fc0 sc0 ls0 ws0">150.000 </div></div><div class="c xde y6ac wb5 h1a"><div class="t m0 xe0 h18 y16e ff1 fsa fc0 sc0 ls0 ws0">150.000 </div></div><div class="c xdf y6ac wb4 h1a"><div class="t m0 x70 h18 y16e ff1 fsa fc0 sc0 ls0 ws0">2,66% </div></div><div class="c xb9 y6ac wb6 h1a"><div class="t m0 x70 h18 y16e ff1 fsa fc0 sc0 ls0 ws0">2,36% </div></div><div class="c xd6 y6ad wb3 h1c"><div class="t m0 x56 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">F </div></div><div class="c xdd y6ad wb4 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">167.000 </div></div><div class="c xde y6ad wb5 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">167.000 </div></div><div class="c xdf y6ad wb4 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2,96% </div></div><div class="c xb9 y6ad wb6 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2,63% </div></div><div class="c xd6 y6ae wb3 h1c"><div class="t m0 xc6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">G </div></div><div class="c xdd y6ae wb4 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">220.000 </div></div><div class="c xde y6ae wb5 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">220.000 </div></div><div class="c xdf y6ae wb4 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">3,91% </div></div><div class="c xb9 y6ae wb6 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">3,46% </div></div><div class="c xd6 y22c wb3 h1d"><div class="t m0 xc6 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">H </div></div><div class="c xdd y22c wb4 h1d"><div class="t m0 xe0 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">321.500 </div></div><div class="c xde y22c wb5 h1d"><div class="t m0 xe0 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">321.500 </div></div><div class="c xdf y22c wb4 h1d"><div class="t m0 x70 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">5,71% </div></div><div class="c xb9 y22c wb6 h1d"><div class="t m0 x70 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">5,06% </div></div><div class="c xd6 y6af wb3 h1c"><div class="t m0 xc4 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">I </div></div><div class="c xdd y6af wb4 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">207.000 </div></div><div class="c xde y6af wb5 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">207.000 </div></div><div class="c xdf y6af wb4 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">3,67% </div></div><div class="c xb9 y6af wb6 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">3,26% </div></div><div class="c xd6 y6b0 wb3 h1d"><div class="t m0 x75 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">J </div></div><div class="c xdd y6b0 wb4 h1d"><div class="t m0 xe0 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">470.000 </div></div><div class="c xde y6b0 wb5 h1d"><div class="t m0 xe0 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">470.000 </div></div><div class="c xdf y6b0 wb4 h1d"><div class="t m0 x70 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">8,34% </div></div><div class="c xb9 y6b0 wb6 h1d"><div class="t m0 x70 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">7,39% </div></div><div class="c xd6 y6b1 wb3 h1c"><div class="t m0 xc6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">K </div></div><div class="c xdd y6b1 wb4 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">320.000 </div></div><div class="c xde y6b1 wb5 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">320.000 </div></div><div class="c xdf y6b1 wb4 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">5,68% </div></div><div class="c xb9 y6b1 wb6 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">5,03% </div></div><div class="c xd6 y3c2 wb3 h1d"><div class="t m0 x56 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">L </div></div><div class="c xdd y3c2 wb4 h1d"><div class="t m0 xe0 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">355.000 </div></div><div class="c xde y3c2 wb5 h1d"><div class="t m0 xe0 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">355.000 </div></div><div class="c xdf y3c2 wb4 h1d"><div class="t m0 x70 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">6,30% </div></div><div class="c xb9 y3c2 wb6 h1d"><div class="t m0 x70 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">5,58% </div></div><div class="c xd6 y6b2 wb3 h1c"><div class="t m0 x2e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">M </div></div><div class="c xdd y6b2 wb4 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">457.548 </div></div><div class="c xde y6b2 wb5 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">457.548 </div></div><div class="c xdf y6b2 wb4 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">8,12% </div></div><div class="c xb9 y6b2 wb6 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">7,20% </div></div><div class="c xd6 y6b3 wb3 h1d"><div class="t m0 xc6 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">N </div></div><div class="c xdd y6b3 wb4 h1d"><div class="t m0 xe0 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">327.000 </div></div><div class="c xde y6b3 wb5 h1d"><div class="t m0 xe0 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">327.000 </div></div><div class="c xdf y6b3 wb4 h1d"><div class="t m0 x70 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">5,81% </div></div><div class="c xb9 y6b3 wb6 h1d"><div class="t m0 x70 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">5,14% </div></div><div class="c xd6 y49d wb3 h1c"><div class="t m0 xc6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">O </div></div><div class="c xdd y49d wb4 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">421.000 </div></div><div class="c xde y49d wb5 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">421.000 </div></div><div class="c xdf y49d wb4 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">7,47% </div></div><div class="c xb9 y49d wb6 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">6,62% </div></div><div class="c xd6 y57d wb3 h1d"><div class="t m0 x56 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">P </div></div><div class="c xdd y57d wb4 h1d"><div class="t m0 xe0 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">246.940 </div></div><div class="c xde y57d wb5 h1d"><div class="t m0 xe0 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">246.940 </div></div><div class="c xdf y57d wb4 h1d"><div class="t m0 x70 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">4,38% </div></div><div class="c xb9 y57d wb6 h1d"><div class="t m0 x70 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">3,88% </div></div><div class="c xd6 y6b4 wb3 h1c"><div class="t m0 xc6 h15 ybf ff1 fsa fc0 sc0 ls0 ws0">R<span class="ff3"> </span></div></div><div class="c xdd y6b4 wb4 h1c"><div class="t m0 xe0 h15 ybf ff1 fsa fc0 sc0 ls0 ws0">500.000<span class="ff3"> </span></div></div><div class="c xde y6b4 wb5 h1c"><div class="t m0 xe0 h15 ybf ff1 fsa fc0 sc0 ls0 ws0">500.000<span class="ff3"> </span></div></div><div class="c xdf y6b4 wb4 h1c"><div class="t m0 x70 h15 ybf ff1 fsa fc0 sc0 ls0 ws0">8,88%<span class="ff3"> </span></div></div><div class="c xb9 y6b4 wb6 h1c"><div class="t m0 x70 h15 ybf ff1 fsa fc0 sc0 ls0 ws0">7,86%<span class="ff3"> </span></div></div><div class="c xd6 y6b5 wb3 h1d"><div class="t m0 x5a h15 y503 ff3 fsa fc0 sc0 ls0 ws0">Total<span class="ff1"> </span></div></div><div class="c xdd y6b5 wb4 h1d"><div class="t m0 x4d h15 y503 ff3 fsa fc0 sc0 ls0 ws0">5.632.988 </div></div><div class="c xde y6b5 wb5 h1d"><div class="t m0 x54 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">6.357 988 </div></div><div class="c xdf y6b5 wb4 h1d"><div class="t m0 x72 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c xb9 y6b5 wb6 h1d"><div class="t m0 x72 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y6b6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y6b7 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span> </div></div></div><div class="pi" ></div></div><div id="pf35" class="pf w0 h0" ><div class="pc pc35 w0 h0"><img class="bi x67 y6b8 w31 h6c" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 53 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h20 y196 ff3 fs0 fc5 sc0 ls0 ws0">Status as of 31.12.2023 </div></div><div class="c xd6 y6b9 w44 h1c"><div class="t m0 xda h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Position </div></div><div class="c x8a y6b9 wb7 h1c"><div class="t m0 x37 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Amount </div></div><div class="c xd6 y6ba w44 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Balance at beginning of period<span class="_ _0"></span> </div></div><div class="c x8a y6ba wb7 h1c"><div class="t m0 xdb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">513 </div></div><div class="c xd6 y6bb w44 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Nominal value of shares<span class="_ _0"></span> increasing the share capital<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c x8a y6bb wb7 h1c"><div class="t m0 xe2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y6bc w44 h1a"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Status at the end of the period<span class="_ _0"></span> </div></div><div class="c x8a y6bc wb7 h1a"><div class="t m0 xdb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">513 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y6bd ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y219 wb8 h19"><div class="t m0 x49 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Series of shares </div></div><div class="c xe3 y219 wb9 h19"><div class="t m0 xa8 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Number of shares </div><div class="t m0 xcf h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">(p</span><span class="fc6 sc0">cs.</span><span class="fc6 sc0">)</span><span class="fc6 sc0"> </span></div></div><div class="c xd0 y219 w73 h19"><div class="t m0 x18 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Number of votes </div></div><div class="c xe4 y219 wb8 h19"><div class="t m0 x1d h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Shareholding </div></div><div class="c xb9 y219 wba h19"><div class="t m0 x31 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Share in the total </div><div class="t m0 x48 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">num</span><span class="fc6 sc0">ber of</span><span class="fc6 sc0"> </span><span class="fc6 sc0">votes</span><span class="fc6 sc0"> </span></div></div><div class="c xd6 y6be wb8 h1c"><div class="t m0 x2e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">A </div></div><div class="c xe3 y6be wb9 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">725.000 </div></div><div class="c xd0 y6be w73 h1c"><div class="t m0 x54 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1.450.000 </div></div><div class="c xe4 y6be wb8 h1c"><div class="t m0 x57 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">14,12% </div></div><div class="c xb9 y6be wba h1c"><div class="t m0 x57 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">24,75% </div></div><div class="c xd6 y531 wb8 h1c"><div class="t m0 x2e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">B </div></div><div class="c xe3 y531 wb9 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">525.000 </div></div><div class="c xd0 y531 w73 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">525.000 </div></div><div class="c xe4 y531 wb8 h1c"><div class="t m0 x57 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">10,23% </div></div><div class="c xb9 y531 wba h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">8,96% </div></div><div class="c xd6 y6bf wb8 h1c"><div class="t m0 x2e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">C </div></div><div class="c xe3 y6bf wb9 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">150.000 </div></div><div class="c xd0 y6bf w73 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">150.000 </div></div><div class="c xe4 y6bf wb8 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2,92% </div></div><div class="c xb9 y6bf wba h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2,56% </div></div><div class="c xd6 y6c0 wb8 h1c"><div class="t m0 x2e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">D </div></div><div class="c xe3 y6c0 wb9 h1c"><div class="t m0 xe1 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">70.000 </div></div><div class="c xd0 y6c0 w73 h1c"><div class="t m0 xe1 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">70.000 </div></div><div class="c xe4 y6c0 wb8 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1,36% </div></div><div class="c xb9 y6c0 wba h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1,19% </div></div><div class="c xd6 y6c1 wb8 h1c"><div class="t m0 x2e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">E </div></div><div class="c xe3 y6c1 wb9 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">150.000 </div></div><div class="c xd0 y6c1 w73 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">150.000 </div></div><div class="c xe4 y6c1 wb8 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2,92% </div></div><div class="c xb9 y6c1 wba h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2,56% </div></div><div class="c xd6 y6c2 wb8 h1c"><div class="t m0 xc6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">F </div></div><div class="c xe3 y6c2 wb9 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">167.000 </div></div><div class="c xd0 y6c2 w73 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">167.000 </div></div><div class="c xe4 y6c2 wb8 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">3,25% </div></div><div class="c xb9 y6c2 wba h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2,85% </div></div><div class="c xd6 y6c3 wb8 h1c"><div class="t m0 x2e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">G </div></div><div class="c xe3 y6c3 wb9 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">220.000 </div></div><div class="c xd0 y6c3 w73 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">220.000 </div></div><div class="c xe4 y6c3 wb8 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4,29% </div></div><div class="c xb9 y6c3 wba h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">3,76% </div></div><div class="c xd6 y6c4 wb8 h1c"><div class="t m0 x2e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">H </div></div><div class="c xe3 y6c4 wb9 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">321.500 </div></div><div class="c xd0 y6c4 w73 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">321.500 </div></div><div class="c xe4 y6c4 wb8 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">6,26% </div></div><div class="c xb9 y6c4 wba h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">5,49% </div></div><div class="c xd6 y4b5 wb8 h1c"><div class="t m0 x75 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">I </div></div><div class="c xe3 y4b5 wb9 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">207.000 </div></div><div class="c xd0 y4b5 w73 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">207.000 </div></div><div class="c xe4 y4b5 wb8 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4,03% </div></div><div class="c xb9 y4b5 wba h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">3,53% </div></div><div class="c xd6 y6c5 wb8 h1c"><div class="t m0 x56 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">J </div></div><div class="c xe3 y6c5 wb9 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">470.000 </div></div><div class="c xd0 y6c5 w73 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">470.000 </div></div><div class="c xe4 y6c5 wb8 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">9,16% </div></div><div class="c xb9 y6c5 wba h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">8,02% </div></div><div class="c xd6 y6c6 wb8 h1c"><div class="t m0 x2e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">K </div></div><div class="c xe3 y6c6 wb9 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">320.000 </div></div><div class="c xd0 y6c6 w73 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">320.000 </div></div><div class="c xe4 y6c6 wb8 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">6,23% </div></div><div class="c xb9 y6c6 wba h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">5,46% </div></div><div class="c xd6 y471 wb8 h1c"><div class="t m0 x2e h15 ybf ff1 fsa fc0 sc0 ls0 ws0">L<span class="ff3"> </span></div></div><div class="c xe3 y471 wb9 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">355.000 </div></div><div class="c xd0 y471 w73 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">355.000 </div></div><div class="c xe4 y471 wb8 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">6,92% </div></div><div class="c xb9 y471 wba h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">6,06% </div></div><div class="c xd6 y6c7 wb8 h1c"><div class="t m0 x58 h15 ybf ff1 fsa fc0 sc0 ls0 ws0">M<span class="ff3"> </span></div></div><div class="c xe3 y6c7 wb9 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">457.548 </div></div><div class="c xd0 y6c7 w73 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">457.548 </div></div><div class="c xe4 y6c7 wb8 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">8,91% </div></div><div class="c xb9 y6c7 wba h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">7,81% </div></div><div class="c xd6 y6c8 wb8 h1c"><div class="t m0 x2e h18 ybf ff1 fsa fc0 sc0 ls0 ws0">N </div></div><div class="c xe3 y6c8 wb9 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">327.000 </div></div><div class="c xd0 y6c8 w73 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">327.000 </div></div><div class="c xe4 y6c8 wb8 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">6,37% </div></div><div class="c xb9 y6c8 wba h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">5,58% </div></div><div class="c xd6 y6c9 wb8 h1a"><div class="t m0 x2e h18 y16e ff1 fsa fc0 sc0 ls0 ws0">O </div></div><div class="c xe3 y6c9 wb9 h1a"><div class="t m0 xe0 h18 y16e ff1 fsa fc0 sc0 ls0 ws0">421.000 </div></div><div class="c xd0 y6c9 w73 h1a"><div class="t m0 xe0 h18 y16e ff1 fsa fc0 sc0 ls0 ws0">421.000 </div></div><div class="c xe4 y6c9 wb8 h1a"><div class="t m0 x70 h18 y16e ff1 fsa fc0 sc0 ls0 ws0">8,20% </div></div><div class="c xb9 y6c9 wba h1a"><div class="t m0 x70 h18 y16e ff1 fsa fc0 sc0 ls0 ws0">7,19% </div></div><div class="c xd6 y6ca wb8 h1c"><div class="t m0 xc6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">P </div></div><div class="c xe3 y6ca wb9 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">246.940 </div></div><div class="c xd0 y6ca w73 h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">246.940 </div></div><div class="c xe4 y6ca wb8 h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4,81% </div></div><div class="c xb9 y6ca wba h1c"><div class="t m0 x70 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4,22% </div></div><div class="c xd6 y6cb wb8 h1c"><div class="t m0 xcf h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total<span class="ff1"> </span></div></div><div class="c xe3 y6cb wb9 h1c"><div class="t m0 x54 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">5.132.988 </div></div><div class="c xd0 y6cb w73 h1c"><div class="t m0 x54 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">5.857.988 </div></div><div class="c xe4 y6cb wb8 h1c"><div class="t m0 x72 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c xb9 y6cb wba h1c"><div class="t m0 x72 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y61f ff1 fs0 fc0 sc0 ls0 ws0">The nominal value of one sha<span class="_ _5"></span>re = PLN 0.10. </div><div class="t m0 x4 h20 y6cc ff3 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y350 ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">13</span>.1 Share premium  </div></div><div class="c xd6 y6cd wbb h1c"><div class="t m0 xe5 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Position </div></div><div class="c x81 y6cd wbc h1c"><div class="t m0 x46 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x82 y6cd wbd h1c"><div class="t m0 x46 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y657 wbb h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Premium from sale of shares above their nomi<span class="_ _0"></span>nal value </div></div><div class="c x81 y657 wbc h1c"><div class="t m0 xb3 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">199 351  <span class="fc6 sc0"> </span><span class="fc6 sc0"> </span><span class="fc6 sc0"> </span></div></div><div class="c x82 y657 wbd h1c"><div class="t m0 x1e h2 yda ff1 fs0 fc0 sc0 ls0 ws0">171 968 </div></div><div class="c xd6 y6ce wbb h1c"><div class="t m0 xba h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x81 y6ce wbc h1c"><div class="t m0 xb3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">199 351  <span class="fc6 sc0"> </span><span class="fc6 sc0"> </span><span class="fc6 sc0"> </span></div></div><div class="c x82 y6ce wbd h1c"><div class="t m0 xb3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">171 968 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h18 y6cf ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y18c ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y6d0 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span><span class="ff3 fs2 fc3"> </span></div></div></div><div class="pi" ></div></div><div id="pf36" class="pf w0 h0" ><div class="pc pc36 w0 h0"><img class="bi x67 y6d1 w31 h6d" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA9QAAATiCAIAAADUMjztAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uy9WZNk13Xv919r732GzKzMGru7ekI3utFojARIECQFSqR0LUtXcvjhynb4wQ9+8KMf7Pvi8NfQB3CEnzyFJcW1rhyXkixKnACCJEhMPaPH6qrqGrNyOMPeey0/nKrqagAUIAVlM4jzC0TjVObJU1W7KiN+Z9V/r0Wqil8VAgRIgEawARkooAFkQObgHAUEYIAUAWBExGI0sonLOjlUAQWAygAMe/AiAhRgwCASlCD0xGdmCCMShCCECAigCgW6gCM0l20+N548xpGDBgLo8OBgdSzB4NcGgRfUv4orGUZKoIN13/9XfvkLjq7O4YcChIPX4sizRw/4E6868jPUI69+8pmWlpaWlpaWlt8g7K/wWop9sSbzWK+IIBI1RBERFQIMG6iClJmJQNC0YwVShYkxzMRMBtY81kB+QtYapz6qZ/RxM3x8tjzWPgJAaCyeDh7WI1r4hGHqgSXqwQt+zXyQPu3L/udd5/GRftrx53rxP+Uc+qUnavuGbGlpaWlpaWnl+5+i3xxBClIfAgBissaCRGNUEkCUoEZFIyBkHIgANYZj9CEGgiOGEMgaaorXTPs2D4hKFBUQNdL+hHE3Qt48zkfEtLFnetLOceD1+CXC1xS8CYCCdN/af73k+1dUiaej/9MnH9VPO/tTl/KTSk2f4+DTTm/9u6WlpaWlpaWV788rcgJXQWOIflxMAFhru50uW8O2Eat9qZMYg0RmZuL9AreKqChDCQoxJoIFqiAC7WteCHVV19Zaw5aPfOVPWiA/WRJ+XP8GQEee+mQxW564jcCvd/6B/iViMJ+q4P+Ysz+5mJ+nyE2f60toaWlpaWlpaWnl+7PdLSoKQNhI3mEARATyQiIiZaxjjEwmdXkg8SxCQaNG1cQktcKrRhIGoJoQmIhI96/ROKGJLlHDwhToiCLSE8GU/WcUUII8Dm03Zx6FD61RP1Fx1Sdd8Neu7q2/yhsDOlhN+jQF/2V2/LED/nwqTa15t7S0tLS0tLTy/StBVQIqBojJpUYBVQoIIjGKVuJFlZRIVcgIOChFjaqkMIEoECmsCESka8Rwo8VCIoAaAjNZhkGUGGItxlpmsx/dVnOwP5IP7blJhyt9Uqkfq94vk+9fc37lMZhPs+TP0G968mfPH19d+pxfubYO3tLS0tLS0tLK9z8DAWoVS2zACopAhAYJMULB7HKLBGRLCMMRrEdUJmZTgtjAGgCofah8tHl0ACCCGKTW6LsuTfc3cmpdF8V00psZJEmK/fTF4w2IH2vc8Rk3DG3K+DOW5/OL8cdapHzOUnhLS0tLS0tLSyvf/0yYqFPWdYgRYDKW2ER1RIbZMhkvJkaGkcKb4V596/adze3d6bTyUU6dPH3+3FMzfeecJaeb5dhZ00kzAyY2Bi4SvO4Xsp2z6OTGMFShsm/en2hcdzRK8c8z7F9rVfxV3TQ8kYo/+JZVf7l8f7J43eRW5InTVD79k9En2zi2tLS0tLS0tLTy/c+wODKMbhVQVrWz1lBCsLWHCIlQ7f3O3mg0LYm1qHlja/qLd688WFnf2R2HqJeenbw8zBYW027Ozvmpbne76WJ/rp9mHZfmNo2oNdZRYkbs2OaZ209G6BM2qoc9vQkKZTzRXFD3G5h8to5+LND8BSrY6j/e6VsB2o/yfCxYok/e79An9222Ze+WlpaWlpaWVr5/lTCQSFRo0slTMqb2OhnHja3RxtZwfXPrytWPbn10r6iikotq90bFZOqrOiq73fHKrdu1sRxCZOvPXI7Lp3onjy09ffrUqcX54zNdAouPsSg1cXCcOntg3h9rb/KxsreYfZ1sSq30eXIm/IUTxo/12D56LJ+4JdFfsjAfy/tw69wtLS0tLS0tLf+C8q1KUUnUARZsy5JWVodvvvX+7bur2zvjCLO6trW6PopilAQMY2cUopAk6U6nbjqdWpeEIMLlrm7fur/Sy+5eeGrt5WcvfunS+ROzaco5OQ5BPNiSJSJ+vPePD7RPQEf7CQbaz6UQiAh8VMQ/6YUH/b0PWoAfdggnOnrZ3xg+0dRFPy7TekS+6eMdBfXxHwa0teyWlpaWlpaWll+ZfKuqqtInWliICADm/dnhqlBYH+L29mT9UfHBlZW/+ds3795fK8o4O7dUlFKWhk3ONmPOjM0TEBhJ1iurUJY+EScCr3GyWvm4o8Hfvzsc7YiG9NlT/ZML/dluP/oyBAhbYhA/jhA3DQYVup+bIIIqEKCRDroQKpj2p/HYo30JD5IS+24OyJEQRWOZ/Pnd8nCtmuUSESI6WKJPP//w38MVPnqFT7k4jlSrDw6akz/5kzo4PliZo1c7snyqTaBEj4Z39i+nSsTEvO/rqiBWUPOJFPuziD7ZBkVEobF5YfMqolbRW1paWlpaWlr5/ixExHtvrTXGiEhjXcxclmUIodPpGGP2O24DW1vj997/8J2fX7l27fb27p5NuvMLcyLkY6jqQFz180HemVnd3GLOkrQ7mUwBk2YpGRvqEAOAQZrlDN0Zlj//xYPNh+O5nN/4ynN/+LtfdZJZ1qggDzVw7jALIVFCBJTAbAikUGgEwv5uQGKwjXVQkE0BIREVRdNSHE3xvDHkKNAIETDD7M+5/My4SrMs1toQQgjBGGOtBVAUhbU2y7J/5LUhhOblzjkiOlzh5gofI8YIqLWP7VskAjDGAIgx1HWdJAkbIzGyMUc2SKqIHN4vMTPAArOv7FGgkaDWmv1OjYgQUdXoPTMb52BcDEEFNkliiFFgnFElVbiD2xSYxzcq0XvvQ5plBIiocdy+5VpaWlpaWlpa+f5siMgY470PITjnqqoSkUYojTFEFGOcVNXasLx+/cGVq7evXb+1szu2jubn+/3ZxaVjx0+dWSIDH6KSebheP3hYcrIQhaPwznCsysyx9hOA0ozFzNTFJBbTTncwnejtye5dPw0FtDbH5mYuPjV/+fxCEwppGnurREHj0SoQRSQlAiiW0AAwhMAGRERK+wVvJSLeb96xX/l+wrAJkBi9r4vSdGZs3v1M+RYRY8zRyreqMnPj0zHGRnlV9yW4uYE58ODHpenD8nCM8fBka21zKVUFYmiuBgIOq89RoVG9jxUFMbDcRGXooPAMEClzU9WPChXV0qu1hgmiROBmsNFBomS/OQkZQ8zNdWKUGIVdEkR9iKllUajCHo5EAoOgChERPZgVynS4xEcXGG2rx5aWlpaWlpZWvj9Vvq21VVU1BlnXdWPhTWlWRKqq2tra+/DGo3d+/u7VazdG49Gx4yefvnA2CvqD+dNnTr72+qUk1SC1TdI3337w45+spumJogrD0WRjM4zH1Xg6Hk9HSZJ2u7MF5dOiKndDv9cHZDzaqSf+58X97fXJ02eOlV+7cOJYt5MmqWlG+UBEo4hzzCyARPUADDFiDQ2AbYLcxMZYVjSbMJmaFITSwRhNVRWgSUcAIHgvVV2NRpnNqEOfKd8xxmatmLm5JyGippitqk05vJHvEEKMsXm2ke/mTwpNzfvQxRv5jjGGEBojby4rqiKB2CgbAsg0CZEoENGgiEGIBCZxIBWN+5kWgJgAUhGBEFQEtVcQW8vgA/k+SL4ADAYDbIzqfkZFFFFUQaIapVkviJIQN/JNACkpVARKzNZps85MTVjlqHmjTYq3tLS0tLS0fJGgTwkCfxrNaTHGqqpGo1GaplmWJUlCRGVZbm1t7e3t3X3w8G9++M7s/PzxY8t5t9PpznQ7vTTvpHnGxkymxVtv/+TajZsXLl46ffbC8eWTgxkWaBlEgn/zret/891f3L5zN8vy2fnltb0ukCaGppOxQcwsZayOQoKQkr/09IlvvP7c1157+szJQTeHKmIIMYYsY2tE4X2YEkliLGIgyH5HFDUQgnUCI5F8VFFiso0xGjbU7C8UYSZmAgQSRaIEz0lOSfqPL1ETHXHOee+990mSHKr20fB3I+KNZB/e2OwrtUhVVQCa7AozO+dwEONuyt77HyICfv+WYf8HBFERkYO9pfsoaQixrioAzQX3FR9w1pFxldj9b/egcYwBSCMkQCMAMAEItVeFTTNRVhCMiapRlAwrCKqWNPgYgxhjrCFjWFUPMuPk6zr60Onmh0Ga1rlbWlpaWlpavoD8EzZcNlVYIkrTlJlF5LCUm2XZrVu3VlYeHFuaOXVm+dix47UP649Wb97YqupaROq63t7c/fDm7ZXV9ZsfvHfxueeeunDWhImquG7v0vPPPfXUzB/8/ssbG8urq+srqzuIDDKcpAxiMLNlyyJ1UceJDzfubam5NTM/5/LsVJoagjLFaPb3Uu6POo/7uxJhQAZKIiQRbAzYKu/HHZS46XFCTYBDm44oFIPGEJhh2Jo0oSbR/o/SyHHjx00O53CT5WHM+mjgpIloH2xo1MOLfOyah+ccrr+IRA2C4KxlY3AkNBNVCJRY50NQjWwMMSkxGdfEU0AGzICoioIVHME+KFQTx80uVRUxpPx4ns6+8YuoAmyMgHyEEilxEERRVWSWlFkNlEmIFIhRmw4zIURRYmv0INSCg4bhv+yesH1ntrS0tLS0tLTyHb33RDQYDKbTaV3XTRCZiPI8H41GVVl842uvmSTZ2xvfu3P7zbfe+tk7P7v/4EE5LWNdS11T3uU0vf3u6Bfv/EM60x+trkeR+RMn/+hP/uSNb33z937nBWOff/Ott7/zN28NC4wnVT0t88wxLCT6GDSKChuXbU/rD26tnDp3bjDf78+n3QxsjAoLiaow1OwbbIQawCgZKEWFV3VqmB2YyBw2AQGASGAczK/3kOCrIiSOyTGxO2wL8o9wNOTdeHaj1IdhEmtt82Bz09LIdyPTh/nvw1J3Uws/vEKz+I18xxi9eK+h0+kkxgBgMIFFKUokoggufRCNDmTIGHZJmhAR9GDwECs0gExU9oKqEqgaw2CoKEIkS8wGSodNTJRYIU1uRAR1UCUoU1DUXkVhDFm7/00JoKqlFyI2TN5LYm2W2eYpfsKvFR//2wuh7YjS0tLS0tLS8hvKPyF2IiLD4TCEMDs72zzSxL43Njb+7u/+7vTp06fPPkVp/hf/7v/6zne+s7q2ur2zs7c3LMsy6+TO2d3doTR7A4M3xGwNOefSLM+zPLH9mV5/drYzN/fa17/+la9+8+HO/PffvPmjH723fOJUWdVbm9sSowoMm6WFASGEanLp4pmvf+XZ33njhdPH0c3AopYkoWCpAiqoJwrQDpAoWVWKIC9MbJQ5AnWkoADgawBIEyQMS2g6gJAIRYEASqpsEjLJZyyR976JneCg1N34tKrWdX0YRAFQVVWToW9uXZqVbGLfRxccBxX0uq7rum4S9o3BB5UIZWMOwukUolS1Z8PWGGs4SlQFMzX9A5lBBIlS+0hEzGQNEXEElYq6Vig6KRkiVoWoY9imVwxpo8LRR6iSS0W5FkzraCwbxwJEVVVYAyJShQiIQKQQJRAJytIzc5ZYZ8C837WRDieU6scGH/FvZEv1lpaWlpaWlhb8UyvfhyHm5pGm1eB0OrXWbm9v7w4na5uT7/7199/+0TtVXfvgQ/CQSM4Ym1BkxABDWZYfW1hYXFxAYtlaZpJyCpVib+fOvdupw+Lc3ODk1y+cmx9undjd26vrCbgkNkzWGqeJreswKqtbK2uz8/3TT53s9npJ6jIDCYgEZwlgKKmokFVOFaxEERSJfUQUYoMaiI007wcsoEAtCBUcI2FOE6YICfA1ElHWz7VKItJUvpv9lA3NZsrDXIq19nB3ZrOkzaoeTargSM+Twx2czcllWUYQubQsAzPS1CoQVUPkxFpio01jcgIR6lpUkaYEkABRlJmYCMTea60aHBV1gEiepGA0nUlAEI0ShY6WoZlBpEoKZUPEEJVJGcmysab2MAxjoIQYIUqZJcMANR0GKTZp8iOifaS+3bY8aWlpaWlpaWnl+wjNXsAsy6y1McayLJtWg6PRKITw8ssv//mf//l/+A/f/eij4c7OTu19f3YesfB+QtGHKRBUC7BS0s0W5469/rXXX3nlpWkxrapCIPMLc2majEZ7f/VXf/XOm29efe/Kf/yf/dtzl1759rde+l//9z/bHe51erNsU+s6xqQ1wqgqdqfTMlSDB2tnPlo5fuJsv2eTrMlGkCoBTEoQeGMFDsoCCBBUt4vgRbIEQpDHg9LJB7Cqr7E3RO5oJudBly0TmEoBq1j5jCU6bCnYfFjXddMcsDHsw4Q3gCRJQgje+6aenaaptbYpb6dpioMJO80FmyzKYZ9B7/329nZQTnpzw70iTcyxpT4ICgMyTUTcBykrUVHndDIRgKx1zKzKCjYGxqgohqNqGoS6dmt7D0F6+QKRaUxYACh8jAYwTE3rxKZnoZKSQWo4EqZVWN0Yu8yk3bQq0c1Nv2tBmFZhWsSZTBMLQ5Q2/V6a4T26P7+HDw7pY5VvakW8paWlpaWl5Qsv38yc53nT867xb+99lmWzs7MrKyt/+qd/euPGjY1H49Gwa2nBpagnAphu0k0TU4e6nlSJmz9x4tjlF579oz/6gxdefPr4ibngg6goCZE1hkXkjdfe+OEPf/APP/jBD/7mz/f2Nr701W8MBigD2IXSj33tldLaA8SDpaVQTreGow+uf3T8eK+XJf3TKYFUEGoxZr/htIADCEARUAu84C//+ntXb95RomkZai+qsC4xbJoYDQQkfHx+9szy0oWnTp85tbg038s6IMZn5nOaqvahfDfNAZuC93A4HA6HTTncGHP8+HHnnKo29zCHtzfN2ja+fnS8ZVNQDyFsbW3duXPnZz/72eZOwfmSCJ555sLv/e63uj1YizQDMza3RteuPbhz997W1pavqxD12NKxr3zllbNnF3q9jg9gg6qIO9vl3/4//3D9o9vpfL+YFnODwbfeeP3U8tKgmyP4TmZTQwCTYRCC98Yatk5BIWolCsOTKt5b2fz3/+FvR+MxWSswb3zjlW++8WqMePud9/7hH96spmMJ1dxg5j//k3/z9FMn89Q0w46a+52mEwphv1fhkXU07duypaWlpaWlpZXvx9NhmnREk2AejUb37t37/ve/PxwOgZmy6GVpzzCX9djaNHFONbLauf78y6+8dOnS2Rdfuvi7v/fbx47NJSkbgygqoqCm0EvPnHum3+l18+47H90G9lYeXHn+uTMzq9u37j5SuKgIisJLkuR5pweSSVneunv/3NnjZ090L57KDAGqIUQGYBlkgpJXIiAQAhCBq7fu/ODH7yon4zL4oCCbpTmByqLQEJzhmSyd78/cvb/+0Z31Zy+euXTh1Lmnji104Nxnr1KzPk25utFoESmK4u7duzdv3iyKQlV7vd7Xv/71paUlY8zHciaHOe/DYM9hU8LGxauq2tzcvHr16t0HO+IWCQQ1X/3qbxlrspRFoBY7u+P337/1/gfvr66uheBjiGefOjs/f6Lf77gkr0pYCxWESLdv3//x2++YflckPnXm1Msvvbi0KLrf26SZcamK/bQJEROxF62DeFHDFBWjSfnhlWur6xsCisqnzxx7A68qsLK69uOfvFNMJhr98vGFf/2HRRR4L9bsp1j44LtrNmceTLPfX4W22UlLS0tLS0vLb758Kx77z6fJjwKwzgbvp9MizdI0SQHcuXPn/fffr2sfYlSJQUyIDmAfybmcye2Otrp5dunCS//9f/s/vPTS8sIiWYeqRj3Vbg91JVWlMwM2hqKgruOXXvzSq19+ZaWe/C9/8Rd/+Vff+e/+7f949ebKB9f/TF2fKCVVgURVJU3zvBoPV1bX7t9/sHlxNuiiIQAIXq0lVlYyXlGLWkNkYQ2MovT1qKhtlgo7kznnOnme+7qeDMcsaoxJ8t7etNzauvWTd9555tq5L3/ppW//zm+7s1l37smxMKofW6mmqUmIkY1pdkYCqOpqa2vr3ffe+/vv/v2DBw+I6OzZs6dOn+7N9DqdTpRo1OzX1A+S3Y18K1SiiEiUaIxNnAOQ53mWZTGGyXTqMal9vbU9nE6qNEljIO/R6WBvOPnoozu3bt3Z3NxM03QymbBxq6vrZ88ud7taFJrnlCRm0O9YY6dFVVSFMXzi+LE0y/LMZimrzQxDNIQY2ZAlNtYQk6jWPtZeIppMvHEJT8tqbzSJotM6TCYTIliLEOrJtEyTNHX53OxcfyZhwriQmZyZoUTSyLYqkzzec0n0y3/9WlpaWlpaWlp+s+RbDqTn0zO31BQphU3McxtVxmVRe3zn7976s3/397u7TPYEpzn8WFwthhyXMBNK7Mk5+6//4Jt//Ed/+MwL6cx8bTIGR2fAQjBkcyAhNYjEYohyo4RImHfud1/98kI2s7e2VQzLZy68cP3eVumtTWfUhKC2rOGgEDDw8N79G1dnLp899tSJ7kxmkXY9qQCWtBtDTgVMZwqMFDseZXas7p4uYIq97cUZ++XnL/B0R0ZTz8oihEppewjaJuPd4rVx9+GN+JPqwX/z++YP521Kc6IdUWeZirqsY5VkUagSREZq0CGTR8ORzVTDJOwSw1imxf4Op9d2MdHTFr4jbmRoakqi0uc7yo4RLGYqsiVzBAdUFaYpXCVhUlf9ZJAZUwES1fW7Fy6fTAejXdGHxZdmez52zsGxNZOOU8qoRmezxJVNPHKXJnMXJ4aTmZ3Qj/c233+5TtJ00u2kNl14uKXf/cmDn29lw/TCjN3pZGZhcenk8qxLk2kNCDSBM0DGFY8r8mocowvYioymTBwLKmrD0UWPno/nNc4Q74Jm4/7vkkDVYSZF5uJ8nFqj2s89I5A6Q5n3iEpsCCxep3UsmLuWc8dJQmzb92VLS0tLS0vLb7Z8H/7Vn/BpnSeoSURERWQGJybUMppMH6xs/fzdq+9fua21TUzXUmqSkdDEQ8AhSDSuc+nSpTd++6Xf/tZLSWqsiUqBWE0zyxxsDJFjQAWqYGZSACoZ06XTp3p5/2cf3u1mnYtPX3qweaWcKNkuuIqKOkBVOIKUdnZ2Hj58tLKyc3wu6XWcGKckqmCQ05IgAq0BEZpEBNfVbDZGwEznBnNfefHZTrWRFHOuOsGhruuwV+jDCd/ake2HxU7IVjfj1b311y+WL5/Jluc7QCZKUdgrBSImCMcIr0qsGYFhWImiyhRKUAOqiXaj3a6yoH1H0wKJJJk3WmpFTpQ1aIyiVTS1GgVqoCREQkWYECAmiMlIg4e1yezCrMs1uGwaL2Zmd2MkV67fSJ/t9fNOnrrK69jr6jjuaJ8H88ePLfm9KyXff7S7MpocjyHr5DORe7uFfnh/41GVhfx4ZmOec7fbm+nnYFt5OINJJUziUlEqBSXTDEERKYBgoFZq1FXUCnXUlDBPfMywg8nlIEfCRKSJ+DRUSfTEisxpDMIkACRCQWqZWIOEkipDnUgEtq59U7a0tLS0tPwL8/Dhw9Fo1K7D/5/y/XkQEeL98jgz743GP/7x22vr68RGrQ0i8CFxWV1P68oDEaFaGPRfffW15ROnReBsouLrOqSpJaYD1afHc1we96FTEW8NDfozp0+dNDOS7MqJO9ths6iQEHuNKgIfxYgaIIhMiunW9lbt50U1RLEsYBUFIzb3Dk3WuBmfbhnW2O7C3NnzZ1/90vPPLNJSqk6UiqKaltuTcGc7/Oja2kffeasMNqoUw53b19Y/WOh0XruUJ0zKdYR1eTfJgKDII3yhUgWrAuugBJDt2kWQlLV/uLU5miKxc1J3iIzltJcP2OSVhA7PO86geelNVSNEuAyJyQzSCMqdOoPdPYoGWQ91TUGJlZlnZgb2+MJStb155eqV/237p/3/6veOzV/udDIFi0oI9aSQYwsnvvHNr/38Bw9Ga8U4q3aH091hQaaLXALIWpukad7Jc5tZJ83kGx8hgm6Ozc0wLeq5pcqmwRhYTlVslP2tkQIEaFFX46JQIElSa7qFJE1+XQCwZZvUQbyvR5MiQsAMJMZaKItCACIwg8DOuIwzhWW07b1bWlpaWlr+v+DkyZPtIvw6yTd9SvF7v883mJgAilG2Nre+9w/fe/hg1drUph1fxVgFkzs2qVWKoer2O2fPXfja1984d/5CkuRMVkgNgcDYj/cSgwTcTHRvGl40/mWZ2DkBL87NBauTWDFzXdeFcBRlY61LUUdSayklE8qqfrS5VdVPNR27rWHLakiJiaBAYBgL4wgcKq2nUTlnmcmxvMjdzFrW1ChBjLWmx2ZO18tqJk+qmAKuDL6ouCic5Y73brgb1lanm9tr65t37z+4Fqk0FmKcxI61g9nZpf7sYGFpcO7cie5MNhpX3//BhzdubIgOOp0lS5PRaO9/+p//ytm9bif81//lf3FqeW48ie/94s7tu5vrj3Z3Jpu1TuEiHFySpmnP8NzxuRMXTp989un+4qxjHXz7W388Mrv/xw/Xu0aJeTiaWtdN835Qe/ve+u07K5Wv+v3+mdP9Zy/ZD39STybFKK3BvTRfStK5aLIQi73xpCin0+neWvHw1Veee+r8hWFhpMaj1d3rVz4c7g6LaifSg85M5RyqaWJpqdc9der0haWTs/PHs/4gTa1Js45LczJWVGl/qyiigowzLvM1Ry9FEHIKR56YwGtr2zevP7z24d3NrUdehvOLdOzkzMkzi6dOXp6fXc7ytA18t7S0tLS0tHxB5Fsfb3Wjgwee9G8AUFbA135zc+vdn7+7ubFr2KVZR+pp8HWwYm3Czqpg+eTZl15+9fnnnzt+/FjimAlEthnqfhArJxDRwcTDg756IMASjCWQm+tzSehOGKpV7YuAIOyMYeckOkJibASVRVVv7Wx77wkwRJbJGmFVEAgCjQy2hIRhENQX3kvq2FKYyWCgEgQsqmIMOllKPT6+2F0c9KrCVl6J49bOdG3dhujGI717d3L92sZHd27dvPPejds/Zeez3BnXkdhl7s8Olo+dWDpz/kSg9Njy/GRSv/feg7v39soq77i+sBmNpj/80fWqXFlaMIJsD+YAACAASURBVP/JH/wbY8vbH63+4EdXb916tPpo7+HGg1LHphM4UbaJtd1B5+Spxb1HT8ni7NNz/YHlzksvfuPa+t36764N+mTJll4iEqUsAJvb482doSC6hPsDPrFMaaq1j+NJUPRcsuDcQDnzYbS1vTudjup6IpPh8eX58xfORbVr68MP3rvzd3/7TlXuCHbKcMemYzbiq5TisV7n/LOX/dkLS+eemX3h+ePiNEQRUBBBDIKoIvu/NWzJZQEmgAJZWPKEspLJZHL15oMfv/XBz96+urHxEDx6+lLvhXhmMJeLr1nEtLstW1paWlpaWr4w8v0ZMPN+nw9gOi22N3cera5PJ9Fls02gQwV+6l0/dakLPr700qv/6vf+o+PH+nlG5iCsQvt19cf2zUdy5kcazkWGOtJOanuBO1kFldr7yiMiZZAHg4wxjlkgvqrr4XDovQfAtB8vAQS630aaAcfoOKQsLLWfFpWlajr1HkKACmKpVakg5pRAeZacXl7cfTjemEwQ/Y3rd97m/Pf/IKzcm/zi3Y1r1+7de/BgY2svYpB33Ey/a123KFxZmNX1svR7gbKks156C8bmtt/ZlelYRyhT4zNn+4NTCwv9E8eSGp2f/uLWd/799+/eGXqfuWwwGJydzX3aJ7i4N5psbk781JfDrb0teunyiUFvMOhyt7c4N7/XmaEsZ45WvN0ZxuEozs1Z5tS6zCV2Wg7LcugSpJ3MuHRaTOqQCwZEM0xcl9Xq2vpkGkHB5Xz67OLTzxwz4B/98Oabb79z49Yd50JvRnqzC9u7e2U1On7s2O4m1tfXh6P3btzPLq7Pz558gx2vPdrYm4ynJVOs1NT7PcsJYAY7IQuXcNqPbEa1bA/LWzeuv/uzq+++d2tjOMl6g1OnTr322qlXXjn/3PNPdd1Sajqtebe0tLS0tLR8QeRbgYgm061P1r+bQyJjLDEUpIrxeDIajckkIB+DVpUPwuAEEO9VEGLQ5RPLFy9ehCYSqNlGpwJRaoa3HPkchIONntp08FNBqIgNuSRzpt+lxVnu9zudTrcsSIIJQYuiMipECEK1SOmlKKsoAlWRJpscITUkAooQwI4ZjpAayixVBgnDsTqDxMApQS2pAwiGFTTT6b74/OUHex/Gh9tWwGzZ5cbR2ub2e1duf/jhrcl0d2Z29ttf++rJUzPdmayszM5WWFnZe++9G5u708CPoglLJ7qXnzv7rd/9rfm5rVvXJ6Oh9cUmu+Tbv/fi8eNZnrFLZkbjtWkZwVkdqZr4c89eOnNx7tiZvAjycHXro1sPH3y0OylCbsNPf3bPWbz+5WWw6c1kJ08Nyp31oiq6lNy8u37q1NIrc2eqqLUX0QAmY32aYmF+MDu3UG+XH93ZuX5z/cuvzmzsyoP1end3BKTHlxdePre4cGzp/sr6B+9ffeuH127fW0uyzvLywvnzixcuD9JkOp3u3b03vBp3xuNqZ88HGxZ384SyTq87O1/NzAyGifMFYogSpQkVRdEqaiDLrmu7/drYtd3R9ZurVz64efX63fvr27kbLJ1YOP/00pkzS8cWj/ezGUfWgJoQUlv9bmlpaWlpafmNl28cTBlkEB779xH5JjLYH/+CaVFOiyrNu6aYhoBYeBXLLmMDkRhKr1FnZmYWFpaiwAdYCyKISIxgS3x0mjj2u1zzYeVbQcHDKNmYsO2mmOlRJ0/SNLWRvFKMVPvgWC1TAIxoVBVQMxpmv2uiRkjYn9gS9wfJM2CBhJEYSiycIWtgDbGSCpN1TATDiNTt5Jcvnfnh+zclFAm5JHGcZB7Y3hs/3NjcGo5dao+dOvXGb79x5txc3jGTiayvl72ra9c/Wh2Odjd39yqMXitPn1h+7uu/9bIPDx49ujseTwXIetlrX3v2wtPHJcZiWpbeR6Ik75ReRM2zz5//0mtnT57v7hX60Z0NY/s7mx+Ot6o6xA+u3ltacq9/dVmBTjc5fWb2xs6d2peDTvfeys5H9zYvPX96c2e6PRyHWPXne/NzuXOYm+vPzS9uTsY3b2+eWFq5/MLT91eL23eHk0lBHTs313vx5TOD2cH2zu5P3/ng1p2H42kc9JYvPHPxtdeeef7l5cWFbDqd/OjN94rp3cloYzgqx5NyNK5JXZ73ejODLO+wVVFRadp1g4EYtfTi1SYuV9vdKcz6ePiLq7evXruzsrIxKuKpU6cvXDr7/PPHzpzpzfU7CVmVqBIZQBs9aWlpaWlpafliyLce/PcZ7kPE3scYtNfrjcYSvMTKc+KSvNPtdabD7WJcgOE9iiommYlAiHAWMcboxRn7iU/xiekqxgBACLAJCFFQB+9jFFg4B8NQabZoqtZK5JKkNzPDxgKwhukwvWIYxFALUGwmzNc++po0EposDHwACzKNEMV+GxYkKS2fMJ08MkKeZgh+XJdr25gEdGe7z7747MwgffqZxeWz3d6cSVPMznHeywvfX1qeUxcqv7e5+2h3shctBouINHz46N76+qSbxcH8YDDLc3OIXouyLPx4Wu8JZnqDmbmFpa+8vnDxcifJMJilqk5XHw1OnFlc1x0/LraGu3vTeZMBBnnHnVyeufFeDejs/PG9ia5tFFu7uHrt3s1bt6ty+uqlV59//oJhdDp5fzBb7izduze8MnhY1Hrz1sNr1+55740vfD0u62knN4PO4PiJY6NdSkwd687FS8uvvX62P+eCEGe917/x5RiWfX3vw6sfDaf3N3fGm9PCFOW0qIqqrGry0ToDMDW/PTHGwoeoTHDj2l27jeF452dXbj6896iYhH5/8aVXXv/m18+9/HzWTTizNbSoi4IiHOUuB7VdT1paWlpaWlq+APItj1WYDsLdj59SACKqTQSFDbOJQaFEZACoMpTYMBhEahLnoy+K6fxc1xrTzFBnJhgCyZGOKochA3oi7MJm/4ZA4AVlKeNxMZ1O65gjyY1NSGEoUBSJIOYszxcWFpxzROwMmAOpAAIyIAO2pKwKH1DX3td1DCGyBpE6QByICeqgimb/pyKI7AzDZFIGXxmbsxNKRSyeeeFEfy4P3pCxLuOHj9Zv3t+t/bTb6Uwm5v790fZwvQxj4TLSVOCJkCawrqaknF3KLJdC9cRrHZEnPD+XX758FkA376t2gqSPtnbX31or40Strj4aXb+5ubk7Gk7G093poENeC2FV0sFs/txzx3/+llvdrvdG0yn89l4Zgb1pOZkWxuj8XHd+rktKSeKcS3yw08oMx7y5jQcP9x5t7BIY4tOEzp0/lfcyx/ZrX//S5YvFdBSjt87mb/74rtCeTQzYTEbVtQ8na+vDslRj806n203Snks6zhlihQCaOEtk6gDLEEWMRMZ5oZ1JdeXm+nC8urK+4+Fsnmed2YXjswtL/e6McQAjQhQqBDX28e9BS0tLS0tLS8tvsHzrwYxL/dRWg/sOrqIKY2CtM2zLopIozAkMoBRD9HUpEsiQy5xorOqSTcdYEGuMQgTrmFhAut/xhJ7w7wP114PiJ6kiRniPsqyqsgqwJgUbQyBDSgoJUYEsy+bmZo1xUFhDBIWKqqgYsEFTaxeIIorEGEW0aYrnBUJQwwrWg/2ekTGpwp37uzu74+Ar14k2EdsRSuXC5aWnzs89Wh/tjcLW7vDdKzdW1+/sjXayfBB9NtwN61srxOIy5cSzlf0EM9WclIPFntRV1GJaSxk0TzE3yC9ePD0z108tTQpaW6/e/vnVlc0HY78VTZiW1d6wmu5xUcTa13l0UUuQCmJvxl58emFuNn2IuL07MpruTevIqHzwIVqrnZzylAyQJZaJR6Mamlex92BN1zbK0bhy1rCRma47f/50J02gdPny+WoSyomvCv/97z34xbv3pvVKf+CS1G1sVFvrZneLqko6g06vN8hckjmXW8dNIMlwkjgC1x4mAUAKttbVkYbj4vqdB5NybWdUzHQ7zqac5C5zbDlGZVILbVqwG4a1aJt9t7S0tLS0tHwR5PtzEUMUhTFIksRYMx3vhWCttSImBoSyHNXbwkKZsak1ltnsB1lijNPJNE1snrmDOS0fr3wf0S7ZH5NIzA5pil4XeZbZJEU0AKIEVWGKCHX0VcaVMejmGdTEoMpCEEiEj0FUnTPWCgCGzWATa5PMcrSps2kCi1LBAcYiBghABmXE1t74w+s3tra3FbDWmkTZBlAlCGuPtv/PP/vexubGtNwdl4+CjEOsq1pTt8CYiTIlVgNJc2QJGaAEJtV4OFxNjFiqYE3aEU5jCclBdZg+2lj5/vd+8eDB7ngiu9NRdBXn9c54qzczWD555s5ks9tLTi0tTYdrImViEKiA4U6aDPpplrl6GljSsqZpiWnp67oyWUSYmlj0LHppAmBldf3U8WfB81ev17tDGJN08iztYtDLUsszaVZN/cra5gfvPrzy/sNb1zeLaax8VYT1ZCMmSUI0EBmkaUcpspEQsVv6vArjGCpfWXZpnmWpAdhXyB2IYCwZ5xCpKMv1R5te94ICbGovw1GxtROHeygXEeGNi7lhQwfNdFpaWlpaWlpavqDy/YkSOBuWIEVRqqo1hthICBJrQUbEyhQ1wBCz1tXYGEkzW3lvK0kMrLOiflpWacLMIFUwEZEIQgggZrbMRlREogUTHMh54Zt3V7/7zs1J4ZM0tRWrRDQ5bqNEIuKJBBpFPKD7oQURiaKiwk7JQckDQnAGRERskjQN4isfwFBGGdVPYS2sISVEA68ymk7B7JytqmJxPp1fHGS5u3bt9js/vXH79sr6xsOo4xOneqdOPzO/OGDOrOmPh+FHb75bVhMm1VirRDQhelZn1RkxEICrKkavxDquxnfuf/TTn73zwfs3d3aDTWZm5nvHnzpz/OzsuBp2ev2Z3uKjh98dV3WamolGlWAYChhIwvLyC5eqEV15b028nZR8/6EUBazhLLPLS7MnFvqWcO7M3NPnltI0q31c29h978PbW9ujuq7Ho53+zGDQSZjVkI5Ge2//+O0bV3fu3Brd/WjU6XSPLc9++fK5To+TxKRJ98N3RzevTjpZapJgrUmsUY3e103rGoaGuoIG1+RGNEr0gFjLiXLtK2VJ01REDRvLyQdXrp+Y0/OnnkozNsQAGetYbfuGbGlpaWlpafkCy/cR81ZVQA2bSFrXdYxirE2yXIZ7MVQmzcBMTDAOJqr6qpyCvHE8LUqG5dwmjuvKh1AZm1oAUCYDIlX4UIPYWoBJNAaJBk4piZRUAR9cXfnL//vtPeo754zXoMIajSGjnhAMiUE0JIkj65qNmqoqqhAi2FRtEgGviAomhChBYZ2bTsqi8gqogY8YF+jNABZBMK7rcVlOigpMxnJZl7ODwanlk508/eD9G3//3bclZmVRJRlfvvTsV157/pmL52b6CyLuo1sr16/d29j0xOK9lxibDYiJs50sRSRWJmVfiXiQ1c3djavXr/70Jz/d2Kidm5+fm3/2hfPPvXLx4gvnxNRgN9qLf//XP91dX6+qWkWb+USkZERzwqsvPV+P3e0b26Wa3VF4/8rOZCrOmcTq6aX500sLApw/M79+8cTC/Nx0ElbXN6ZlIJrUVTke7sw8s7A023NAjH5re/MnP/7x5iOd7GVMZnZu5vLlp//4P319MJcnCRKHUP789o2bxjgYYkI3NZZEgrcEhsRQIRSsdZ7CMCCiUqt4Z2BsYnLOe4Msd+PhiLy1wlevXDk5q6+9tNg9llBCAmVjSPaTP20BvKWlpaWlpeULKd9HPVwhEqu6EtVOp+PsHjN3Oh3nJkxmMDeYjOsQ6/7CYDraLkZjWCqq6c7uduo0T+bAZu3RWq+T9md6oOjFq0ZniGHAnKSZgkFGwDBsYBFcgKkFhUfhUQWt1HuvUHIWbMGIxfajDvv5mSzsbc/3869++cWF2Q4k1qFOnOEkIVghB+YICMErpgGjSTEajZJMfAi1YK8GGWQOnQGMRekxHOP9aw9+8our73145f769sTrzNziU2dOXDj7dMe4eloXe77XnV2cPbF8avCtb37rmfNL84PMGlMJehknyIwkhMimk5BzAAM5LEez/nCzk9nTx5eODZJ+x9RVefPands3Hwy3p476J5bOPH/5pW9969LJ84tJJ1PKt/aq7Y1hNx1Y7G2uDQd5t5P3BSiKSokXk27sUS93kLqq/d17t3b3NoLfRKw3V1dQFl2AgFqROLe4MNgEeU+KGENpWZaX5l97+cXXX3ppzvWG493d7Y1yOq4Lgri52bnf+sbzv/07z587m6QpDAGMXse4BOPR0OvGcDctve8hTQgsPpaVL7TXi87CGTCQOO7klllCqJM0ffml51780tyJZfnh9957/51bK7funRgce7iy8dd//aPf/eaFC2e7gzxoQUY5NSDTvitbWlpaWlpafvPlu4lc02Hf7U9CBGOYQdbawaA/N9c3htIsE0kBVahI8NPSMuXdTunLDz788Ac/+P63v/VbLk2sNWmWGWeVwWAyFsoCUiUQqyFRiqoSo4IgyJgrz8NSVnbL9e3JcFIWbLwohBmBJSLWmdWu437HnDv33Fe+dPnU8UHHgsSraowKQ2ycKEclYRDA1HwLSKzJ0iTPkzzvljUcgxx1HGrB2qOdN9++duvuw5t3VzY2HjGZXifVUC3OLp4+8ZSB9VOpxtKxnLjOXHfu6ZNLC/2+ARBx/YN7P3rzejEMiebGmKi1g7WC4BGnoqUu9BYI4guSmhA5Vv7mtbsP72/CJwn1Ti6efPG5Z08vH5vp5R6oI9ZW1t75yQflWB11NfrUJJZy8SCkDDUScsPdxOSZiWonRf1w9e7xRTfTTYwkRmpUhbW2DjZ36dkzx8tqZ3unLGvRMEqtnx/0Lp5Zemp5HuLHo93tzUc7mxvjvcRQOtPhMydnnnl6ttOFKIoybG2N94YjlYLJG0RD0ZBaVsdqSYzGIF5CJTFEgRqoePiSzP/L3p0HS3YVhv0/5y7d/fY38+bNLo00kkZCC4vYESAMhvALKWNjgy2TBByXK5UihpJdoRJAFjZ2CMGxk0AZZMCKf3YkU4BjE/gBv6SMwD/CKoNGQmIkIY1GmtEsb7a39XL73vP7o6XRIGEhscjS6PP5Q/Vuv9unu+889XzfmdP3dmNdtmLnnDPmnrpj44YNzcLdCwt7Di3sPjDsr967b+/O5tB5Z03Mzc5lTRzPp4tY1slpvgGAJ0V8h3DfRdmz79ffWQgpxthqtULMUkpr1s6sXz+X5WFsYrxu2t3Vbt2kOjVLhw9Pzc2Mz8wMjlbXX399CNWLXvi8EMJw2MzNzVfDfn/Yb5dFnpUppGGoR4/YhKxOTdWk4bBpUoghi2VarJq9hwe33XNk996jR4+vNGNFncWQitgM0rBOw97MZGuqrCfK9IqXvOB5TztzrGxa91+pp6mbGELM8jqFOoQYQh5CGUOZhfF2OTXe6UyOlUXZaXeOHl3tltl4mabHQlWlb99651996jPd/mClN+x1l9du2NwZnz66uDQ/u3b9mk31IEtV1gyy4WqKrSwbxLFQD7qDbi/FGL/0he986pNfy7P22PhYK5S94VJRx6IJw17oLVXNajpj6+mLS0vdY0v37ltdN7vcDJb271lYPtIv40QexmYnZ7dunK8G2eLxQZ2HxdVm13fu/vLf/l3TbbfiZGcsK2MTq1bTj53WZEpVNei3YmuinU1NtMrOWCy6K6u9VqtcNz01Pr9tspU1g5UQx8Iwm2x1zt6+5d6DS4cOHx70Qt6sTpbNuunJzWsn5qaLxd5ib3V5ZfH48cOHB73JTms6tAetrF/k3X4vrvTrgwurt96y/557DtbVcrvV6mT5ZCdvZ00Z6zKrW1lq5zFkIQ37w8FwWIUiC8OqX3UX8/ZKloqxfOL0De3Na9qTxeCMTXP3bp0/tPvA8uHu4YOHmm6z/96tmzbEMuuMz67N8lY9cLITAODJEt/xpHOPfB9N02RZVjfD1W6/bI2Nj3e2bNlc1wtHj3V7KysxH+uMtfNiXdVUvcXlPG9X1fDevQe++MUvfefmmbm10y94wXPKdl5VoQ5NqyiKvBVCSCGm0cVyYsiyVJapCaFJcanO9iws3bjr0I237b71jnuWVqvxsSwr8jLFPDZN068Hy/26KvNB1RQbZsPMeDh6dGl2fGy8lbXarRCa1DTDYcryUGQhjU6kUodqEFJVDVYXu73VwaDqLx8Jg9XUDNJwEJtBd2V1daU7rPpLi4vHl1eHVV2G6pwz1j/v+S9/5lO2jIVspQ7zs+u2rt/SXQkrRxfv/u6Br395X4qD5dWVVjFxYM/x8axTlmO95eWlI0eGzdFqpd/OwnQ7TLXyVsqWFo72BoP+cPVj1/y/X5jP5ufyp134rPFy3Zf/9pv9fv+G6289erjesn3jzPrxfDwdPHzo1tt395cG/eV6smyvnV7XXTxYdQdFCJ0s5DFvss54K5sdz9qdcPTI0d6gOz4Ret0j67Ztec3/9fKnnr1lbmwyy7J2Fresn3rqRTu+fdvuO/asplRPTRUb56fPOn393MTYeCxiZ+r0jVsXth3eun798lK7GZYrxw9/6Ys3Lhw5OjOXH1k8uHDkyNKxdO/e7rA/HB+fLcqmUzahWU1VjHW/zJqxMstbRSqz8U6caoUYQyc27axqZ1VRpHVT+Za5MDMR8qK44JxNq4ePH9mzsFAcP7bQX10+eOONN8zNNWec/oylXn9YrE6OzahvAOBJEt8npr0f5p/9Uwgpy2LT1NPTUy95yYuv+8LXjh3b1Qx77fZ42WoNh/2qqpumaXVaKYVut7rj9rti2NbpjH/3znvWrJkem+gUTRZilhV5E+JgmAZ1inmWZTHGUKUwrEOv39y70L/5toW/u3n3LXfctW9hMeXtouykvEjDYZ5SEYZNHHbicG6ydebmtdOdsp3FkGXDfq9KeWu8E0NeNVW33ys7ZZ6FOoUshFin1G8my2J6rOhWdTXsHlsY3LSzHvZ79bAfmrpV5HmehZQmxzvTUxN1COedf9Yzn/mU5198ztqJLAyHdS9uWLt2++lb77rzYG9pePzw0Ru/eUtVL692Vzqt6Zmxqec96yn79y0ePNhPgzTWaYVhvbq4MjbW2bZ5/YXnnnVwXzemvMjbd962++7di9tOm/ypFz6nFfK7du1dPJYvH1u+8Zu3HF9emVjbCu1eb7ia6nT2GdvuvPVgrOsihNjUzWDYX2nKmIoitUPM8jjRzmen2vsWFupmtTNeNP2liXb29PPPXTdedFJMw2aYhq0srJkpW61ByJZj3ox1Jmenyvk1E52YxX6T52G8aK2bnt1+2ulHDoelxfzwYPjd27576MjeTae1F1f3d/sr05ObiyxrlyHWK8N0vLucHzm0t4gzg9XFIg3LWIYspTJksWmaKot1kQ/HW02eumVa7cT+RJ46sQmhnptsn3vGxqWn7vjysW+u5k3Winv37tm1q9y0cXp+7bY1U2NFGcayYNU3AHDKx3cMIX9wdqcHvpllMcuKJg2zGCfGx1a6w9k1a3/htT93cGHxO7fcHmLTauVlkS8fWWlCE4siNUVRFDG0Dx9evOipa9bNb955462bNm3YdsbprU6MMRVlTDF0q2ap1xTt2CpinqXlQbPSbY4er3Z+5+jOG/fdePOddx84uFrV7cnZ1thk3dSDXjePscyGRSvMTbR3nLHhuReeM1Z2sibMzU4cXjjUrbOxsU4McVin1d5gujVWpJRSCDHkKeVVs3526oxNc0vd/rFW1u31usePVFU/pqZVFhs3ri+KbPfu3TvOPvO0004bNuk5z332BeefPTMZUuoN+sO6V2xeN3f+OYPe4sqwW3QHy3fednNVL9dN1S6nXvWPX3HheRd+7rPfLMPq9ER3fGq8leWHDx474/R1F55zxuAlE1/8m28ud6u6mPzuHXsG/eW6n9avbU+2Nt9zwY4D9w527z68b/+R5eNjS93ByvDo3MY12886+7QtZw2Xv3J0/3KqV8fKkIdsZbHOwzBvh1aWhzKOleWm+and+5vVqpqaatXHm7FWXDMx1k5VHFSpaQbDOFhtmqoX43JRdlvtfHIyzUxksxNlVoXB8qBqD4fVYKxonX/OOfsmeocODLK0sm//3qPHjtVpoo6LnfFy08bpTp7nzWD5eHe1d2zpaLX/njuLuL6/WrezMFbGvAqhk4eQuv1B0e61W/XsVKvuDkNaLeqVrKrzqs7SIMa4bdN859kTN371m51Wmli7ptu9e9etu4pW/aJLZjpjG9JqKPNQqm8A4BQVU0qjzK5DiinedzK7h8R3iE0IdQp1CiGErKpDVcdqWP/ff/bXH/vop7/+5W/kramiMznoDap+LzXDcqwTs1RkaXqy9fwXPPcZz3rG2Hj72OLR1e7q+o0bzj3v3HN2nDU3PxHzWNUhZLE/jEcW+zd+e/cdd95zz76FhdXx/YeW7j1wcKnXz1udscnJkGXdlcWVxaOzU+3xspls1Zc84ylP2b7pzA2zF56zdcPcVCeP/X43NCkvyzwvqrpZ6famOq0iy6ompSwfpqxbNdfvvOWe/YeakA2GTVU3w2EzNT2exbC8uFQN+nkeJycnt2zesGZ2OmZhfHxqanJidrrI40pT18PB+Mpyfehg99bvLC0eP143K+2xKiuGMaYY2uft2LZ+bv6mnUeOHDsyGB4p2subtkyffvqGzRs3N1V55FB123eOHTperQyHIRzN8+PTU9XFT9tRxLEjC4P9e3tHjw5Xuk1opdCuQnswPtteP7923czaW24+srhQZcO8nQ3O2jb1zGdsbJf9VozZsNW0soXu6ncPHb75noNHVrpFkbWH/bPm51580XntVBcppSzrNnFxGI406Us33HzX/kOt1thEShvGOudt2HD6hrVr1kw0ZVpaWVpeXen1h/v3V4cP1/1+PL6yOEjHx2a6U7NxemZiZnLLscP5wqFmdalaWrm7PXbseS/ctm52ulrO/u7rC8tHJuvhNH785QAAIABJREFUeLe896KnbX7608/IstWbb9m188bbY7Wm6pXt1tjLfvqi9RvGs1iFEJqm6C7HnTfcdfDQkV612Bvum5wJm7fMb9t24ezk+lbenipCy8oTAOAU9aA13/d7yAlPmqap6yrLQwppUPXzolOWZYjZtjNOP/+C8757++7FxV6/uxpSq8g7KWuaqkmpGYZ62B/ctHNXCvkLXnTJ5ORsvxp89457Vvvx8PHe2ESeQqpTKjtjvWG+cKy386Y77r5736Eji6vZfHeYdauszjtlazxvjfV6q03TtMt87ezUTCdOldXWjWvnZ8bbeTPeysqYqn6/LPIYsmFKwxRSzMp2O48pC3UeQwgxz2Leys49c8uWDfMhy0OeNyEM66bdGYsx9LsrS4vHU0ozM2vWrpmcGGuHkKqqiSm0QghhNcu7RSeNd8anJ2Ynx2bq4cYQ+jHvFmWTZyE1xcz0RKcsL7xgvtefasK6kB/vdKrx8aad98tWNl62x8pNx1brXlNPjG8J+WIMx6bHs/F2a8Pc3Kb5utvNq7oYpG5q1VmnCZ16rFOOl52JzunVSkyD1M6aNVPN+HiVx9W8ymPdaobN9NjYuWed1l639nh/EGMzk2VzeR6GVYgxhhhTKEIYa2WzrfKp528/48wtZasde4PpEE+fnJpsl2VehCL0s2J6bHLrxpm1083SchNiWaVqkJar7PDsmnJ6ejyEqZXFcmUpqwdNt7cu5Me2bsom2+2m3brwvLWhP5Hl7ZV87dr5VpmlGJsztmyYmZjJm5mql4U6rJ8Za4dBPVxpmlRmY+2J6WdcdPbyam+1vzhIp8VWvzWeT0/PFGUZknOdAABPlvh+OE3TdLvdzljZpOb44vHJybV5Wa6sDrduPe3pFz/9hptuve3mXauHjocwOT45W7TK5WMLTVMVrXxqduPevQvVYOfLXv6Pn3fJRSHv//GHPn7TTbd/c+dte/cfOLq4MqjT2vWb87Ldr+ojx5ZCjHlr/HjoptZE0Z4MTZPycphCrxrmeb52ft32M7fOjcd2s9yOob907Hh3mKpNdZWvLB2fnpnJijw0cTQ/324VsaliSGUWR2cqz0O+dd1slcIwhSwPMQsphMPHek1KW+fnsriu1xscPrI0lodOHqph6rRjkWcphH44XqWFUHfLsLEsZjZvjHle5nme5a0sDmNIIZQhFDHFiW153Uw0oRWyWMRuHuoQVodNCCGbnorTc3k+lscQVrqh1x/MTrbaRR1Tf2Jzpz8o+lUoOuOpCMNUL6Xjg7o/SGnd3HhnvshTDFWep2EIy3WzEKp20R2vBmHYybKyGB/LU7uVZWF90Z6s6uHySqvshCyGfh3ylGdFO5Zb52eHo1+sqnqsCWvyLBvE0ISQQh6zEEMWwvRE3mnnIYSsXQ7j+LFed6yVytBUodvpxLGy3WnlMVsfwkwI+4uQUhHWr1szlpfjndBrrxvEqkr9Ig7WzEysn1kXQydr8iyFEEJvsLjaPVhVdae1bmJ8erwdJibaWXtdE9YsDxYX+8fyLE8p9uswEfU3AHDKyt/5zneOvkonTnfy0EsMxhBiyvMsz2OWZWVZphSGTVOW5cR4a3JyfHJq3cpK//Dh5UG/KIpOlpdNk7KilZftmBUphRTzxaXl67+5c9etdzz3uc/aftaOsfHZxeVetz+smmx8YqZOebdf9/p1Z2xyanpdN4zH1njZHusPqqqu67qJMW3eOP/UC8554XPPespZmzasXZN6i+vXjD3zwh1lVodUT4yPDQaDYT3MijLGLGXZMMUyVXmsY0gxpJDqkFKWxRBC06QsC6OPeZZ51m7lrTxLKYYUiiwbbxdlnuUxxVSHpomhiWEhjyutOJbHVpYVZZZneRNjlWW9LPZjGNRpkJq6aUJKIYVBFrt51k1psWqO16mfxazMWlkoYhFTHupmtYjd8VbVKoZZVoXQDOsQYszybLF7vN8sh7Kfx2Ery1pZ0crKIuZZCPWgn4Vuu+zFbDGmMktzWTsLZTYsYjfWMQsTeatMdRnSZF7mWZ6lEOomlnkqs0GehjEMQtMP/ayp2ylMZEXWr+t+1a8GWZEXZVkPUxZjlmVNilkeszwVecjyKmbDLLSaqmyaslXGLIshVHU6lseUh3aWxltZnuexLmLKmhiGRayyGFKKVS/LUizzLMYUY6/MB512u8g6qS6KIoaYDYapiVXMmjJvDUOrCVmZZ50sFOIbADhFFQ/U9cPvGGOMWYwhy+JY3lrp9kNdt1qxMz2Wnb6+/6wL9u+769DB/d/59r1N7DehDkWdZSHLw7DupTBc6Q2/dcO3qnq4YdP8eeefO7/h9G2njw/rZu3cuoVjx4uyU9Wh268WO+0UQkz9NUUzPtmanW1Xwzio+iE0WzdvPuO0jdu2bNg0WfcWF47de2DdZGvjurmNGzYsHz+SQla0OoNqNY1O8J3FEGKTUohZiOnEmctjDDGEIoYmPnBKjaIcTc6GOqQsy8pOq8yzPKSUxaYOIaUshSxOxNhkcbJJRQopz0KTQpNCFmIWshBilkJKKaQUQ4oxZSFmqaxTO6QmhCKLeZHFWKYshjqkGEKRt1r5dAhVCDGFPIaQZyHGUMSUUipjLEKZxSKEIoZsdBqakIU8ZnnWSmEyFOOxkxdFSHkYhjSVZXXIOqGITVNmsdUuQh3CsAkh5WVR5KEVUhg9bgitGFrZ/Sc/r1MTUivPsyKvBnWWpSxLaXSgYlbknWGsUxrmoYwxb7JQhhBDSCELYSwLWZG1snbMmhCyUISQxZhinod2DCGlvAlxdOmmEEORt/N8OsvyYdWqqlQUoU4hH4YQYpG1Onm7O8xCDO3cmQYBgFPZfR+4DKNl3vcv9X5oiA/rYa/Xa7dbRVmGEHrdXtM0rXY7y7Jet3fPPXuv/7vrP3/dVz76V1/o9+ssz/v9flmWeVGEFKrBoK6Hrc74sG46Y52LnvbU57/ghc95zrO3nrZlcWnlnn33LhxaqOuUUjh06NAdd9xx957dczPjZ28/45wd58zPre12V7vd1X/0j547M73m0MHlr3z5/7vuC3/z7Rt3vutdv/3c5z6n1SqLPBV5zPMspFE1xiwLWYwhpPuy9cQLfMhvFCGEpmkeuOW+oxDvOwT3H5wYQxxVZHrI4YlpNHTTpIfcftJHVuN99x1NvYdw0r8vnDTmfWPF++7zwN1PDBVTCCmkGEN2/4tKJz/wQ3+PGn03xftGjyft1jTpvkccRfXJf/gxPfDk4n1XP4337Zge9Gnch97lxJlz4kk3fe8PVzz5zyTd/ytesOoEAHgyxPfDq+u6rus8z7MsSykNBoOUUqvVyrJsOByurKzs2bPnS1/+u/f98ccPHjrS73VXjh+PeZEVZZbnw2qQ6qYYG29SyMt83br162bXzM+t3bBl6zlPecqOHeesXz+exbJfhW631+8vVv3FMhRr10zNrZ0e9LNut7+ysjwYLN1xxx033XjLwsKhbds2X/KC5zzzWc9eP7++yGOehzyP8YGcDlkWYrxv2vUHltz3xPffd5jiaLwfdZwQQpY9juZ2U0qP5Afgkbx8AAB+oEf6gcssy0bZ3TRN0zTxfimlPM+np6e3bdu22qtf9tL9t91+19177rmr1+sNqmY4zLIYUpOauqmrFGJdNceOHjm0d+9Ng/7kzJpn7dvXDLr1eZs7ncmUWnlRzEyPT4xNZE2Rxbq7urhnz5FBf1gNBzfc8K3vfve2gwcOrFkz+5Tzdvz8z/9MNQwxhDyGLL9vPcmogUMIaTSt/D1zrwAA8A/skc58j3Zrmqau6+FwOJoCz/N8NN07ms3tV8Njq92vf/07f/M3X/nkX3/ywIEDg0FVlmU1GAwHg5AXIaWYZe3x8bpJVVXFwaBVlu1OpzUzPbt23br5+anJqXa7bJXF+rWTg97q/v33fvvb304pTU1NLRxe2HHO2T/1U5eed965F5x/9o5zto1WUOQnljyM0js1oyUMWYzxvtUSP4YZazPfZr4BAH50j3TmO96/PDqlFGMclXeMsa7r0UR4URR5XpT5xHk7zmq3iqmJ9je+8Xc333zLwf33proqW8X45GS/3+91u9XqclaWrVZZtstqUC0uL4aVpZXFpcVjR8cnJ4s8D6lphX7TDPvV4PDhhU6nPbtm+qU/delznnPxs5998do1a2dmpqqqKYs4uij9yfGd3f97Qggphhgewef3flxZ+QTNU1UNAPC4i+/RgpNR12b3O/Gt+78b60Fav27N3JrJuTVzG+bXzM1O3LjzxgMHD610++1W3tRZlYesGWYpy7OyKIu6qcMwxGE1WF06nurV1aUQYzMc9JaOFGU2OTW1ZevGjRs3bt++/RWvePmFF5y7adN8kRchhGGdinz0kb0YT5zNJITRyUZOfuKWnQAA8DjxKD5wORgMRuU9WnMyiu8Tay1G6xfqFFOKTZ0G1bDf6x5aWPjmt3Z96lP/z3Vf+MLxI0djlpdjY512u6qG3V5/2B80TZOyWJStPC9injUp1alJTZ2aXrtdbNq46fW//EvPfvazzzjjzJnZ6ZDqYTVYNzddluWwSXmMeRazfLS2JI1We4f7l53ct1YiZPEHTX4/wiPwA2eIf1zjPJYe4XMOJsgBAH4cike+68mrTUYfuxxdpGaUZcPhsKqGvV7TapVFXpR50ZmanhjvjI2Nr5kZe/YzL9y37+DeffsXDh+u67rb6y8vrxxZOHz8+PFev1+Wnbm1a+bm5op2azgchpDOOHPzttO3nrl927MufsbWrVunp2eLItbDqhpkMcuGdT2shqHIY8hijCmGGEfZHe5L8HDyRzAfo6x8IuappAYAeEzr6xHOfY4+ajma8w4hDAaDpmnyPB+1eAihqqp+v1pZqiYmOu12uxqkLAtZEfI8xBD6/ereQ0d37vz2d27Ztdpd6fYGK8ur9+7ff/DAwcXFpfHJyS1btmzdetrE1GTdDGMWLn7mU88//9xtZ2zNYoghphBjavIsxBjrJg2rYTWoWu28yLM8y7IsZPHEK7k/vkPM4uhCMrk/ZgAAnkjxnR643EwcxXdd1yfmwkMIw+GwqVMeizzPYozDKtX1MDWpiSHG0QXGw7Fjy0vLK+1ONhzG3qDudfvDephSyvI8y4q8KFplWZahbIWxifGszEPI6nrYbpWdVmtpeTnL8/GJsfy+ae6mSXWMIcuyPIYsnniKzWgKPMaYxSyEQnwDAPBEje+RenRFyhDC/efOSymlJhUphiwLMdRV06QTF82MWYx5mVVVU9dNq52nlNVNquvREKM12U0IKcuyPI9ZngbNqNxT0zR5nhVF3u8N8jxrtcos3HcBnSYNQ0h5zGIIWRxdvTGl1ITveWJlFN8AADwR43v035PP+jz6wOV9F9ypmzCoQp6HLGuqOuZZlmdhFOAphiw094fxfZ+RTKGuw+ii7HkeimL0QKFumu6wilnWbpUhhLppmtTkWT5aW1I3TYwhz0IKKYaUf89V2puTT1wtvgEAeALH9wN3uz++T16Okpom1M39p/5LId6/232fiAzfO8R9qX1i874hU0ghDVIK8YE59Rjuv2JlGoV8CjHEcP/tD8T3fTuc9BDiGwCAJ1p8PyKpCQ++yuOJS+DE79l82OtOppCGIaSTdshOzuv7Tix4orxTeHCCn/yKrPkGAODxovhxD9h8T3nH9L0VHh9S3t+/weP3tPdDW/6Bc3ffP9b9D/Sg2fAQXWMHAIBTNb7Tw1Z1+nta+tGJ33Pf5E8RAIAnZXw/MA2dvvfW0Qct4/dr8fgIU/zE5PmJ2eyYTgxufhsAgCdnfN//acwH1mPHhzT3/Z+vTA/p5oeZHj9ptUn2cPf5vncGAIBTKr5/zBUvpAEAEN8/fEI/ko6O8fvdQ3wDAPCE9mM91SAAAPD3yxwCAAAQ3wAAIL4BAADxDQAA4hsAAJ7sYjzjjY4CAACPZ82dV58aL8TMNwAAiG8AABDfAACA+AYAgMcvl5cHAIDHiJlvAAAQ3wAAIL4BAADxDQAA4hsAAMS3QwAAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAnlCKE19de+21DgcAAI8fl1122Sn2isx8AwDAY6Q45X+9AHgyG/2rpvd24An69nXqMfMNAADiGwAAxDcAACC+AQBAfAMAgPh2CAAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwDAk1rhEADAk9k3vvGNN7/5zS960Yve8573/Cjj9Hq9P/zDPzx8+HAI4ad/+qdf+cpX/lie3k9oWBDfAMA/gP/0n/7Tl7/85S9/+ctvectbNm/e/EOP0+l0Xv3qV19wwQWjr39clfwTGhb+oVh2AgBPar/0S780Ozv7qle9auPGjT/iUD9Kuz/2w8I/CDPfAPCk9upXv/ro0aOOA4hvAHgy6vV6V1555V133RVC+JVf+ZVbbrnlqquuijH+7u/+7mte85oTu1199dUf+tCH5ufnV1ZW3vSmN/3cz/1cCGE4HF555ZXf/e53Qwi//Mu/vH///ve9730rKyv/4l/8i3e84x3/43/8j3e/+90HDhz4+Z//+fe+9715nn/xi1/80Ic+VFVVCOGaa64ZDAaP5KE/9rGPffKTn9yzZ8++ffte9rKXvec975mZmXn4F3X77bf/zu/8zmAwCCGsX7/+bW9724YNG/79v//3N9544wtf+MJ//a//9SMf9tOf/vSf//mfp5Q2btz4n//zf/6zP/uzT3/60yGE888//7d+67dG+ywsLLzjHe84dOjQwYMH3/jGN/7qr/6qnyseL9L9rrnmmmuuuSYBcArx3v4E9X/+z/8Z/TV9zjnn/Mf/+B9HC53b7fbCwsJoh3e/+90hhLe97W0ppd/+7d8OIfyH//AfRt/auXPn6L7bt2+/8sorf/M3f3O0+drXvvbyyy8/kaf//b//99H+l1122eiWqqoeyUOPRti1a1dK6SUveUkI4ZWvfOXoWydm0N/+9rc/9EV95CMfGX333/27fze65dZbb73ooouGw+GjHfbiiy8OIZx11lmjzQ0bNoQQLr300tHmsWPHduzYccEFFzRN89GPfjSE8OEPf9gPlbevxwlrvgHgcWfNmjWjL17/+tf/m3/zb37t134thNDv92+44YYQwt69e0ep+qIXvSiEMErVK664Yu/evSff99WvfvU73/nOf/tv/+1os9Pp/MEf/MEVV1wx2vza1742+mLt2rWP/KFDCB/4wAdCCKOS3rFjRwjh85///CN5UW94wxvOOOOM0dT16JavfOUrb33rW/M8f7TDnniSI7Ozsydvvutd77r11ltf9apXxRif+9znhhBGv5/A44H4BoDHr7m5uRBCq9Uaba6srIQQ/vqv/3q0UGR+fj6EMFqbUVXVJz/5yZPvu379+lFzn7xZFMUodhcXF3+Ihw4hvOMd73jxi1/8T/7JPzl8+PBtt902SvNH8lryPB8tL9m5c+d1110XQvjMZz7zute97kcc9qH+8i//MoSwtLR03XXXjX5nuPvuu0draUB8AwCPVF3XIYTdu3ePNkdhHWMcbe7Zs+eRD9U0zQ/x0CGEN7/5zZ/+9Kc/97nP/eIv/mK73X5Ug/zqr/7qxMRECOEP//APd+3atWPHjhNx/6MM+yCjzr7rrrt279595MiRq6+++uqrr56cnPTzw+OBD1wCwBPMiY4cZfdwOBxtjibCf9K+9a1v/czP/MzGjRu/8IUvXH755Y/qvrOzs294wxv+6I/+6FOf+lRZlu973/t+uGFP/L7xfU1PTx87dqzT6bzxjW/008LjjZlvAHiCufTSS0dfHDt2LISwvLw82nzOc57zk37olNJrXvOau++++/Wvf/3Y2NgPMcKb3/zmGGPTNK1Wa9OmTT/csKOp8ZTSaPNBs/gXXXRRCOEzn/nMvn37RrfcdNNNP3CZDYhvAHiSGi3pPvHFgzYvvfTS0UctR+tPbr/99hDCy172she+8IUn7zw6r9+JefHR7XVdj1L1xG4P2uHhH/rgwYN33nlnCOGDH/zgb/3Wb/2v//W/Rt/96le/2u/3H7Tz93Xuuee+4hWvCCH8+q//+okbH+2w27ZtCyEcOHDgnnvuef/733/HHXeceL0hhNHK8m63+7M/+7Of//znP/vZz37kIx+Znp72c4X4BgAerNfr/f7v//7o649+9KO33XbbVVddNdr8kz/5k4MHD4YQPv7xj7/kJS+54oor/uAP/uBd73rXy1/+8r/4i78YlfR73vOe0c4f//jHd+3adeJEH5/61Keuv/763/3d3x1NGH/hC1/46le/+rd/+7ef/exnRzu8853vXFpaeviH3rBhw8/+7M+GEI4cObJ58+YPfvCD7XY7y7JPfOITJ056GEL4q7/6q69+9at/3wt8y1ve8qxnPev5z3/+iVse7bCXX375xo0bV1ZWzjzzzJWVlbPPPjuEsHPnztF5VF73ute97W1vK4ri61//+ktf+tL/8l/+y+/8zu/4ueJxIp74J5trr702hHDiZJ8AnAK8t5/a7rjjjnvuuef0008fncLvMXPo0KG1a9eOzpqysrJSVdWDTvb38FJKd9xxx1lnnfWjDLu8vHzDDTecffbZo5N8f98nuWvXrk2bNj30gfD29Q/IBy4B4Ilq+/bt27dvf+wf9+RPdo7OXvKoxBi/bxA/qmEnJycvueSSh3+Sj80nUOFRsewEAADENwAAnFoevOxktLwGgFOJ93aAxwkz3wAAIL4BAODU8uBlJ05HBXAqcapB4An99nXqMfMNAADiGwAAxDcAACC+AQBAfAMAgPh2CAAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAA4NEpHrR97bXXOigApxjv7QCP0/i+7LLLHBSAUyy7vbcDT9C3r1OPZScAACC+AQBAfAMAAOIbAADENwAAiG+HAAAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAHp3iQdvXXnutgwJwivHeDvA4YeYbAAAeIw+e+b7sssscFIBTxmjO23s78AR9+zr1mPkGAADxDQAA4hsAABDfAAAgvgEAQHw7BAAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAABOGcWDtq+99loHBeAU470d4HHCzDcAADxGHjzzfdlllzkoAKeM0Zy393bgCfr2deox8w0AAOIbAADENwAAIL4BAEB8AwCA+HYIAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAADg0SketH3ttdc6KACnGO/tAI8TZr4BAOAxElNKjgIAADwGzHwDAID4BgAA8Q0AAIhvAAAQ3wAAIL4dAgAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hvm6JZyAAAV8klEQVQAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAAPBjUZz46tprr3U4AAB4vLnssstOmddi5hsAAB4jxSn8iwUAp4zRP8/6SwqenP/vn0rMfAMAgPgGAADxDQAAiG8AABDfAAAgvh0CAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AAPCkVjgEAMBj4C1vecv111//gQ984KKLLvpRxvnTP/3TG2+8MYRw5plnvulNb/pxPb2f0LAgvgGAx9quXbv+63/9ryGE973vfX/8x3/8owz1z/7ZP9uyZcv+/fsvueSSH2Ml/4SGhQex7AQA+Inbvn37y172srVr1/7CL/zCj9ouWbZhw4YffxL9ZIaFBzHzDQD8xJVl+b//9/92HEB8A8CT1Ac/+MHrrrsuhPC85z3vKU95ypVXXrl///43vOENv/3bv31in7vvvvuKK6648847i6I4//zzr7jiivXr14cQ/tt/+2+f/exnQwhPf/rTL7nkkre97W27d+9+8YtffNVVV915551vfetbb7rpposvvvjDH/7w/Px8t9v9vd/7vdtvvz2E8JrXvOZ1r3vddddd96EPfaiu6+np6be+9a2XX375t771rRe84AUf/vCHp6amRg/9jW9846qrrjp48OANN9zwtKc97d3vfvf555//8K+o3+//xm/8xuHDh0e5f/nll1988cWf+MQnPv7xj2/YsOG9731vWZaPcNibb77593//91dXV0MIf/RHf3Tbbbe9//3vr6oqhPAXf/EXo32Gw+F73/veL33pS6urq8985jN/7/d+r9Vq+bniB0j3u+aaa6655poEAI8//pL6SRgOh+Pj4yGEzZs3v+lNb/qN3/iNURv8z//5P0c7HDx48LTTTpuYmDh69Ojx48dnZ2dPP/30gwcPjr47NzcXQti0adMb3vCGD37wg0VRhBBe+cpXvva1r/2TP/mTsbGxEMKv/dqvjXbetWvXaPC3v/3to1te8YpXhBA6nc5rX/va97///WVZhhB+8zd/c/Tdz33uc2VZXnXVVSmlK6+8MoQwPz+/uLg4+u7Tnva0EMIll1zy0Bf1ne98Z/RMnv/855+4cfv27Xv27Hm0w544IHfffXdK6XWve92D2ukXf/EXi6LYu3fvvn378jz/p//0n/qh8v/+D2TNNwA8SeV5Pppm3rFjx/vf//63v/3to9u/9rWvjb545zvfeffdd1944YWzs7PT09PPeMYz9uzZM2rWEMLs7Owovq+++up/+S//5bnnnhtCuPXWW6+55ppf+ZVfufjii08eau3atQ969DVr1oyew9VXX/2mN73pvPPOO3n/D3/4w1VVfeQjHwkhjEY+dOjQt7/97R/4os4999zLLrtsNHF+4MCBEMKePXte+tKXnnbaaY922NEz/Ps2P/WpT330ox+9+OKLN2/evGnTptNOO+3P//zPR7P78DDENwA82Y3msE8smVhZWRl98bGPfSyEMD8/P9qcmZkJIXziE584+b7z8/MxxhBCp9MZFepo4nm0ubi4+PAP3el0JiYmTjz6iYf+V//qX1166aX//J//88FgcP31149u7Pf7j+TlvOUtbwkhVFX1gQ98IITwp3/6p7/+67/+ow/7IH/5l385+uXhuuuuu+6660YH4Utf+pIfJ8Q3APAo1HUdQlhdXT106NCJjA7h/2/vfkKiWv8ADr9zHRGjIlsG0aU/u6hFUUEgCK21dh2QaDNEEUXQLpAW0apdVESLCRedoha1KBCCQCnKlMpNIkZGQeVCpyiELM9v8YK/mP6g3dvc6fg8i8ucuXnkvGfkfPx2ZgqxL8fHx+deqzMzM7/wrUMIbW1td+7cWbRoUWtr64cPH+KTWZbNZSebNm3avn17COHcuXMfP34cGRnZsGHDP99tlRcvXoQQ3r59OzY2NjY21tXVVS6XN2/e7PXDz3nDJQDwHU1NTY2NjdPT07G5QwifP38OISxZsqSpqel3f/fJycmOjo6hoaHBwcGHDx+eP39+Xl9++PDhu3fvjo+Pd3Z2dnZ2/tpuZw/8u5YuXRpCqFQqe/fu9Wph7ky+AYDvaGhoiPPjSqUSn4mj4i1bttTgux85cqSvr6+trW3NmjW/8OW7du2KN3kPDg7u3Lnz13Y7+ztGHI1XTfHjv9M5MTFx/fr12fUZGhryykF8AwDfFz877+v/fv3g2LFjhUJhbGwsbj579qxQKHR1dX39xz59+hQ341x89mvj87Ob8f9++11+tPngwYMQwu3bt48fP37mzJn45PPnz1++fPntH/5WsVg8cOBACGH//v0NDQ2zz89rt6tWrYoPHj9+3NfXF++Anz20UqkU63zfvn1Xrly5f//+oUOHVq9e7UWF+AYAvuPs2bMTExMhhHv37vX39586dSo+39PT8+jRoxDCjh07Lly48ObNm4MHD5ZKpXfv3l28eLG1tTWE0N3d/erVqxDCwMBAT0/P1atXnz59GkIYHh6+fPnyrVu34tsZX79+3d3dPTU1deLEibjzGzdu9Pf39/b29vb2hhDev39fLpdv3rw5PDwcQhgdHb127VpM20Kh8OXLl0ql0t3dvWLFihDCpUuXli9fXi6XR0ZGQghDQ0Npmv7o6EqlUktLS6lUqnpy7rttb2+Ps//29vbTp093dHTEnZw8eTKEsHLlyjRNly1bNj4+vnv37j179hw9enTx4sVeV/xcYfZNBvF1Fj+dBwDqiovUf2hqaireTbFx48bZN1/WQKVSaWpqip8XPj09PTk5Gf99n7kbHR1du3btP9ntzMzMwMBAS0vLunXrfrQ4T548aW5uXr9+/dcjdvzs/4g3XAIAP9Pc3Lx169baf9/4OeJRY2PjfMs7hPBtec93t3/99dfP73Fvbm7etm2bFwlz57YTAAAQ3wAAkC/Vt5385I0LAPDfcpEC/nQm3wAAIL4BACBfqm878SlOANQhHzUIC/lnP09MvgEAQHwDAID4BgAAxDcAAIhvAAAQ35YAAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADmp1i1naapRQGgPrlIAXmL7yRJLAoA9ZndLlLgV+4/ndtOAABAfAMAgPgGAADENwAAiG8AABDflgAAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAOanWLWdpqlFAaA+uUgBfzqTbwAAqJHqyXeSJBYFgHoTZ94uUrAwf/bzxOQbAADENwAAiG8AAEB8AwCA+AYAAPFtCQAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AADkRrFqO01TiwJAfXKRAv50Jt8AAFAj1ZPvJEksCgD1Js68XaRgYf7s54nJNwAAiG8AABDfAACA+AYAAPENAADi2xIAAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAyI1i1XaaphYFgPrkIgX86Uy+AQCgRgpZllkFAACoAZNvAAAQ3wAAIL4BAADxDQAA4hsAAMS3JQAAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAAPCvKRT+3msVAACoZzPPy/k4EJNvAAAQ3wAAIL4BAIBfUMiyzCoAAEANmHwDAID4BgAA8Q0AAIhvAAAQ3wAAIL4tAQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAHNVnH2UpqnlAACg3iRJksP4zt+xAZAbcULkIuXsszDPfp647QQAAMQ3AACIbwAAQHwDAID4BgAA8W0JAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABgfgpZlsVHaZpaDgAA6k2SJLk5FpNvAAAQ3wAAkC/Fqu08TfUByI14b6SLlLPPwjz7eWLyDQAA4hsAAMQ3AAAgvgEAQHwDAID4tgQAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAcqOQZVl8lKap5QAAoN4kSZKbYzH5BgCAGinm+BcLAHIj/vWsi5Szz8I8+3li8g0AAOIbAADENwAAIL4BAEB8AwCA+LYEAAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAHKjkGVZfJSmqeUAAKDeJEmSm2Mx+QYAgBr5/+QbAAD4rUy+AQBAfAMAgPgGAADENwAAiG8AABDflgAAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAD4nQqFv/daBQAA6tnM83I+DsTkGwAAxDcAAIhvAABAfAMAQP0qZFlmFQAAoAZMvgEAQHwDAID4BgAAxDcAAIhvAAAQ35YAAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AAJADxdlHaZpaDgAA6k2SJLk5FpNvAACokWKOf7EAIDfiX8+6SDn7LMyznycm3wAAIL4BAEB8AwAA4hsAAMQ3AACIb0sAAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAIDcKWZbFR2maWg4AAOpNkiS5ORaTbwAAEN8AAJAvxartPE31AciNeG+ki5Szz8I8+3li8g0AAOIbAADENwAAIL4BAEB8AwCA+LYEAAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAwP4Usy+KjNE0tBwAA9SZJktwcy/8AC9YD7/7zGf8AAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 54 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="_ _6"></span><span class="ls1">13<span class="ls0">.2 <span class="_ _5"></span>Chang<span class="_ _0"></span>es <span class="_ _6"></span>in <span class="_ _5"></span>sh<span class="_ _0"></span>are <span class="_ _6"></span>pr<span class="_ _0"></span>emium <span class="_ _5"></span>from <span class="_ _5"></span>sale <span class="_ _6"></span>of<span class="_ _0"></span> <span class="_ _6"></span>sh<span class="_ _0"></span>ares <span class="_ _6"></span>abov<span class="_ _0"></span>e <span class="_ _6"></span>their <span class="_ _5"></span>no<span class="_ _0"></span>minal </span></span></div><div class="t m0 x4 h7 y6d2 ff3 fs2 fc3 sc0 ls0 ws0">value </div><div class="t m0 x4 h20 y6d3 ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>24 <span class="_ _0"></span>to 31.12.2024 </div><div class="t m0 x4 h2 y6d4 ff1 fs0 fc0 sc0 ls0 ws0">During the reporting period, t<span class="_ _5"></span>here were changes in share premium from the sale of shares above<span class="_ _5"></span> their par value.  </div></div><div class="c xd6 y6d5 wbe h31"><div class="t m0 xe6 h15 y15d ff3 fsa fc0 sc0 ls0 ws0">Position </div></div><div class="c x90 y6d5 wbf h31"><div class="t m0 xe7 h15 y149 ff3 fsa fc0 sc0 ls0 ws0">Capital from sale of shares above their </div><div class="t m0 xc h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">nom</span><span class="fc6 sc0">inal </span><span class="fc6 sc0">value</span><span class="fc6 sc0"> </span></div></div><div class="c xd6 y6d6 wbe h1d"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Balance at beginning of period<span class="_ _0"></span> </div></div><div class="c x90 y6d6 wbf h1d"><div class="t m0 xe8 h15 ybf ff1 fsa fc0 sc0 ls0 ws0">171 968<span class="ff3"> </span></div></div><div class="c xd6 y6d7 wbe h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Valuation of financial instrume<span class="_ _0"></span>nts<span class="ls0"> </span></div></div><div class="c x90 y6d7 wbf h1c"><div class="t m0 xe9 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y6d8 wbe h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Issue of shares above their nominal value<span class="_ _0"></span> </div></div><div class="c x90 y6d8 wbf h1d"><div class="t m0 xea h18 ybf ff1 fsa fc0 sc0 ls0 ws0">27 383 </div></div><div class="c xd6 y6d9 wbe h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Status at the end of the period<span class="_ _0"></span> </div></div><div class="c x90 y6d9 wbf h1c"><div class="t m0 xe8 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">199 351  <span class="fc6 sc0"> </span><span class="fc6 sc0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y6da ff1 fs0 fc0 sc0 ls0 ws0">In the second quarter of <span class="_ _0"></span>2024, the <span class="_ _0"></span>Company issued series <span class="ls13">R <span class="_ _0"></span></span>shares, as <span class="_ _0"></span>a result of the <span class="_ _0"></span>transaction, after taking into </div><div class="t m0 x4 h2 y6db ff1 fs0 fc0 sc0 ls0 ws0">account <span class="_ _15"></span>the <span class="_ _10"></span>costs <span class="_ _15"></span>of <span class="_ _15"></span>the <span class="_ _10"></span>issue, <span class="_ _15"></span>the <span class="_ _15"></span>value <span class="_ _10"></span>of <span class="_ _15"></span>the <span class="_ _15"></span>balance <span class="_ _10"></span>sheet <span class="_ _15"></span>item <span class="_ _10"></span>&quot;Share <span class="_ _15"></span>premium&quot; <span class="_ _15"></span>increase<span class="_ _5"></span>d <span class="_ _15"></span>by <span class="_ _15"></span>PLN <span class="_ _15"></span>27,383 </div><div class="t m0 x4 h2 y6dc ff1 fs0 fc0 sc0 ls0 ws0">thousand. </div><div class="t m0 x4 h2 y6dd ff1 fs0 fc0 sc0 ls0 ws0">The following table <span class="_ _0"></span>presents information on the <span class="_ _0"></span>issues mentioned above <span class="_ _0"></span>and how <span class="_ _0"></span>the total amount <span class="_ _0"></span>increasing the </div><div class="t m0 x4 h2 y6de ff1 fs0 fc0 sc0 ls0 ws0">item &quot;Share premium&quot; was det<span class="_ _5"></span>ermined. </div></div><div class="c xd6 y6df w67 h19"><div class="t m0 xda h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Position </div></div><div class="c x8a y6df wb2 h19"><div class="t m0 x44 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Capital from sale of shares above their </div><div class="t m0 x25 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">nom</span><span class="fc6 sc0">inal </span><span class="fc6 sc0">value</span><span class="fc6 sc0"> </span></div></div><div class="c xd6 y6e0 w67 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Issuance of shares </div></div><div class="c x8a y6e0 wb2 h1c"><div class="t m0 xeb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">27 500 </div></div><div class="c xd6 y6e1 w67 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Nominal value of shares<span class="_ _0"></span> increasing the share <span class="_ _0"></span><span class="ls0">capital </span></div></div><div class="c x8a y6e1 wb2 h1c"><div class="t m0 xdc h18 ybf ff1 fsa fc0 sc0 ls0 ws0">50 </div></div><div class="c xd6 y6e2 w67 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Share issue costs </div></div><div class="c x8a y6e2 wb2 h1c"><div class="t m0 xdc h18 ybf ff1 fsa fc0 sc0 ls0 ws0">67 </div></div><div class="c xd6 y6e3 w67 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Issue of shares above their nominal value<span class="_ _0"></span> </div></div><div class="c x8a y6e3 wb2 h1c"><div class="t m0 xeb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">27 383 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y6c9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y6e4 ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>23 <span class="_ _0"></span>to 31.12.2023<span class="ff1"> </span></div><div class="t m0 x4 h2 y6e5 ff1 fs0 fc0 sc0 ls0 ws0">In 2023, there were no cha<span class="_ _8"></span>nges in capital from the sale of <span class="_ _5"></span>sh<span class="_ _0"></span>ares above their par val<span class="_ _5"></span>ue.<span class="_ _0"></span> </div><div class="t m0 x4 h2 y6e6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y6e7 ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">14 </span>Other capitals </div></div><div class="c xd6 y6e8 w18 h1c"><div class="t m0 xec h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Other capitals </div></div><div class="c x8a y6e8 wd h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y6e8 w69 h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y6e9 w18 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Reserve capital </div></div><div class="c x8a y6e9 wd h1c"><div class="t m0 x64 h2 yda ff1 fs0 fc0 sc0 ls0 ws0">9 965<span class="fsa"> </span></div></div><div class="c x8b y6e9 w69 h1c"><div class="t m0 x64 h2 yda ff1 fs0 fc0 sc0 ls0 ws0">9 965<span class="fsa"> </span></div></div><div class="c xd6 y6ea w18 h1d"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x8a y6ea wd h1d"><div class="t m0 x64 h20 yda ff3 fs0 fc0 sc0 ls0 ws0">9 965<span class="fsa"> </span></div></div><div class="c x8b y6ea w69 h1d"><div class="t m0 x64 h20 yda ff3 fs0 fc0 sc0 ls0 ws0">9 965<span class="fsa"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y6eb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y6ec ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">15</span> Retained earnings  </div></div><div class="c xd6 y6ed w18 h1c"><div class="t m0 xab h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Retained earnings </div></div><div class="c x8a y6ed wd h1c"><div class="t m0 x1a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y6ed w69 h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y6ee w18 h1d"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Losses to be covered by future profits<span class="_ _0"></span> </div></div><div class="c x8a y6ee wd h1d"><div class="t m0 xd4 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-213 863 </div></div><div class="c x8b y6ee w69 h1d"><div class="t m0 xd4 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-185 714 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y6ef ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y6f0 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span> </div></div></div><div class="pi" ></div></div><div id="pf37" class="pf w0 h0" ><div class="pc pc37 w0 h0"><img class="bi x67 y6f1 w31 h6e" alt="" 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ExU9oKqEqgaw2CoKEIkS8wGSodNTJRYIU1uRAR1UCUoU1DUXkVhDFm7/00JoKqlFyI2TN5LYm2W2eYpfsKvFR//2wuh7YjS0tLS0tLS8hvKPyF2IiLD4TCEMDs72zzSxL43Njb+7u/+7vTp06fPPkVp/hf/7v/6zne+s7q2ur2zs7c3LMsy6+TO2d3doTR7A4M3xGwNOefSLM+zPLH9mV5/drYzN/fa17/+la9+8+HO/PffvPmjH723fOJUWdVbm9sSowoMm6WFASGEanLp4pmvf+XZ33njhdPH0c3AopYkoWCpAiqoJwrQDpAoWVWKIC9MbJQ5AnWkoADgawBIEyQMS2g6gJAIRYEASqpsEjLJZyyR976JneCg1N34tKrWdX0YRAFQVVWToW9uXZqVbGLfRxccBxX0uq7rum4S9o3BB5UIZWMOwukUolS1Z8PWGGs4SlQFMzX9A5lBBIlS+0hEzGQNEXEElYq6Vig6KRkiVoWoY9imVwxpo8LRR6iSS0W5FkzraCwbxwJEVVVYAyJShQiIQKQQJRAJytIzc5ZYZ8C837WRDieU6scGH/FvZEv1lpaWlpaWlhb8UyvfhyHm5pGm1eB0OrXWbm9v7w4na5uT7/7199/+0TtVXfvgQ/CQSM4Ym1BkxABDWZYfW1hYXFxAYtlaZpJyCpVib+fOvdupw+Lc3ODk1y+cmx9undjd26vrCbgkNkzWGqeJreswKqtbK2uz8/3TT53s9npJ6jIDCYgEZwlgKKmokFVOFaxEERSJfUQUYoMaiI007wcsoEAtCBUcI2FOE6YICfA1ElHWz7VKItJUvpv9lA3NZsrDXIq19nB3ZrOkzaoeTargSM+Twx2czcllWUYQubQsAzPS1CoQVUPkxFpio01jcgIR6lpUkaYEkABRlJmYCMTea60aHBV1gEiepGA0nUlAEI0ShY6WoZlBpEoKZUPEEJVJGcmysab2MAxjoIQYIUqZJcMANR0GKTZp8iOifaS+3bY8aWlpaWlpaWnl+wjNXsAsy6y1McayLJtWg6PRKITw8ssv//mf//l/+A/f/eij4c7OTu19f3YesfB+QtGHKRBUC7BS0s0W5469/rXXX3nlpWkxrapCIPMLc2majEZ7f/VXf/XOm29efe/Kf/yf/dtzl1759rde+l//9z/bHe51erNsU+s6xqQ1wqgqdqfTMlSDB2tnPlo5fuJsv2eTrMlGkCoBTEoQeGMFDsoCCBBUt4vgRbIEQpDHg9LJB7Cqr7E3RO5oJudBly0TmEoBq1j5jCU6bCnYfFjXddMcsDHsw4Q3gCRJQgje+6aenaaptbYpb6dpioMJO80FmyzKYZ9B7/329nZQTnpzw70iTcyxpT4ICgMyTUTcBykrUVHndDIRgKx1zKzKCjYGxqgohqNqGoS6dmt7D0F6+QKRaUxYACh8jAYwTE3rxKZnoZKSQWo4EqZVWN0Yu8yk3bQq0c1Nv2tBmFZhWsSZTBMLQ5Q2/V6a4T26P7+HDw7pY5VvakW8paWlpaWl5Qsv38yc53nT867xb+99lmWzs7MrKyt/+qd/euPGjY1H49Gwa2nBpagnAphu0k0TU4e6nlSJmz9x4tjlF579oz/6gxdefPr4ibngg6goCZE1hkXkjdfe+OEPf/APP/jBD/7mz/f2Nr701W8MBigD2IXSj33tldLaA8SDpaVQTreGow+uf3T8eK+XJf3TKYFUEGoxZr/htIADCEARUAu84C//+ntXb95RomkZai+qsC4xbJoYDQQkfHx+9szy0oWnTp85tbg038s6IMZn5nOaqvahfDfNAZuC93A4HA6HTTncGHP8+HHnnKo29zCHtzfN2ja+fnS8ZVNQDyFsbW3duXPnZz/72eZOwfmSCJ555sLv/e63uj1YizQDMza3RteuPbhz997W1pavqxD12NKxr3zllbNnF3q9jg9gg6qIO9vl3/4//3D9o9vpfL+YFnODwbfeeP3U8tKgmyP4TmZTQwCTYRCC98Yatk5BIWolCsOTKt5b2fz3/+FvR+MxWSswb3zjlW++8WqMePud9/7hH96spmMJ1dxg5j//k3/z9FMn89Q0w46a+52mEwphv1fhkXU07duypaWlpaWlpZXvx9NhmnREk2AejUb37t37/ve/PxwOgZmy6GVpzzCX9djaNHFONbLauf78y6+8dOnS2Rdfuvi7v/fbx47NJSkbgygqoqCm0EvPnHum3+l18+47H90G9lYeXHn+uTMzq9u37j5SuKgIisJLkuR5pweSSVneunv/3NnjZ090L57KDAGqIUQGYBlkgpJXIiAQAhCBq7fu/ODH7yon4zL4oCCbpTmByqLQEJzhmSyd78/cvb/+0Z31Zy+euXTh1Lmnji104Nxnr1KzPk25utFoESmK4u7duzdv3iyKQlV7vd7Xv/71paUlY8zHciaHOe/DYM9hU8LGxauq2tzcvHr16t0HO+IWCQQ1X/3qbxlrspRFoBY7u+P337/1/gfvr66uheBjiGefOjs/f6Lf77gkr0pYCxWESLdv3//x2++YflckPnXm1Msvvbi0KLrf26SZcamK/bQJEROxF62DeFHDFBWjSfnhlWur6xsCisqnzxx7A68qsLK69uOfvFNMJhr98vGFf/2HRRR4L9bsp1j44LtrNmceTLPfX4W22UlLS0tLS0vLb758Kx77z6fJjwKwzgbvp9MizdI0SQHcuXPn/fffr2sfYlSJQUyIDmAfybmcye2Otrp5dunCS//9f/s/vPTS8sIiWYeqRj3Vbg91JVWlMwM2hqKgruOXXvzSq19+ZaWe/C9/8Rd/+Vff+e/+7f949ebKB9f/TF2fKCVVgURVJU3zvBoPV1bX7t9/sHlxNuiiIQAIXq0lVlYyXlGLWkNkYQ2MovT1qKhtlgo7kznnOnme+7qeDMcsaoxJ8t7etNzauvWTd9555tq5L3/ppW//zm+7s1l37smxMKofW6mmqUmIkY1pdkYCqOpqa2vr3ffe+/vv/v2DBw+I6OzZs6dOn+7N9DqdTpRo1OzX1A+S3Y18K1SiiEiUaIxNnAOQ53mWZTGGyXTqMal9vbU9nE6qNEljIO/R6WBvOPnoozu3bt3Z3NxM03QymbBxq6vrZ88ud7taFJrnlCRm0O9YY6dFVVSFMXzi+LE0y/LMZimrzQxDNIQY2ZAlNtYQk6jWPtZeIppMvHEJT8tqbzSJotM6TCYTIliLEOrJtEyTNHX53OxcfyZhwriQmZyZoUTSyLYqkzzec0n0y3/9WlpaWlpaWlp+s+RbDqTn0zO31BQphU3McxtVxmVRe3zn7976s3/397u7TPYEpzn8WFwthhyXMBNK7Mk5+6//4Jt//Ed/+MwL6cx8bTIGR2fAQjBkcyAhNYjEYohyo4RImHfud1/98kI2s7e2VQzLZy68cP3eVumtTWfUhKC2rOGgEDDw8N79G1dnLp899tSJ7kxmkXY9qQCWtBtDTgVMZwqMFDseZXas7p4uYIq97cUZ++XnL/B0R0ZTz8oihEppewjaJuPd4rVx9+GN+JPqwX/z++YP521Kc6IdUWeZirqsY5VkUagSREZq0CGTR8ORzVTDJOwSw1imxf4Op9d2MdHTFr4jbmRoakqi0uc7yo4RLGYqsiVzBAdUFaYpXCVhUlf9ZJAZUwES1fW7Fy6fTAejXdGHxZdmez52zsGxNZOOU8qoRmezxJVNPHKXJnMXJ4aTmZ3Qj/c233+5TtJ00u2kNl14uKXf/cmDn29lw/TCjN3pZGZhcenk8qxLk2kNCDSBM0DGFY8r8mocowvYioymTBwLKmrD0UWPno/nNc4Q74Jm4/7vkkDVYSZF5uJ8nFqj2s89I5A6Q5n3iEpsCCxep3UsmLuWc8dJQmzb92VLS0tLS0vLb7Z8H/7Vn/BpnSeoSURERWQGJybUMppMH6xs/fzdq+9fua21TUzXUmqSkdDEQ8AhSDSuc+nSpTd++6Xf/tZLSWqsiUqBWE0zyxxsDJFjQAWqYGZSACoZ06XTp3p5/2cf3u1mnYtPX3qweaWcKNkuuIqKOkBVOIKUdnZ2Hj58tLKyc3wu6XWcGKckqmCQ05IgAq0BEZpEBNfVbDZGwEznBnNfefHZTrWRFHOuOsGhruuwV+jDCd/ake2HxU7IVjfj1b311y+WL5/Jluc7QCZKUdgrBSImCMcIr0qsGYFhWImiyhRKUAOqiXaj3a6yoH1H0wKJJJk3WmpFTpQ1aIyiVTS1GgVqoCREQkWYECAmiMlIg4e1yezCrMs1uGwaL2Zmd2MkV67fSJ/t9fNOnrrK69jr6jjuaJ8H88ePLfm9KyXff7S7MpocjyHr5DORe7uFfnh/41GVhfx4ZmOec7fbm+nnYFt5OINJJUziUlEqBSXTDEERKYBgoFZq1FXUCnXUlDBPfMywg8nlIEfCRKSJ+DRUSfTEisxpDMIkACRCQWqZWIOEkipDnUgEtq59U7a0tLS0tPwL8/Dhw9Fo1K7D/5/y/XkQEeL98jgz743GP/7x22vr68RGrQ0i8CFxWV1P68oDEaFaGPRfffW15ROnReBsouLrOqSpJaYD1afHc1we96FTEW8NDfozp0+dNDOS7MqJO9ths6iQEHuNKgIfxYgaIIhMiunW9lbt50U1RLEsYBUFIzb3Dk3WuBmfbhnW2O7C3NnzZ1/90vPPLNJSqk6UiqKaltuTcGc7/Oja2kffeasMNqoUw53b19Y/WOh0XruUJ0zKdYR1eTfJgKDII3yhUgWrAuugBJDt2kWQlLV/uLU5miKxc1J3iIzltJcP2OSVhA7PO86geelNVSNEuAyJyQzSCMqdOoPdPYoGWQ91TUGJlZlnZgb2+MJStb155eqV/237p/3/6veOzV/udDIFi0oI9aSQYwsnvvHNr/38Bw9Ga8U4q3aH091hQaaLXALIWpukad7Jc5tZJ83kGx8hgm6Ozc0wLeq5pcqmwRhYTlVslP2tkQIEaFFX46JQIElSa7qFJE1+XQCwZZvUQbyvR5MiQsAMJMZaKItCACIwg8DOuIwzhWW07b1bWlpaWlr+v+DkyZPtIvw6yTd9SvF7v883mJgAilG2Nre+9w/fe/hg1drUph1fxVgFkzs2qVWKoer2O2fPXfja1984d/5CkuRMVkgNgcDYj/cSgwTcTHRvGl40/mWZ2DkBL87NBauTWDFzXdeFcBRlY61LUUdSayklE8qqfrS5VdVPNR27rWHLakiJiaBAYBgL4wgcKq2nUTlnmcmxvMjdzFrW1ChBjLWmx2ZO18tqJk+qmAKuDL6ouCic5Y73brgb1lanm9tr65t37z+4Fqk0FmKcxI61g9nZpf7sYGFpcO7cie5MNhpX3//BhzdubIgOOp0lS5PRaO9/+p//ytm9bif81//lf3FqeW48ie/94s7tu5vrj3Z3Jpu1TuEiHFySpmnP8NzxuRMXTp989un+4qxjHXz7W388Mrv/xw/Xu0aJeTiaWtdN835Qe/ve+u07K5Wv+v3+mdP9Zy/ZD39STybFKK3BvTRfStK5aLIQi73xpCin0+neWvHw1Veee+r8hWFhpMaj1d3rVz4c7g6LaifSg85M5RyqaWJpqdc9der0haWTs/PHs/4gTa1Js45LczJWVGl/qyiigowzLvM1Ry9FEHIKR56YwGtr2zevP7z24d3NrUdehvOLdOzkzMkzi6dOXp6fXc7ytA18t7S0tLS0tHxB5Fsfb3Wjgwee9G8AUFbA135zc+vdn7+7ubFr2KVZR+pp8HWwYm3Czqpg+eTZl15+9fnnnzt+/FjimAlEthnqfhArJxDRwcTDg756IMASjCWQm+tzSehOGKpV7YuAIOyMYeckOkJibASVRVVv7Wx77wkwRJbJGmFVEAgCjQy2hIRhENQX3kvq2FKYyWCgEgQsqmIMOllKPT6+2F0c9KrCVl6J49bOdG3dhujGI717d3L92sZHd27dvPPejds/Zeez3BnXkdhl7s8Olo+dWDpz/kSg9Njy/GRSv/feg7v39soq77i+sBmNpj/80fWqXFlaMIJsD+YAACAASURBVP/JH/wbY8vbH63+4EdXb916tPpo7+HGg1LHphM4UbaJtd1B5+Spxb1HT8ni7NNz/YHlzksvfuPa+t36764N+mTJll4iEqUsAJvb482doSC6hPsDPrFMaaq1j+NJUPRcsuDcQDnzYbS1vTudjup6IpPh8eX58xfORbVr68MP3rvzd3/7TlXuCHbKcMemYzbiq5TisV7n/LOX/dkLS+eemX3h+ePiNEQRUBBBDIKoIvu/NWzJZQEmgAJZWPKEspLJZHL15oMfv/XBz96+urHxEDx6+lLvhXhmMJeLr1nEtLstW1paWlpaWr4w8v0ZMPN+nw9gOi22N3cera5PJ9Fls02gQwV+6l0/dakLPr700qv/6vf+o+PH+nlG5iCsQvt19cf2zUdy5kcazkWGOtJOanuBO1kFldr7yiMiZZAHg4wxjlkgvqrr4XDovQfAtB8vAQS630aaAcfoOKQsLLWfFpWlajr1HkKACmKpVakg5pRAeZacXl7cfTjemEwQ/Y3rd97m/Pf/IKzcm/zi3Y1r1+7de/BgY2svYpB33Ey/a123KFxZmNX1svR7gbKks156C8bmtt/ZlelYRyhT4zNn+4NTCwv9E8eSGp2f/uLWd/799+/eGXqfuWwwGJydzX3aJ7i4N5psbk781JfDrb0teunyiUFvMOhyt7c4N7/XmaEsZ45WvN0ZxuEozs1Z5tS6zCV2Wg7LcugSpJ3MuHRaTOqQCwZEM0xcl9Xq2vpkGkHB5Xz67OLTzxwz4B/98Oabb79z49Yd50JvRnqzC9u7e2U1On7s2O4m1tfXh6P3btzPLq7Pz558gx2vPdrYm4ynJVOs1NT7PcsJYAY7IQuXcNqPbEa1bA/LWzeuv/uzq+++d2tjOMl6g1OnTr322qlXXjn/3PNPdd1Sajqtebe0tLS0tLR8QeRbgYgm061P1r+bQyJjLDEUpIrxeDIajckkIB+DVpUPwuAEEO9VEGLQ5RPLFy9ehCYSqNlGpwJRaoa3HPkchIONntp08FNBqIgNuSRzpt+lxVnu9zudTrcsSIIJQYuiMipECEK1SOmlKKsoAlWRJpscITUkAooQwI4ZjpAayixVBgnDsTqDxMApQS2pAwiGFTTT6b74/OUHex/Gh9tWwGzZ5cbR2ub2e1duf/jhrcl0d2Z29ttf++rJUzPdmayszM5WWFnZe++9G5u708CPoglLJ7qXnzv7rd/9rfm5rVvXJ6Oh9cUmu+Tbv/fi8eNZnrFLZkbjtWkZwVkdqZr4c89eOnNx7tiZvAjycHXro1sPH3y0OylCbsNPf3bPWbz+5WWw6c1kJ08Nyp31oiq6lNy8u37q1NIrc2eqqLUX0QAmY32aYmF+MDu3UG+XH93ZuX5z/cuvzmzsyoP1end3BKTHlxdePre4cGzp/sr6B+9ffeuH127fW0uyzvLywvnzixcuD9JkOp3u3b03vBp3xuNqZ88HGxZ384SyTq87O1/NzAyGifMFYogSpQkVRdEqaiDLrmu7/drYtd3R9ZurVz64efX63fvr27kbLJ1YOP/00pkzS8cWj/ezGUfWgJoQUlv9bmlpaWlpafmNl28cTBlkEB779xH5JjLYH/+CaVFOiyrNu6aYhoBYeBXLLmMDkRhKr1FnZmYWFpaiwAdYCyKISIxgS3x0mjj2u1zzYeVbQcHDKNmYsO2mmOlRJ0/SNLWRvFKMVPvgWC1TAIxoVBVQMxpmv2uiRkjYn9gS9wfJM2CBhJEYSiycIWtgDbGSCpN1TATDiNTt5Jcvnfnh+zclFAm5JHGcZB7Y3hs/3NjcGo5dao+dOvXGb79x5txc3jGTiayvl72ra9c/Wh2Odjd39yqMXitPn1h+7uu/9bIPDx49ujseTwXIetlrX3v2wtPHJcZiWpbeR6Ik75ReRM2zz5//0mtnT57v7hX60Z0NY/s7mx+Ot6o6xA+u3ltacq9/dVmBTjc5fWb2xs6d2peDTvfeys5H9zYvPX96c2e6PRyHWPXne/NzuXOYm+vPzS9uTsY3b2+eWFq5/MLT91eL23eHk0lBHTs313vx5TOD2cH2zu5P3/ng1p2H42kc9JYvPHPxtdeeef7l5cWFbDqd/OjN94rp3cloYzgqx5NyNK5JXZ73ejODLO+wVVFRadp1g4EYtfTi1SYuV9vdKcz6ePiLq7evXruzsrIxKuKpU6cvXDr7/PPHzpzpzfU7CVmVqBIZQBs9aWlpaWlpafliyLce/PcZ7kPE3scYtNfrjcYSvMTKc+KSvNPtdabD7WJcgOE9iiommYlAiHAWMcboxRn7iU/xiekqxgBACLAJCFFQB+9jFFg4B8NQabZoqtZK5JKkNzPDxgKwhukwvWIYxFALUGwmzNc++po0EposDHwACzKNEMV+GxYkKS2fMJ08MkKeZgh+XJdr25gEdGe7z7747MwgffqZxeWz3d6cSVPMznHeywvfX1qeUxcqv7e5+2h3shctBouINHz46N76+qSbxcH8YDDLc3OIXouyLPx4Wu8JZnqDmbmFpa+8vnDxcifJMJilqk5XHw1OnFlc1x0/LraGu3vTeZMBBnnHnVyeufFeDejs/PG9ia5tFFu7uHrt3s1bt6ty+uqlV59//oJhdDp5fzBb7izduze8MnhY1Hrz1sNr1+55740vfD0u62knN4PO4PiJY6NdSkwd687FS8uvvX62P+eCEGe917/x5RiWfX3vw6sfDaf3N3fGm9PCFOW0qIqqrGry0ToDMDW/PTHGwoeoTHDj2l27jeF452dXbj6896iYhH5/8aVXXv/m18+9/HzWTTizNbSoi4IiHOUuB7VdT1paWlpaWlq+APItj1WYDsLdj59SACKqTQSFDbOJQaFEZACoMpTYMBhEahLnoy+K6fxc1xrTzFBnJhgCyZGOKochA3oi7MJm/4ZA4AVlKeNxMZ1O65gjyY1NSGEoUBSJIOYszxcWFpxzROwMmAOpAAIyIAO2pKwKH1DX3td1DCGyBpE6QByICeqgimb/pyKI7AzDZFIGXxmbsxNKRSyeeeFEfy4P3pCxLuOHj9Zv3t+t/bTb6Uwm5v790fZwvQxj4TLSVOCJkCawrqaknF3KLJdC9cRrHZEnPD+XX758FkA376t2gqSPtnbX31or40Strj4aXb+5ubk7Gk7G093poENeC2FV0sFs/txzx3/+llvdrvdG0yn89l4Zgb1pOZkWxuj8XHd+rktKSeKcS3yw08oMx7y5jQcP9x5t7BIY4tOEzp0/lfcyx/ZrX//S5YvFdBSjt87mb/74rtCeTQzYTEbVtQ8na+vDslRj806n203Snks6zhlihQCaOEtk6gDLEEWMRMZ5oZ1JdeXm+nC8urK+4+Fsnmed2YXjswtL/e6McQAjQhQqBDX28e9BS0tLS0tLS8tvsHzrwYxL/dRWg/sOrqIKY2CtM2zLopIozAkMoBRD9HUpEsiQy5xorOqSTcdYEGuMQgTrmFhAut/xhJ7w7wP114PiJ6kiRniPsqyqsgqwJgUbQyBDSgoJUYEsy+bmZo1xUFhDBIWKqqgYsEFTaxeIIorEGEW0aYrnBUJQwwrWg/2ekTGpwp37uzu74+Ar14k2EdsRSuXC5aWnzs89Wh/tjcLW7vDdKzdW1+/sjXayfBB9NtwN61srxOIy5cSzlf0EM9WclIPFntRV1GJaSxk0TzE3yC9ePD0z108tTQpaW6/e/vnVlc0HY78VTZiW1d6wmu5xUcTa13l0UUuQCmJvxl58emFuNn2IuL07MpruTevIqHzwIVqrnZzylAyQJZaJR6Mamlex92BN1zbK0bhy1rCRma47f/50J02gdPny+WoSyomvCv/97z34xbv3pvVKf+CS1G1sVFvrZneLqko6g06vN8hckjmXW8dNIMlwkjgC1x4mAUAKttbVkYbj4vqdB5NybWdUzHQ7zqac5C5zbDlGZVILbVqwG4a1aJt9t7S0tLS0tHwR5PtzEUMUhTFIksRYMx3vhWCttSImBoSyHNXbwkKZsak1ltnsB1lijNPJNE1snrmDOS0fr3wf0S7ZH5NIzA5pil4XeZbZJEU0AKIEVWGKCHX0VcaVMejmGdTEoMpCEEiEj0FUnTPWCgCGzWATa5PMcrSps2kCi1LBAcYiBghABmXE1t74w+s3tra3FbDWmkTZBlAlCGuPtv/PP/vexubGtNwdl4+CjEOsq1pTt8CYiTIlVgNJc2QJGaAEJtV4OFxNjFiqYE3aEU5jCclBdZg+2lj5/vd+8eDB7ngiu9NRdBXn9c54qzczWD555s5ks9tLTi0tTYdrImViEKiA4U6aDPpplrl6GljSsqZpiWnp67oyWUSYmlj0LHppAmBldf3U8WfB81ev17tDGJN08iztYtDLUsszaVZN/cra5gfvPrzy/sNb1zeLaax8VYT1ZCMmSUI0EBmkaUcpspEQsVv6vArjGCpfWXZpnmWpAdhXyB2IYCwZ5xCpKMv1R5te94ICbGovw1GxtROHeygXEeGNi7lhQwfNdFpaWlpaWlpavqDy/YkSOBuWIEVRqqo1hthICBJrQUbEyhQ1wBCz1tXYGEkzW3lvK0kMrLOiflpWacLMIFUwEZEIQgggZrbMRlREogUTHMh54Zt3V7/7zs1J4ZM0tRWrRDQ5bqNEIuKJBBpFPKD7oQURiaKiwk7JQckDQnAGRERskjQN4isfwFBGGdVPYS2sISVEA68ymk7B7JytqmJxPp1fHGS5u3bt9js/vXH79sr6xsOo4xOneqdOPzO/OGDOrOmPh+FHb75bVhMm1VirRDQhelZn1RkxEICrKkavxDquxnfuf/TTn73zwfs3d3aDTWZm5nvHnzpz/OzsuBp2ev2Z3uKjh98dV3WamolGlWAYChhIwvLyC5eqEV15b028nZR8/6EUBazhLLPLS7MnFvqWcO7M3NPnltI0q31c29h978PbW9ujuq7Ho53+zGDQSZjVkI5Ge2//+O0bV3fu3Brd/WjU6XSPLc9++fK5To+TxKRJ98N3RzevTjpZapJgrUmsUY3e103rGoaGuoIG1+RGNEr0gFjLiXLtK2VJ01REDRvLyQdXrp+Y0/OnnkozNsQAGetYbfuGbGlpaWlpafkCy/cR81ZVQA2bSFrXdYxirE2yXIZ7MVQmzcBMTDAOJqr6qpyCvHE8LUqG5dwmjuvKh1AZm1oAUCYDIlX4UIPYWoBJNAaJBk4piZRUAR9cXfnL//vtPeo754zXoMIajSGjnhAMiUE0JIkj65qNmqoqqhAi2FRtEgGviAomhChBYZ2bTsqi8gqogY8YF+jNABZBMK7rcVlOigpMxnJZl7ODwanlk508/eD9G3//3bclZmVRJRlfvvTsV157/pmL52b6CyLuo1sr16/d29j0xOK9lxibDYiJs50sRSRWJmVfiXiQ1c3djavXr/70Jz/d2Kidm5+fm3/2hfPPvXLx4gvnxNRgN9qLf//XP91dX6+qWkWb+USkZERzwqsvPV+P3e0b26Wa3VF4/8rOZCrOmcTq6aX500sLApw/M79+8cTC/Nx0ElbXN6ZlIJrUVTke7sw8s7A023NAjH5re/MnP/7x5iOd7GVMZnZu5vLlp//4P319MJcnCRKHUP789o2bxjgYYkI3NZZEgrcEhsRQIRSsdZ7CMCCiUqt4Z2BsYnLOe4Msd+PhiLy1wlevXDk5q6+9tNg9llBCAmVjSPaTP20BvKWlpaWlpeULKd9HPVwhEqu6EtVOp+PsHjN3Oh3nJkxmMDeYjOsQ6/7CYDraLkZjWCqq6c7uduo0T+bAZu3RWq+T9md6oOjFq0ZniGHAnKSZgkFGwDBsYBFcgKkFhUfhUQWt1HuvUHIWbMGIxfajDvv5mSzsbc/3869++cWF2Q4k1qFOnOEkIVghB+YICMErpgGjSTEajZJMfAi1YK8GGWQOnQGMRekxHOP9aw9+8our73145f769sTrzNziU2dOXDj7dMe4eloXe77XnV2cPbF8avCtb37rmfNL84PMGlMJehknyIwkhMimk5BzAAM5LEez/nCzk9nTx5eODZJ+x9RVefPands3Hwy3p476J5bOPH/5pW9969LJ84tJJ1PKt/aq7Y1hNx1Y7G2uDQd5t5P3BSiKSokXk27sUS93kLqq/d17t3b3NoLfRKw3V1dQFl2AgFqROLe4MNgEeU+KGENpWZaX5l97+cXXX3ppzvWG493d7Y1yOq4Lgri52bnf+sbzv/07z587m6QpDAGMXse4BOPR0OvGcDctve8hTQgsPpaVL7TXi87CGTCQOO7klllCqJM0ffml51780tyJZfnh9957/51bK7funRgce7iy8dd//aPf/eaFC2e7gzxoQUY5NSDTvitbWlpaWlpafvPlu4lc02Hf7U9CBGOYQdbawaA/N9c3htIsE0kBVahI8NPSMuXdTunLDz788Ac/+P63v/VbLk2sNWmWGWeVwWAyFsoCUiUQqyFRiqoSo4IgyJgrz8NSVnbL9e3JcFIWbLwohBmBJSLWmdWu437HnDv33Fe+dPnU8UHHgsSraowKQ2ycKEclYRDA1HwLSKzJ0iTPkzzvljUcgxx1HGrB2qOdN9++duvuw5t3VzY2HjGZXifVUC3OLp4+8ZSB9VOpxtKxnLjOXHfu6ZNLC/2+ARBx/YN7P3rzejEMiebGmKi1g7WC4BGnoqUu9BYI4guSmhA5Vv7mtbsP72/CJwn1Ti6efPG5Z08vH5vp5R6oI9ZW1t75yQflWB11NfrUJJZy8SCkDDUScsPdxOSZiWonRf1w9e7xRTfTTYwkRmpUhbW2DjZ36dkzx8tqZ3unLGvRMEqtnx/0Lp5Zemp5HuLHo93tzUc7mxvjvcRQOtPhMydnnnl6ttOFKIoybG2N94YjlYLJG0RD0ZBaVsdqSYzGIF5CJTFEgRqoePiSzP/b3p31WnYdBn5fw977DHeuW3MVWUVSHERRsjXLkt1tt9tupAM00OkECJOX5Js46I+Qt85DAwkQotH90G0444NjuSPIaVuSRUqkSEokxaFYrLo13PEMe1h5uFXFoijLdFpQqOLv91C4wzn73LNPAfd/1l17rVns6yaOH7+8/bknzp45M+y8tbPz5vWdN97rFkfvXnnn+eH6U4+tbG9upyFO83oV675Y5hsA+ETEdwh3NmVPP6+/Uwglxtg0TYiplLJ1YuP06e2Uw2Rl2g+j2dGsH0pfhv0bN9a2N6YbG8tb7Xe+850Q2t/57a+FELpu2N4+1XaLRbcY1VVOdQmlC/3xIw4h9WVoh9J1w1BCDCnWZa8d3rmxfPXtm2+8c+vW7uEwqfoUQ6nisCxdX7r5xmqzVvcrdfnD3/36137jkUk9NHd36hn6IYYQU+5L6EOIIeQQ6hjqFKajem06Hq9O6qoej8a3bh3N6jSty/oktG354Suv/9s/+d9mi+XhvJvPDk6cOT+ert/a2z+1eeL01rl+mUqbhmXqjkpsUlrGSeiXs+VsXmKM3/rmj/7kj/9DTqPJdNKEet7tV32shtDNw3y/HY7K5YsP7+3vz27vv3vl6OTmwbDcv/rmzsHNRR1Xcphsrm5ePHuqXaa93WWfw97R8PKP3vr2v//uMBs1cXU8SXUcYtsMizhuVktp2+Wiic3KKK2tNPV4EqvZ4dG8aeqT62vTU5dWmzQsD0OchC6tNuNPPXrh3Wv712/cWM5DHo5W6+Hk+ur5Eyvb69XefG9+dHC4t7t748Zyvjpu1sNo2aRFlWeLeTxc9Nd2jl556erbb1/r24NR04xTXh3nURrq2Nepb1IZ5RhSKN2iW3ZdG6oUunbRzvby6DCVapJXHj4zOr81Wq2Wl89tv3vx1PU33ju4Mbtx7fowG66+e/HcmVin8XTzRMpNv7TYCQDwSYnveN/aIz/HMAwppX7ojmaLuplMp+MLF873/c6t27P54WHMk/FklKuT7dDO9w5yHrVt9+477/35n3/rRy9ubJ9Y//rXv1KPctuGPgxNVVW5CSGUEMvxZjkxpFTqugwhDCXu9+nNnf0XXr7+wqtvvPLa2/tH7XSSUpXrEnMchmHRLw8WfVvnZTtUZzbDxjTcurW/OZ1Mm9SMmhCGMgxdV1IOVQrleCGVPrTLUNp2ebQ3mx8tl+3i4GZYHpVhWbplHJazw6Ojw1nXLvb39nYPjrq2r0P7+OXTX/utP/jipy9MQjrsw6nNkxdPX5gdhsNbe2/95L2//PaVEpcHR4dNtfLem7vTNK7ryfzgYP/mzW641R4uRimsj8Jak5uS9nduzZfLRXf0r//n//Obp9Kp7fwbz3xpWp/89r//3mKx+P53Xrl1o7/w6NmN09M8LdduXH/lx28s9peLg361Hp1YPznbu9bOllUI4xRyzEMaT5u0OU2jcbh189Z8OZuuhPns5slLF/6z/+QPPvepC9uT1ZTSKMULp9c+99knfvjqG6+9eVRKv7ZWnT21/tjDp7dXJtNYxfHaw2cv7ly6cfH06YP90dDVh7s3vvXnL+zcvLWxnW/uXdu5eXP/dnn3nVm36KbTzaoexvUQhqPSxtgv6jRM6pSbqtRpOo5rTYgxjOMwSu0otVVVTq7lC9thYyXkqvrM4+eObuzefHNnp9q9vbM4Orj2wgvf394eLj/8+f35oquOVicb6hsA+ITE971h71/wZ/8SQkkpDkO/vr72u7/79/7sm//h9u2Xh24+Gk3rpum6Rdv2wzA046aUMJu1r/34pzFcGo+nP3n97a2t9cnKuBpSiClVeQhx2ZVlX2JOKcUYQ1tC14f5Ynh3Z/HiqzvfffGNl1776ZWdvZJHVT0uuSpdl0upQjfEbhy77dXmkfMn1sf1KMWQUreYtyU303EMuR3a2WJej+ucQl9CCiH2pSyG1bpan1Sztm+72e2d5Q+e77vFvO8WYeibKuecQimr0/H62kofwlNPP/bFL376t77w+ImVFLqun8czJ048+vDFn75+bb7f7d649cL3Xmr7g6PZ4bhZ35isfe1Ln756Ze/atUVZlsm4CV1/tHc4mYwvnT/9zJOPXbsyiyVXefT6q2+89cbepYdWf++3v9KE/NOX39m7nQ9uH7zwvZd2Dw5XTjRhNJ93R6Uvn7p86fVXrsW+r0KIQz8su8XhUMdSVWUUYspxZZQ310ZXdnb64Wg8rYbF/soo/ebTT56cVuMSSzd0pWtS2Nqom2YZ0kHMw2S8urlWn9paGccUF0POYVo1J9c3H33o4Zs3wv5evrHsfvLqT67ffOfcQ6O9o6uzxeH66vkqpVEdYn/Yld3ZQb55/Z0qbiyP9qrS1bEOqZQ6pDgMQ5tiX+Vu2gy5zOpyNI6LlVzGcQih314dPXn57P7nnvj27e8d5SE18Z133nz55frc2fVTJy5trU2qOkxSMOsbAHjg4zuGkH82u8v730wpplQNpUsxrkwnh7Nuc+vEf/5f/NNrO3s/eunHIQ5Nk+sqH9w8HMIQq6oMVVVVMYxu3Nj77Oe2Tp46//wLr5w7d+bS5YebcYyxVHUsMczaYX8+VKPYVDGncrAcDmfDrd32+R/dev6FKy+8+Ppb7107avvR6mYzWe2Hfjmf5Rjr1FVN2F4ZPXH5zFefeXxSj9MQtjdXbuxcn/VpMhnHELu+HM2X682kKqWUEGLIpeR2OL25dvnc9v5scbtJs/l8tnuzbRexDE1dnT17uqrSG2+88cSnHnnooYe6oXzlq1/+zNOf2lgNpcyXi66fV+dPbj/9+HK+d9jNqtny4PVXX2z7g35oR/Xaf/qP//CZp575P/7379XhaH1lNl2bNinfuHb78sMnn3n88vJ3V/78T793MGv7avUnr725XBz0i3L6xGi1Of/2Z554793lG2/cuHL15sHuZH+2POxubZ/devSxTz104bHu4C9uXT0o/dGkDjmkw70+hy6PQpNyqOOkrs+dWnvj6nDUtmtrTb87TJq4tTIZlTYu2zIMyy4uj4ahncd4UNWzZpRXV8vGStpcqVMblgfLdtR17XJSNU8//viVlfn195apHF65+s6t27f7stLHvfG0Pnd2fZxzHpYHu7Oj+e39W+3Vt1+v4unFUT9KYVLH3IYwziGU2WJZjeajpt9ca/pZF8pR1R+mts9tn8oyxnjp3Knxl1de+H++N27Kyomt2eytl195uWr63/nGxnhyphyFOodafQMAD6hYSjnO7D6UWOKdxew+FN8hDiH0JfQlhBBS24e2j23X/4//07/71//qf/nLb/9Vbtaq8epyvmwX8zJ09WQcU6lSWV9tfuvrX/38lz4/mY5u7906mh2dPnvmyaeefPyJx7ZPrcQc2z6EFBddvLm3eOGHb7z2+ttvX9nZOZpevb7/7nvX9ueL3Iwnq6shpdnh3uHerc210bQeVpv+G5//9KcfPffImc1nHr94ZnttnONiMQtDyXWdc9X2w+FsvjZuqpTaoZSUu5Jm7fCd5196++r1IaRlN7T90HXD2vo0xXCwt98uFznH1dXVC+fPbG2uxxSm07W11ZXN9SrHw6Hvu+X08KC/fm32yo/293Z3++FwNGlT1cVYYhg99cSl09unfvD8zZu3by67m9Xo4NyF9YcfPnP+7PmhrW9eb1/90e3ru+1h14VwK+fd9bX2C7/xRBUnN3eWV9+Z37rVHc6G0JQwasNoOd0cnT514uTGiZdevLm306Yuj9LysUtrX/z82VG9aGJMXTM0aWd29JPrN158+9rNw1lVpVG3eOzU9t/77FOj0lellJRmQ9zrws2hfOv7L/706vWmmayUcmYyfurMmYfPnNjaWhnqsn+4f3B0OF90V6+2N270i0XcPdxblt3JxmxtM65vrGysXrh9I+9cH4722/3Dt0aT21/77UsnN9fbg/Tdv9w5uLnad9NZ/e5nf+P8b/7m5ZSOXnzp5edf+HFst9p5PWomv/8PP3v6zDTFNoQwDNXsID7//Z9eu35z3u7NoWg9rQAAHBtJREFUuyurG+H8hVOXLj2zuXq6yaO1KjRmngAAD6ifmfN914cWPBmGoe/blEMJZdkucjWu6zrEdOnyw09/5qmf/PiNvb35YnYUSlPlcUnD0A6lDF3ou8XyB8+/XEL++u98Y3V1c9Euf/La20eLeGN3PlnJJZS+lHo8mXd55/b8+R+89tZbV67f3DtKp2ZdmrWpz+O6meZmMp8fDcMwqvOJzbWNcVyr24tnT5zamI7yMG1SHUu7WNRVjiF1pXQllJjq0SjHkkKfYwgh5hRzk5585MKFM6dCyiHnIYSuH0bjSYxhMTvc39stpWxsbJ3YWl2ZjEIobTvEEpoQQjhKeVaNy3Q8XV/ZXJ1s9N3ZEBYxz6p6yCmUodpYXxnX9TOfOTVfrA3hZMi743E7nQ6jvKibNK1Hk/rc7aN+PvQr0wsh78Vwe32apqPmzPb2uVP9bJbbvlqWWWn6NB7CuJ+M62k9Xhk/3B7GsiyjNGytDdNpm+NRbnPsm6Eb1ieTJx97aHTyxO5iGeOwkdJ2zqFrQ4wxxFhCFcKkSZtN/bmnH738yIW6GcX5cj3Eh1fXVkd1natQhUWq1ierF89unFgf9g+GEOu2tMty0KYbm1v1+vo0hLXDvfpwP/XLYTY/GfLti+fS6mg0jJpnnjoRFispjw7ziROnmjqVGIfLF85srGzkYaOdp9CH0xuTUVj23eEwlDpNRivrn//spw6O5keLvWV5KDaLZprX1zequg7FWicAwCclvn+RYRhms9l4Ug9l2N3bXV09kev68Ki7ePGh3/zCb37/B6+8+uLLR9d3Q1idrm5WTX1we2cY2qrJa5tn33lnp10+//t/8I+/9o3Phrz4F//Dv/nBD378vedffefqe7f2Dpd9OXH6fK5Hi7a/eXs/xJib6W6YlWalGq2GYSi57kqYt13O+cSpk48+cnF7GkfDwSiGxf7t3VlX2nN9mw/3d9c3NlKVwxCPx+dHTRWHNoZSp3i8UnkO+eLJzbaEroSUQ0yhhHDj9nwo5eKp7RRPzufLGzf3JzmMc2i7Mh7FKqcSwiLstmUn9LM6nK2rjfNnY851zjnlJsUuhhJCHUIVS1y5lPthZQhNSLGKsxz6EI66IYSQ1tfi+nbOkxxDOJyF+WK5udqMqj6Wxcr58WJZLdpQjaelCl3p98vusl8sSzm5PR2fqnKJoc25dCEc9MNOaEfVbNouQzdOqa6mk1xGTUrhdDVabfvu4LCpxyHFsOhDLjlVo1hfPLXZHb+xavvJELZySssYhhBKyDGFGFII6yt5PMohhDSquzi9PZ9NmlKHoQ2z8ThO6tG4yTGdDmEjhKtVKKUKp09uTXI9HYf56OQytm1ZVHG5tbFyeuNkDOM05FRCCGG+3DuaXWvbftycXJmuT0dhZWWURieHsHWw3Ntb3M4plxIXfViJ+hsAeGDlP/qjPzr+qNxb7uTDWwzGEGLJOeUcU0p1XZcSumGo63pl2qyuTlfXTh4eLm7cOFguqqoap1wPQ0lVk+tRTFUpocS8t3/wne89//Irr331q1969LEnJtPNvYP5bNG1Q5qubPQlzxb9fNGPJ6tr6ydnYRqbaT2aLJZt2/d9P8RYzp899bnPPP7bX33s04+dO3Niq8z3Tm9NvvjME3XqQ+lXppPlctn1XarqGFNJqSuxLm2OfQwlhhJKH0pJKYYQhqGkFI4v86xzGjW5yamUGEqoUpqOqjqnHEssfRiGGIYYdnI8bOIkxyalqk455SHGNqV5iosYln1ZlqEfhlBKKGGZ4iynWSl77bDbl0WKqU5NClWsYsmhH46qOJs2bVN1KbUhDF0fQowpp73Z7mI4CPUix65JqUlVk+oq5hRCv1ykMBvV85j2YqlT2U6jFOrUVXEW+5jCSm7q0tehrOY6p5xKCP0Q61zqtMyli2EZhkVYpKEflbCSqrTo+0W7aJepylVd911JMaaUhhJTjimXKoeU25i6FJqhrYehbuqYUgyh7cvtHEsOo1SmTco5x76KJQ0xdFVsUwylxHaeUol1TjGWGOd1Xo5HoyqNS19VVQwxLbsyxDamoc5NF5ohpDqncQqV+AYAHlDV+3X9i28YY4wpxpBSnOTmcLYIfd80cbw+SQ+fXnzpM1ev/PT6tas/+uG7Q1wMoQ9Vn1JIOXT9vITucN799ff/uu27M+dOPfX0k6fOPHzp4WnXDye2T+7c3q3qcduH2aLdG49KCLEstqphutpsbo7aLi7bRQjDxfPnLz909tKFM+dW+/nezu133zu52pw9uX32zJmD3ZslpKoZL9ujcrzAd4ohxKGUEFOI5d7K5TGGGEIVwxDfX1Kjqo8HZ0MfSkqpHjd1TjmUkuLQh1BKKiHFlRiHFFeHUpVQcgpDCUMJKcQUUggxlVBKCaXEUGIsKcRU6r6MQhlCqFLMVYqxLimGPpQYQpWbJq+H0IYQS8gxhJxCjKGKpZRSx1iFOsUqhCqGdLwMTUghx5RTU8JqqKZxnKsqlBy6UNZS6kMahyoOQ51iM6pCH0I3hFByXVU5NKGE48cNoYmhSXcXP+/LEEqTc6pyu+xTKimVcnyiYqryuIt9KV0OdYx5SKEOIYZQQgphkkKqUpNGMQ0hpFCFkGIsMecwiiGUkocQj7duCjFUeZTzekq5a5u2LVUV+hJyF0KIVWrGeTTrUohhlK00CAA8yO5ccBmOp3nfner94RDv+m4+n49GTVXXIYT5bD4MQzMapZTms/nbb7/zne9+5//6s7/4V//2m4tFn3JeLBZ1XeeqCiW0y2Xfd8142vXDeDL+7G987re+/ttf+cqXLz50YW//8O0r7+5c3+n7Ukq4fv36a6+99tabb2xvTD/16OXHn3j81PaJ2exoNjv6R//oqxvrW9evHfzFt//vP/vmn/7whef/+T//77761a80TV3lUuWYcwrluBpjSiHFGEK5k633nuCH3lGEEIZheP8rd85CvHMK7p6cGEM8rsjyodMTy/Ghh6F86Ov3XbIa79z3eOg9hPv+vnDfMe8cK965z/t3v3eoWEIoocQY0t0nVe5/4A+/jzr+bol3jh7vu9kwlDuPeBzV97/4sbz/w8U7u5/GOzcsP3M17ofvcm/lnHjflz74nyve/5qUu2/xglknAMAnIb5/sb7v+77POaeUSinL5bKU0jRNSqnrusPDwzfffPNb3/7uf/8v/s216zcX89nh7m7MVarqlHPXLks/VJPpUEKu88mTp09ubp3aPnHmwsXHP/3pJ554/PTpaYr1og2z2Xyx2GsXe3WoTmytbZ9YXy7SbLY4PDxYLvdfe+21H7zw0s7O9UuXzn/j61/54pe+fPrU6SrHnEPOMb6f0yGlEOOdYde/teQ+EN9/02mKx8f7jz1OCCGlj9HYbinlo/wH+ChPHwCAv9VHveAypXSc3cMwDMMQ7yql5JzX19cvXbp0NO9//x9cffXHP33rzbd/Op/Pl+3QdSnFUIYy9EPflhD7drh96+b1d975wXKxurH1pStXhuWsf+r8eLxaSpOramN9ujJZSUOVYj872nvzzZvLRdd2y+9//69/8pNXr7333tbW5qefeuKf/bN/0nYhhpBjSPnOfJLjBg4hlONh5Q+MvQIAwP/PPurI9/HNhmHo+77ruuMh8Jzz8XDv8Wjuou1uH83+8i9/9Kd/+hd//O/++L333lsu27qu2+WyWy5DrkIpMaXRdNoPpW3buFw2dT0aj5uN9c0TJ0+eOrW2ujYa1U1dnT6xupwfXb367g9/+MNSytra2s6NnSce/9Tv/d7ff+qpJz/z9KeeePzS8QyKfG/Kw3F6l+F4CkOKMd6ZLfFLGLE28m3kGwDgP95HHfmOd6dHl1JijMflHWPs+/54ILyqqpyrOq889cRjo6ZaWxn91V9998UXX7p29d3St3VTTVdXF4vFfDZrjw5SXTdNXY/qdtnuHeyFw/3Dvf2927emq6tVzqEMTVgMQ7dolzdu7IzHo82t9X/we3//K1/5wpe//IUTWyc2NtbadqireLwp/f3xne6+TwihxBDDR7h+75eVlb+meaqqAQA+dvF9POHkuGvTXfe+dfe7sV+W0ye3trdWt7e2z5za2t5ceeH5F967dv1wthg1eehTm0MaulRSTnVVV/3Qhy7Erl0e7e+W/uhoP8Q4dMv5/s2qTqtraxcunj179uyjjz76h3/4B8985slz505VuQohdH2p8vElezHeW80khOPFRu7/wU07AQDgY+LvcMHlcrk8Lu/jOSfH8X1vrsXx/IW+xFLi0Jdl2y3ms+s7O9/765f/5E/+1z/75jd3b96KKdeTyXg0attuNl90i+UwDCXFqm5yrmJOQyl9GcrQl2E+GlXnzp77r/+r//LLX/7y5cuPbGyuh9J37fLk9npd191Qcow5xZSP55aU49ne4e60kztzJUKKf9vg90c8A3/rCPEv6zi/Sh/xZw4GyAEAfhmqj37T+2ebHF92ebxJzXGWdV3Xtt18PjRNXeWqztV4bX1lOp5Mplsbky9/8ZkrV669c+Xqzo0bfd/P5ouDg8ObOzd2d3fni0Vdj7dPbG1vb1ejpuu6EMrlR85fevjiI49e+tIXPn/x4sX19c2qin3XtssUU+r6vmu7UOUYUoyxxBDjcXaHOwke7r8E81eUlb+OeSqpAQB+pfX1Ecc+jy+1PB7zDiEsl8thGHLOxy0eQmjbdrFoD/fblZXxaDRqlyWlkKqQc4ghLBbtu9dvPf/8D3/00stHs8PZfHl4cPTu1avX3ru2t7c/XV29cOHCxYsPrayt9kMXU/jCFz/39NNPXrp8McUQQywhxjLkFGKM/VC6tmuXbTPKVU45pZRCiveeyd34DjHF441kspcZAIBfp/gu7283E4/ju+/7e2PhIYSu64a+5FjlnGKMXVv6vitDGWKI8XiD8XD79sH+weFonLouzpf9fLbo+q6UknJOqcpV1dR1XYe6CZOVaapzCKnvu1FTj5tm/+Ag5TxdmeQ7w9zDUPoYQ0opx5DivR9xOB4CjzGmmEKoxDcAAL+u8X2sP96RMoRwd+28UkoZSlViSCnE0LfDUO5tmhlTjLlObTv0/dCMcimpH0rfHx/ieE72EEJJKeUcUy7L4bjcyzAMOaeqyov5MufUNHUKdzbQGUoXQskxxRBSPN69sZQyhA/8YHUU3wAA/DrG9/G/96/6fHzB5Z0Nd/ohLNuQc0hpaPuYU8opHAd4iSGF4W4Y37lGsoS+D8ebsuccqur4gUI/DLOujSmNmjqE0A/DUIac8vHckn4YYgw5hRJKDCV/YJf24f6Fq8U3AAC/xvH9/t3uxvf901HKMIR+uLv0Xwnx7s3uXBEZPniIO6l979M7hyyhhLIsJcT3x9RjuLtjZTkO+RJiiOHu19+P7zs3uO8hxDcAAL9u8f2RlCH87C6P97bAiR/49BfuO1lC6UIo990g3Z/XdxYWvFfeJfxsgt//jMz5BgDg46L6ZR9w+EB5x/LBCo8fKu+f3+DxA+394ZZ/f+3uu8e6+0A/Mxoeoj12AAB4UOO7/MKqLn9DS//dxA/ct3gVAQD4RMb3+8PQ5YNfPb7QMv68Fo8fMcXvDZ7fG82O5d7BjW8DAPDJjO+7V2O+Px87fqi5715fWT7Uzb9gePy+2SbpF93n594ZAAAeqPj+JVe8kAYAQHz/f0/oj9LRMf68e4hvAAB+rf1SlxoEAAD+ZskpAAAA8Q0AAOIbAAAQ3wAAIL4BAOCTLsbL/42zAADAx9nw+r98MJ6IkW8AABDfAAAgvgEAAPENAAAfX7aXBwCAXxEj3wAAIL4BAEB8AwAA4hsAAMQ3AACIb6cAAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAID4dgoAAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAAH2PV+xn+yH/rdAAA8PExvP4vH7BnFEspXlcAAPgVMO0EAADENwAAiG8AAEB8AwCA+AYAAPHtFAAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AAA8OKp7Hz333HNOBwAAHzfPPvvsA/NcjHwDAMCvSPUAv7EA4IFx/OdZv6S8+nwyX/0HiZFvAAAQ3wAAIL4BAADxDQAA4hsAAMS3UwAAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAH83sZRy/NFzzz3ndAAA8HHz7LPPPjDPxcg3AACIbwAAeLBUP/P5gzSqD8AD43hupF9SXn0+ma/+g8TINwAAiG8AABDfAACA+AYAAPENAADi2ykAAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAAH0uxlHL80XPPPed0AADwcfPss88+MM/FyDcAAPyKVA/wGwsAHhjHf571S8qrzyfz1X+QGPkGAADxDQAA4hsAABDfAAAgvgEAQHw7BQAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAA8HcTSynHHz333HNOBwAAHzfPPvvsA/NcjHwDAMCvyP8LrFznmEHfH4IAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 55 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">16 </span>Reserve capital </div><div class="t m0 x4 h20 y4a7 ff3 fs0 fc5 sc0 ls0 ws0">Information on estimates </div><div class="t m0 x4 h2 y4d9 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _17"> </span>Company <span class="_ _14"></span>implements <span class="_ _14"> </span>an <span class="_ _17"> </span>incentive <span class="_ _14"> </span>program <span class="_ _17"> </span>using <span class="_ _14"> </span>equity<span class="_ _0"></span>-settled <span class="_ _14"> </span>share-based <span class="_ _17"> </span>payment <span class="_ _14"> </span>transactions. <span class="_ _17"> </span>The </div><div class="t m0 x4 h2 y4da ff1 fs0 fc0 sc0 ls0 ws0">program <span class="_ _5"></span>is <span class="_ _5"></span>based <span class="_ _5"></span>on Data<span class="_ _5"></span>Walk shares <span class="_ _6"></span>and en<span class="_ _5"></span>titles the <span class="_ _6"></span>holder <span class="_ _8"></span>to <span class="_ _5"></span>receive <span class="_ _5"></span>equity <span class="_ _5"></span>instruments <span class="_ _5"></span>in the <span class="_ _6"></span>amount <span class="_ _5"></span>and unde<span class="_ _5"></span>r </div><div class="t m0 x4 h2 y4db ff1 fs0 fc0 sc0 ls0 ws0">the terms<span class="_ _5"></span> and conditi<span class="_ _5"></span>ons specified <span class="_ _5"></span>in the Regula<span class="_ _5"></span>tions and th<span class="_ _5"></span>e Participation <span class="_ _5"></span>Agreement. The <span class="_ _5"></span>program is <span class="_ _5"></span>recognized </div><div class="t m0 x4 h2 y4dc ff1 fs0 fc0 sc0 ls0 ws0">in the financial statements in ac<span class="_ _5"></span>cordance with IFRS 2.  </div><div class="t m0 x4 h2 y4dd ff1 fs0 fc0 sc0 ls0 ws0">In orde<span class="_ _5"></span>r to <span class="_ _5"></span>comply with <span class="_ _5"></span>the provisi<span class="_ _5"></span>on<span class="_ _0"></span>s <span class="_ _5"></span>of IFRS <span class="_ _5"></span>2, the <span class="_ _5"></span>Company rec<span class="_ _5"></span>ognizes an <span class="_ _5"></span>amount for <span class="_ _5"></span>services recei<span class="_ _5"></span>ved during </div><div class="t m0 x4 h2 y4de ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _10"></span>vesting <span class="_ _0"></span>period <span class="_ _10"></span>using <span class="_ _10"></span>the <span class="_ _0"></span>best <span class="_ _10"></span>available <span class="_ _0"></span>estimates <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>number <span class="_ _10"></span>of <span class="_ _10"></span>equity <span class="_ _0"></span>instruments <span class="_ _0"></span>for <span class="_ _10"></span>which <span class="_ _10"></span>vesting <span class="_ _0"></span>will </div><div class="t m0 x4 h2 y29f ff1 fs0 fc0 sc0 ls0 ws0">occur. <span class="_ _6"></span>The <span class="_ _5"></span>entity <span class="_ _6"></span>adjusts <span class="_ _5"></span>these <span class="_ _6"></span>estimates, <span class="_ _6"></span>if <span class="_ _5"></span>necessary, <span class="_ _6"></span>if <span class="_ _5"></span>subsequent <span class="_ _6"></span>information <span class="_ _6"></span>indicates <span class="_ _5"></span>that <span class="_ _6"></span>the <span class="_ _5"></span>number <span class="_ _6"></span>of <span class="_ _5"></span>equity </div><div class="t m0 x4 h2 y6f2 ff1 fs0 fc0 sc0 ls0 ws0">instruments t<span class="_ _5"></span>hat will vest <span class="_ _5"></span>differs from <span class="_ _5"></span>previous estimates. <span class="_ _5"></span>At the <span class="_ _8"></span>vesting <span class="_ _8"></span>date, the <span class="_ _5"></span>entity adjusts <span class="_ _5"></span>the estimate <span class="_ _5"></span>to the </div><div class="t m0 x4 h2 y6f3 ff1 fs0 fc0 sc0 ls0 ws0">level of the number of equit<span class="_ _8"></span>y instruments that will eventually vest.<span class="_ _5"></span> </div><div class="t m0 x4 h2 y6f4 ff1 fs0 fc0 sc0 ls0 ws0">Recognition <span class="_ _17"> </span>of <span class="_ _17"> </span>an  ince<span class="_ _5"></span>ntive  program <span class="_ _14"> </span>requires  the <span class="_ _14"> </span>performance  of <span class="_ _14"> </span>an  analysis <span class="_ _17"> </span>that <span class="_ _17"> </span>involves <span class="_ _17"> </span>making <span class="_ _17"> </span>certain </div><div class="t m0 x4 h2 y6f5 ff1 fs0 fc0 sc0 ls0 ws0">assumptions <span class="_ _5"></span>and applyin<span class="_ _5"></span>g professional<span class="_ _8"></span> <span class="_ _5"></span>judgment, pa<span class="_ _5"></span>rticularly with <span class="_ _6"></span>regard to <span class="_ _5"></span>the <span class="_ _5"></span>number of <span class="_ _6"></span>equity instr<span class="_ _5"></span>uments that </div><div class="t m0 x4 h2 y6f6 ff1 fs0 fc0 sc0 ls0 ws0">will <span class="_ _10"></span>vest <span class="_ _15"></span>during <span class="_ _10"></span>the <span class="_ _15"></span>reporting<span class="_ _5"></span> <span class="_ _15"></span>period <span class="_ _15"></span>as <span class="_ _10"></span>well <span class="_ _10"></span>as <span class="_ _15"></span>the <span class="_ _10"></span>valuation <span class="_ _15"></span>of <span class="_ _10"></span>options <span class="_ _10"></span>per <span class="_ _15"></span>share <span class="_ _10"></span>at <span class="_ _10"></span>the <span class="_ _15"></span>date <span class="_ _10"></span>of <span class="_ _15"></span>grant. <span class="_ _10"></span>At <span class="_ _15"></span>each<span class="_ _5"></span> </div><div class="t m0 x4 h2 y6f7 ff1 fs0 fc0 sc0 ls0 ws0">balance <span class="_ _10"></span>sheet <span class="_ _10"></span>date, <span class="_ _10"></span>the <span class="_ _10"></span>Company <span class="_ _10"></span>estimates <span class="_ _0"></span>the <span class="_ _10"></span>number <span class="_ _10"></span>of <span class="_ _10"></span>equity <span class="_ _10"></span>instruments <span class="_ _10"></span>that <span class="_ _10"></span>will <span class="_ _10"></span>vest <span class="_ _10"></span>during <span class="_ _10"></span>the <span class="_ _10"></span>reporting </div><div class="t m0 x4 h2 y6f8 ff1 fs0 fc0 sc0 ls0 ws0">period <span class="_ _0"></span>in <span class="_ _0"></span>order to <span class="_ _10"></span>recognize in <span class="_ _0"></span>the <span class="_ _0"></span>financial <span class="_ _0"></span>statements <span class="_ _0"></span>the <span class="_ _0"></span>corresponding <span class="_ _0"></span>increases <span class="_ _0"></span>in <span class="_ _0"></span>equity <span class="_ _0"></span>and <span class="_ _0"></span>the <span class="_ _0"></span>Company&apos;s </div><div class="t m0 x4 h2 y6f9 ff1 fs0 fc0 sc0 ls0 ws0">and the Group&apos;s expenses res<span class="_ _5"></span>ulting from the incentive program. </div><div class="t m0 x88 h2 y6fa ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y6fb w67 h6f"><div class="t m0 xed h15 ydd ff3 fsa fc0 sc0 ls0 ws0">Reserve capital </div></div><div class="c x8a y6fb w68 h6f"><div class="t m0 x1a h15 ydd ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y6fb w69 h6f"><div class="t m0 xbd h15 ydd ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y6fc w67 h70"><div class="t m0 x5f h18 y6fd ff1 fsa fc0 sc0 ls0 ws0">Incentive program </div></div><div class="c x8a y6fc w68 h70"><div class="t m0 xb3 h18 y6fd ff1 fsa fc0 sc0 ls0 ws0">46 914 </div></div><div class="c x8b y6fc w69 h70"><div class="t m0 x27 h18 y6fd ff1 fsa fc0 sc0 ls0 ws0">43 576 </div></div><div class="c xd6 y6fe w67 h6f"><div class="t m0 x8d h15 ydd ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x8a y6fe w68 h6f"><div class="t m0 xb3 h15 ydd ff3 fsa fc0 sc0 ls0 ws0">46 914 </div></div><div class="c x8b y6fe w69 h6f"><div class="t m0 x27 h15 ydd ff3 fsa fc0 sc0 ls0 ws0">43 576 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y6ff ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y323 ff3 fs0 fc5 sc0 ls0 ws0">Nature and rules of operation of the l<span class="_ _5"></span>ong<span class="_ _0"></span>-term equity-settled Incenti<span class="_ _5"></span>ve Program<span class="ff4"> </span></div><div class="t m0 x4 h2 y700 ff1 fs0 fc0 sc0 ls0 ws0">On June 30, 2022. The General Meeting of DataWalk S.<span class="_ _5"></span>A. <span class="_ _0"></span>passed a resolution to introduce an Incentiv<span class="_ _8"></span>e Program </div><div class="t m0 x4 h2 y701 ff1 fs0 fc0 sc0 ls0 ws0">(the  &quot;Program&quot;)  aimed <span class="_ _e"> </span>at  members  of <span class="_ _e"> </span>key  personnel  who <span class="_ _e"> </span>are <span class="_ _e"> </span>Employees,  Associates  or  members <span class="_ _e"> </span>of  the </div><div class="t m0 x4 h2 y702 ff1 fs0 fc0 sc0 ls0 ws0">Management <span class="_ _0"></span>Board <span class="_ _10"></span>(&quot;Eligible <span class="_ _0"></span>Persons&quot;) <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>Comp<span class="_ _0"></span>any. <span class="_ _0"></span>The <span class="_ _10"></span>Regulations <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>Program <span class="_ _10"></span>were <span class="_ _0"></span>adopted <span class="_ _10"></span>by <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y703 ff1 fs0 fc0 sc0 ls0 ws0">Board <span class="_ _13"></span>of <span class="_ _13"></span>Directors <span class="_ _14"> </span>of <span class="_ _13"></span>the <span class="_ _13"></span>Company <span class="_ _14"> </span>by <span class="_ _13"></span>resolution <span class="_ _13"></span>dated <span class="_ _13"></span>August <span class="_ _14"> </span>31, <span class="_ _13"></span>2022 <span class="_ _14"> </span>and <span class="_ _13"></span>subsequently <span class="_ _13"></span>approved <span class="_ _13"></span>by <span class="_ _14"></span>the </div><div class="t m0 x4 h2 y704 ff1 fs0 fc0 sc0 ls0 ws0">Supervisory Board by resol<span class="_ _5"></span>ution dated September 9, 2022 (the &quot;Regulations&quot;).  </div><div class="t m0 x4 h2 y705 ff1 fs0 fc0 sc0 ls0 ws0">The provisions of <span class="_ _0"></span>the Program shall be <span class="_ _0"></span>effective as of<span class="_ _0"></span> the date <span class="_ _0"></span>of adoption of <span class="_ _0"></span>the Regulations by <span class="_ _0"></span>the Supervisory </div><div class="t m0 x4 h2 y706 ff1 fs0 fc0 sc0 ls0 ws0">Board <span class="_ _15"></span>a<span class="_ _5"></span>nd<span class="_ _0"></span> <span class="_ _15"></span>s<span class="_ _5"></span>hall <span class="_ _15"></span>remain <span class="_ _15"></span>in <span class="_ _10"></span>effect <span class="_ _10"></span>until <span class="_ _15"></span>terminated <span class="_ _10"></span>by <span class="_ _15"></span>the <span class="_ _10"></span>Management <span class="_ _15"></span>Board <span class="_ _10"></span>with <span class="_ _15"></span>the <span class="_ _10"></span>effects <span class="_ _15"></span>refe<span class="_ _5"></span>rr<span class="_ _0"></span>ed <span class="_ _15"></span>to <span class="_ _10"></span>in <span class="_ _15"></span>th<span class="_ _8"></span>e </div><div class="t m0 x4 h2 y707 ff1 fs0 fc0 sc0 ls0 ws0">Regulations. <span class="_ _15"></span>The <span class="_ _10"></span>M<span class="_ _0"></span>anagement <span class="_ _15"></span>Board <span class="_ _15"></span>ma<span class="_ _5"></span>y <span class="_ _15"></span>at <span class="_ _15"></span>any <span class="_ _15"></span>time, <span class="_ _15"></span>with <span class="_ _15"></span>the <span class="_ _15"></span>approval<span class="_ _5"></span> <span class="_ _15"></span>of <span class="_ _15"></span>the <span class="_ _15"></span>Supervisory <span class="_ _15"></span>Board, <span class="_ _15"></span>decide <span class="_ _15"></span>to<span class="_ _5"></span> </div><div class="t m0 x4 h2 y708 ff1 fs0 fc0 sc0 ls0 ws0">terminate the Program or ma<span class="_ _5"></span>ke changes to it. </div><div class="t m0 x4 h2 y709 ff1 fs0 fc0 sc0 ls0 ws0">The purpose <span class="_ _5"></span>of the Program is <span class="_ _5"></span>to attract and ret<span class="_ _5"></span>ain members of the C<span class="_ _5"></span>ompany&apos;s key personnel <span class="_ _5"></span>on a long-term basis </div><div class="t m0 x4 h2 y165 ff1 fs0 fc0 sc0 ls0 ws0">by c<span class="_ _5"></span>reating additional <span class="_ _5"></span>market-attractive <span class="_ _5"></span>tools that <span class="_ _5"></span>allow <span class="_ _8"></span>key <span class="_ _5"></span>personnel to <span class="_ _5"></span>be fully <span class="_ _5"></span>identified a<span class="_ _5"></span>nd identified <span class="_ _5"></span>with th<span class="_ _5"></span>e </div><div class="t m0 x4 h2 y70a ff1 fs0 fc0 sc0 ls0 ws0">Company, <span class="_ _10"></span>its <span class="_ _10"></span>long-term <span class="_ _0"></span>goals, <span class="_ _10"></span>motivating <span class="_ _10"></span>them <span class="_ _0"></span>to <span class="_ _10"></span>pay <span class="_ _10"></span>special <span class="_ _10"></span>attention <span class="_ _10"></span>to <span class="_ _10"></span>maintaining <span class="_ _0"></span>its <span class="_ _10"></span>dynamic <span class="_ _10"></span>growth, <span class="_ _0"></span>and </div><div class="t m0 x4 h2 y5dd ff1 fs0 fc0 sc0 ls0 ws0">linking the interests of <span class="_ _0"></span>these individuals <span class="_ _0"></span>to the <span class="_ _0"></span>care of the Company&apos;s <span class="_ _0"></span>interests and, consequently, <span class="_ _0"></span>the interests of </div><div class="t m0 x4 h2 y70b ff1 fs0 fc0 sc0 ls0 ws0">its <span class="_ _17"> </span>shareholders, <span class="_ _14"> </span>thereby <span class="_ _17"> </span>enabling <span class="_ _17"> </span>them <span class="_ _14"> </span>to <span class="_ _17"> </span>participate <span class="_ _17"> </span>in <span class="_ _17"> </span>the <span class="_ _17"> </span>Company&apos;s <span class="_ _17"> </span>expected <span class="_ _14"> </span>growth <span class="_ _17"> </span>and, <span class="_ _17"> </span>through <span class="_ _17"> </span>this, </div><div class="t m0 x4 h2 y70c ff1 fs0 fc0 sc0 ls0 ws0">strengthening their relations<span class="_ _5"></span>hip with the Company.  </div><div class="t m0 x4 h2 y70d ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _17"> </span>December <span class="_ _17"> </span>30, <span class="_ _17"> </span>2024, <span class="_ _17"> </span>the <span class="_ _17"> </span>Extraordinary <span class="_ _17"> </span>Shareholders&apos; <span class="_ _17"> </span>Meeting <span class="_ _17"> </span>of <span class="_ _17"> </span>DataWalk <span class="_ _17"> </span>S.A. <span class="_ _17"> </span>passed <span class="_ _17"> </span>a <span class="_ _17"> </span>resolution <span class="_ _17"> </span>to </div><div class="t m0 x4 h2 y113 ff1 fs0 fc0 sc0 ls0 ws0">determine <span class="_ _0"></span>the <span class="_ _0"></span>maximum <span class="_ _10"></span>Entitlement <span class="_ _0"></span>Pool <span class="_ _0"></span>under <span class="_ _10"></span>the <span class="_ _0"></span>Stock <span class="_ _0"></span>Program, <span class="_ _0"></span>pursuant <span class="_ _10"></span>to <span class="_ _0"></span>which <span class="_ _0"></span>the <span class="_ _10"></span>previous <span class="_ _0"></span>Entitlement </div><div class="t m0 x4 h2 y70e ff1 fs0 fc0 sc0 ls0 ws0">Pool of a total of no more tha<span class="_ _5"></span>n 430,000 shares in the Company was increa<span class="_ _5"></span>sed <span class="_ _0"></span>to a maximum of 570,0<span class="_ _5"></span>00 shares in </div><div class="t m0 x4 h2 y70f ff1 fs0 fc0 sc0 ls0 ws0">the Company. </div><div class="t m0 x4 h2 y334 ff1 fs0 fc0 sc0 ls0 ws0">With the <span class="_ _5"></span>above <span class="_ _5"></span>in mind, as <span class="_ _6"></span>of<span class="_ _0"></span> <span class="_ _5"></span>the balance <span class="_ _5"></span>sh<span class="_ _0"></span>eet <span class="_ _5"></span>date of <span class="_ _5"></span>December 31, <span class="_ _5"></span>2024, the <span class="_ _5"></span>maximum number <span class="_ _5"></span>of Entit<span class="_ _5"></span>lements </div><div class="t m0 x4 h2 y710 ff1 fs0 fc0 sc0 ls0 ws0">giving the <span class="_ _5"></span>right to subscribe<span class="_ _5"></span> for and/or ac<span class="_ _5"></span>quire shares in <span class="_ _5"></span>the Company ma<span class="_ _5"></span>y not exceed <span class="_ _5"></span>a total of <span class="_ _5"></span>570,000 shares in </div><div class="t m0 x4 h2 y313 ff1 fs0 fc0 sc0 ls0 ws0">the Company. </div><div class="t m0 x4 h2 y118 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>Incentive <span class="_ _10"></span>Program <span class="_ _15"></span>is<span class="_ _5"></span> <span class="_ _15"></span>implemente<span class="_ _5"></span>d <span class="_ _15"></span>by <span class="_ _10"></span>granting <span class="_ _10"></span>Participants <span class="_ _10"></span>who <span class="_ _15"></span>ha<span class="_ _5"></span>ve <span class="_ _15"></span>been <span class="_ _10"></span>designated <span class="_ _10"></span>to <span class="_ _10"></span>participate <span class="_ _10"></span>in <span class="_ _15"></span>the </div><div class="t m0 x4 h2 y711 ff1 fs0 fc0 sc0 ls0 ws0">Incentive <span class="_ _15"></span>Program <span class="_ _13"></span>in <span class="_ _13"></span>accordance <span class="_ _15"></span>with <span class="_ _13"></span>the <span class="_ _13"></span>Regulations, <span class="_ _13"></span>and <span class="_ _15"></span>who <span class="_ _13"></span>have <span class="_ _13"></span>subsequently <span class="_ _15"></span>entered <span class="_ _13"></span>into <span class="_ _13"></span>an <span class="_ _13"></span>Incentive<span class="_ _8"></span> </div><div class="t m0 x4 h2 y712 ff1 fs0 fc0 sc0 ls0 ws0">Program Participation Agreement (the<span class="_ _5"></span> <span class="_ _0"></span>&quot;Participation Agreement&quot;) with the Company, conditional entit<span class="_ _5"></span>lements <span class="_ _0"></span>to </div></div></div><div class="pi" ></div></div><div id="pf38" class="pf w0 h0" ><div class="pc pc38 w0 h0"><img class="bi x4 y335 w17 h4d" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 56 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">subscribe <span class="_ _15"></span>for <span class="_ _13"></span>and/or <span class="_ _13"></span>acquire <span class="_ _15"></span>shares <span class="_ _13"></span>in <span class="_ _13"></span>the <span class="_ _15"></span>Company <span class="_ _13"></span>(the <span class="_ _15"></span>&quot;Entitlements&quot;). <span class="_ _13"></span>The <span class="_ _15"></span>granting <span class="_ _13"></span>of <span class="_ _13"></span>Entitlements <span class="_ _15"></span>is <span class="_ _13"></span>not </div><div class="t m0 x4 h2 y683 ff1 fs0 fc0 sc0 ls0 ws0">tantamount to their acquisi<span class="_ _5"></span>tion or exercise. </div><div class="t m0 x4 h2 y713 ff1 fs0 fc0 sc0 ls0 ws0">The Entit<span class="_ _5"></span>lements are not <span class="_ _5"></span>securities and <span class="_ _8"></span>do not <span class="_ _5"></span>include any <span class="_ _5"></span>claims under c<span class="_ _5"></span>ivil law (includi<span class="_ _8"></span>ng commercia<span class="_ _5"></span>l company </div><div class="t m0 x4 h2 y714 ff1 fs0 fc0 sc0 ls0 ws0">law) <span class="_ _0"></span>beyond <span class="_ _10"></span>the <span class="_ _0"></span>claim <span class="_ _10"></span>for <span class="_ _0"></span>the <span class="_ _10"></span>exercise <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>Entitlements <span class="_ _0"></span>in <span class="_ _10"></span>accordance <span class="_ _0"></span>with <span class="_ _10"></span>the <span class="_ _0"></span>Program, <span class="_ _10"></span>and <span class="_ _0"></span>in <span class="_ _10"></span>particular <span class="_ _0"></span>do </div><div class="t m0 x4 h2 y715 ff1 fs0 fc0 sc0 ls0 ws0">not create any sh<span class="_ _0"></span>areholder rights on <span class="_ _0"></span>the part of <span class="_ _0"></span>the Participant, including incorporating the right <span class="_ _0"></span>to vote, <span class="_ _0"></span>the right </div><div class="t m0 x4 h2 y716 ff1 fs0 fc0 sc0 ls0 ws0">to <span class="_ _13"></span>share <span class="_ _13"></span>in <span class="_ _13"></span>the <span class="_ _13"></span>Company&apos;s <span class="_ _15"></span>profit <span class="_ _13"></span>(dividends), <span class="_ _13"></span>or <span class="_ _13"></span>any <span class="_ _13"></span>other <span class="_ _15"></span>sh<span class="_ _0"></span>areholder <span class="_ _15"></span>rights <span class="_ _13"></span>until <span class="_ _13"></span>the <span class="_ _13"></span>Company&apos;s <span class="_ _13"></span>Shares <span class="_ _13"></span>are </div><div class="t m0 x4 h2 y717 ff1 fs0 fc0 sc0 ls0 ws0">purchased <span class="_ _13"></span>or <span class="_ _13"></span>acquired. <span class="_ _15"></span>The <span class="_ _14"> </span>entitlements <span class="_ _15"></span>are <span class="_ _13"></span>non<span class="_ _0"></span>-transferable <span class="_ _13"></span>to <span class="_ _13"></span>third <span class="_ _13"></span>parties <span class="_ _13"></span>and <span class="_ _13"></span>may <span class="_ _13"></span>not <span class="_ _13"></span>be <span class="_ _13"></span>encumbered <span class="_ _13"></span>by </div><div class="t m0 x4 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">property or bond rights,<span class="_ _8"></span> but are subject to inheritance<span class="_ _5"></span>.<span class="_ _0"></span> </div><div class="t m0 x4 h2 y719 ff1 fs0 fc0 sc0 ls0 ws0">The vesting of Entitlements by Participants occurs when the Conditions of Acquisit<span class="_ _5"></span>ion, d<span class="_ _0"></span>efined as the fulfillment </div><div class="t m0 x4 h2 y71a ff1 fs0 fc0 sc0 ls0 ws0">of the financial or <span class="_ _0"></span>non-financial individual or Company <span class="_ _0"></span>criteria set forth in <span class="_ _0"></span>the Participation Agreement, are met, </div><div class="t m0 x4 h2 y71b ff1 fs0 fc0 sc0 ls0 ws0">taking into account: </div><div class="t m0 x4 h2 y71c ff1 fs0 fc0 sc0 ls0 ws0">(a) to maintain the Relations<span class="_ _5"></span>hip for the period of time specified in the Participati<span class="_ _5"></span>on<span class="_ _0"></span> Agreement, and/or </div><div class="t m0 x4 h2 y71d ff1 fs0 fc0 sc0 ls0 ws0">(b) fulfillment of additional c<span class="_ _5"></span>riteria, if provided for in the Participation Agreement. </div><div class="t m0 x4 h2 y615 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y71e ff1 fs0 fc0 sc0 ls0 ws0">The Entitlements will be ac<span class="_ _5"></span>quired free of charge. </div><div class="t m0 x4 h2 y71f ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>conditions related <span class="_ _0"></span>to <span class="_ _0"></span>the fulfillment <span class="_ _0"></span>of <span class="_ _0"></span>individual targets <span class="_ _0"></span>(performance vesting <span class="_ _0"></span>conditions) <span class="_ _0"></span>do <span class="_ _0"></span>not depend <span class="_ _0"></span>on </div><div class="t m0 x4 h2 y720 ff1 fs0 fc0 sc0 ls0 ws0">the market price of the Company&apos;s<span class="_ _8"></span> equity instruments and a<span class="_ _5"></span>re therefore classified as non-market conditions. </div><div class="t m0 x4 h2 y31f ff1 fs0 fc0 sc0 ls0 ws0">Under IFRS <span class="_ _6"></span>2,<span class="_ _0"></span> <span class="_ _5"></span>vesting conditions, <span class="_ _5"></span>other than <span class="_ _5"></span>market conditions<span class="_ _5"></span>, should <span class="_ _5"></span>no<span class="_ _0"></span>t <span class="_ _5"></span>be taken i<span class="_ _5"></span>nto account <span class="_ _5"></span>when estimati<span class="_ _8"></span>ng </div><div class="t m0 x4 h2 y6a8 ff1 fs0 fc0 sc0 ls0 ws0">the fair value of shares or stock options at <span class="_ _0"></span>the measurement date. Instead, vesting conditions should be taken into </div><div class="t m0 x4 h2 y721 ff1 fs0 fc0 sc0 ls0 ws0">account <span class="_ _6"></span>by <span class="_ _5"></span>adjusting <span class="_ _6"></span>the <span class="_ _6"></span>nu<span class="_ _0"></span>mber <span class="_ _6"></span>of <span class="_ _5"></span>equity <span class="_ _6"></span>instruments <span class="_ _5"></span>that <span class="_ _6"></span>are <span class="_ _5"></span>used <span class="_ _6"></span>in <span class="_ _5"></span>measuring <span class="_ _6"></span>the <span class="_ _6"></span>value <span class="_ _5"></span>of <span class="_ _5"></span>the <span class="_ _6"></span>entire <span class="_ _5"></span>transaction, </div><div class="t m0 x4 h2 y722 ff1 fs0 fc0 sc0 ls0 ws0">so that <span class="_ _0"></span>the value <span class="_ _0"></span>of <span class="_ _0"></span>the services recognized <span class="_ _0"></span>in exchange <span class="_ _0"></span>for <span class="_ _0"></span>the equity <span class="_ _0"></span>instruments granted takes <span class="_ _0"></span>into account <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y723 ff1 fs0 fc0 sc0 ls0 ws0">number of instruments that wi<span class="_ _5"></span>ll eventually vest. </div><div class="t m0 x4 h2 y348 ff1 fs0 fc0 sc0 ls0 ws0">The condition for t<span class="_ _5"></span>he Exercise of the Entit<span class="_ _5"></span>lements is the fulfillment of the <span class="_ _5"></span>vesting conditions and the executi<span class="_ _5"></span>on of </div><div class="t m0 x4 h2 y349 ff1 fs0 fc0 sc0 ls0 ws0">the Sale Transaction (no<span class="_ _8"></span>n vesting condition) together. </div><div class="t m0 x4 h2 y724 ff1 fs0 fc0 sc0 ls0 ws0">Exercise of rights will occur i<span class="_ _5"></span>f <span class="_ _0"></span>the following conditions a<span class="_ _5"></span>re met together: </div><div class="t m0 x4 h2 y725 ff1 fs0 fc0 sc0 ls0 ws0">a. <span class="_ _13"></span>fulfillment <span class="_ _13"></span>of <span class="_ _13"></span>the <span class="_ _13"></span>Conditions <span class="_ _13"></span>of <span class="_ _13"></span>Acquisition <span class="_ _13"></span>specified <span class="_ _13"></span>each <span class="_ _13"></span>time <span class="_ _13"></span>in <span class="_ _14"></span>the <span class="_ _13"></span>individual <span class="_ _13"></span>Participation <span class="_ _15"></span>Agreement </div><div class="t m0 x4 h2 y726 ff1 fs0 fc0 sc0 ls0 ws0">(vesting conditions) - e.g. length of c<span class="_ _5"></span>ooperation; </div><div class="t m0 x4 h2 y727 ff1 fs0 fc0 sc0 ls0 ws0">b. the occurrence of a &quot;Sale T<span class="_ _5"></span>ran<span class="_ _0"></span>saction&quot;, i.e. a situatio<span class="_ _5"></span>n <span class="_ _0"></span>in which all of t<span class="_ _8"></span>he following conditions occ<span class="_ _5"></span>ur<span class="_ _0"></span>: </div><div class="t m0 x4 h2 y728 ff1 fs0 fc0 sc0 ls0 ws0">(i) <span class="_ _0"></span>an <span class="_ _0"></span>entity <span class="_ _0"></span>or <span class="_ _0"></span>group <span class="_ _0"></span>of <span class="_ _0"></span>entities <span class="_ _0"></span>acting <span class="_ _0"></span>in <span class="_ _0"></span>concert <span class="_ _0"></span>referred to <span class="_ _10"></span>in Art. <span class="_ _0"></span>87 <span class="_ _0"></span>sec. <span class="_ _0"></span>1 <span class="_ _10"></span>item 5 <span class="_ _0"></span>of <span class="_ _10"></span>the Act <span class="_ _0"></span>on <span class="_ _0"></span>Offering, <span class="_ _0"></span>will </div><div class="t m0 x4 h2 y729 ff1 fs0 fc0 sc0 ls0 ws0">exceed 50% of the total number of votes i<span class="_ _5"></span>n <span class="_ _0"></span>the Company as a result of the anno<span class="_ _5"></span>un<span class="_ _0"></span>cement of a tender offer for the<span class="_ _5"></span> </div><div class="t m0 x4 h2 y72a ff1 fs0 fc0 sc0 ls0 ws0">sale of all s<span class="_ _5"></span>hares in the Company, i<span class="_ _5"></span>n accordance with the Act<span class="_ _5"></span> on Offering (hereinafter: &quot;<span class="_ _5"></span>Tender Offer&quot;), whereby, </div><div class="t m0 x4 h2 y72b ff1 fs0 fc0 sc0 ls0 ws0">for <span class="_ _0"></span>the <span class="_ _0"></span>purposes <span class="_ _0"></span>of<span class="_ _0"></span> <span class="_ _0"></span>calculating <span class="_ _0"></span>the <span class="_ _0"></span>total <span class="_ _0"></span>number <span class="_ _0"></span>of <span class="_ _10"></span>votes in <span class="_ _10"></span>the <span class="_ _0"></span>Company, <span class="_ _0"></span>the <span class="_ _0"></span>sum <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>number <span class="_ _0"></span>of <span class="_ _0"></span>votes <span class="_ _0"></span>held <span class="_ _10"></span>- </div><div class="t m0 x4 h2 y72c ff1 fs0 fc0 sc0 ls0 ws0">regardless <span class="_ _5"></span>of <span class="_ _5"></span>the <span class="_ _5"></span>legal <span class="_ _5"></span>title <span class="_ _5"></span>- <span class="_ _5"></span>by all <span class="_ _6"></span>entities <span class="_ _5"></span>belonging <span class="_ _5"></span>to t<span class="_ _5"></span>he s<span class="_ _5"></span>ame ca<span class="_ _5"></span>pital gro<span class="_ _5"></span>up and <span class="_ _6"></span>the <span class="_ _5"></span>number <span class="_ _5"></span>of <span class="_ _5"></span>vo<span class="_ _0"></span>tes <span class="_ _5"></span>from <span class="_ _5"></span>shares </div><div class="t m0 x4 h2 y72d ff1 fs0 fc0 sc0 ls0 ws0">is <span class="_ _10"></span>taken <span class="_ _15"></span>into <span class="_ _10"></span>account, <span class="_ _15"></span>e<span class="_ _5"></span>ven <span class="_ _15"></span>if <span class="_ _10"></span>the <span class="_ _15"></span>exercise <span class="_ _10"></span>of <span class="_ _10"></span>voting <span class="_ _15"></span>rights <span class="_ _10"></span>from <span class="_ _15"></span>t<span class="_ _5"></span>hem <span class="_ _15"></span>is <span class="_ _10"></span>limited <span class="_ _15"></span>or <span class="_ _10"></span>excluded <span class="_ _10"></span>by <span class="_ _15"></span>the <span class="_ _10"></span>Company&apos;s </div><div class="t m0 x4 h2 y72e ff1 fs0 fc0 sc0 ls0 ws0">Articles of <span class="_ _0"></span>Association or by <span class="_ _0"></span>agreement or by <span class="_ _0"></span>law, or <span class="_ _0"></span>a transformation, merger <span class="_ _10"></span>or division of <span class="_ _0"></span>the Company <span class="_ _0"></span>takes </div><div class="t m0 x4 h2 y72f ff1 fs0 fc0 sc0 ls0 ws0">place, which, in acco<span class="_ _8"></span>rdance with the ap<span class="_ _8"></span>plicable regulatio<span class="_ _5"></span>ns, will not require the announcement<span class="_ _5"></span> of a Tender Offer; </div><div class="t m0 x4 h2 y730 ff1 fs0 fc0 sc0 ls0 ws0">and </div><div class="t m0 x4 h2 y731 ff1 fs0 fc0 sc0 ls0 ws0">(ii) FGP <span class="_ _5"></span>Venture <span class="_ _5"></span>will dispose <span class="_ _8"></span>of at <span class="_ _5"></span>least 587,500 <span class="_ _5"></span>(in words, <span class="_ _5"></span>five hundred <span class="_ _5"></span>and eighty-seven <span class="_ _5"></span>thousand five<span class="_ _5"></span> hundred) </div><div class="t m0 x4 h2 y732 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _0"></span>its <span class="_ _0"></span>shares <span class="_ _0"></span>in <span class="_ _0"></span>the <span class="_ _10"></span>Company or <span class="_ _10"></span>their <span class="_ _0"></span>equivalent received <span class="_ _10"></span>as a <span class="_ _10"></span>result <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>Company&apos;s <span class="_ _0"></span>transformation, <span class="_ _0"></span>merger <span class="_ _0"></span>or </div><div class="t m0 x4 h2 y733 ff1 fs0 fc0 sc0 ls0 ws0">demerger <span class="_ _6"></span>(in <span class="_ _5"></span>response <span class="_ _6"></span>to <span class="_ _5"></span>the <span class="_ _5"></span>Tender <span class="_ _6"></span>Offer <span class="_ _5"></span>or <span class="_ _6"></span>independently <span class="_ _6"></span>of <span class="_ _5"></span>the <span class="_ _5"></span>Tender <span class="_ _6"></span>Offer), <span class="_ _5"></span>or <span class="_ _5"></span>an <span class="_ _6"></span>entity <span class="_ _5"></span>(acting <span class="_ _6"></span>alone, <span class="_ _5"></span>through </div><div class="t m0 x4 h2 y734 ff1 fs0 fc0 sc0 ls0 ws0">a <span class="_ _5"></span>group of <span class="_ _5"></span>companies <span class="_ _5"></span>or in <span class="_ _6"></span>concert with <span class="_ _5"></span>other <span class="_ _5"></span>entities), <span class="_ _5"></span>other than <span class="_ _5"></span>FGP <span class="_ _5"></span>Venture&apos;s sha<span class="_ _5"></span>reholders as <span class="_ _5"></span>of <span class="_ _5"></span>June 30, <span class="_ _5"></span>2022, </div><div class="t m0 x4 h2 y735 ff1 fs0 fc0 sc0 ls0 ws0">will reach more than 50% ow<span class="_ _8"></span>nership in FGP Venture, </div><div class="t m0 x4 h2 y736 ff1 fs0 fc0 sc0 ls0 ws0">(iii) Notwithstanding the foreg<span class="_ _5"></span>oing, <span class="_ _0"></span>a given transaction will <span class="_ _5"></span>no<span class="_ _0"></span>t constitute a Sale Transaction unle<span class="_ _5"></span>ss it results in a </div><div class="t m0 x4 h2 y737 ff1 fs0 fc0 sc0 ls0 ws0">change of control, i.e.: <span class="_ _0"></span>a) an entity or group <span class="_ _0"></span>of entities acting in <span class="_ _0"></span>agreement exceeding 50% of the <span class="_ _0"></span>total number of </div><div class="t m0 x4 h2 y738 ff1 fs0 fc0 sc0 ls0 ws0">votes <span class="_ _15"></span>in <span class="_ _13"></span>the <span class="_ _15"></span>Company <span class="_ _13"></span>or <span class="_ _15"></span>ownership <span class="_ _15"></span>of <span class="_ _13"></span>50% <span class="_ _15"></span>of <span class="_ _13"></span>the <span class="_ _15"></span>Company&apos;s <span class="_ _15"></span>assets, <span class="_ _13"></span>or <span class="_ _15"></span>b) <span class="_ _13"></span>achieving <span class="_ _15"></span>actual <span class="_ _15"></span>control <span class="_ _15"></span>over <span class="_ _13"></span>the </div></div></div><div class="pi" ></div></div><div id="pf39" class="pf w0 h0" ><div class="pc pc39 w0 h0"><img class="bi x4 y335 w17 h4d" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 57 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">Company <span class="_ _5"></span>understood as <span class="_ _5"></span>achieving <span class="_ _5"></span>at le<span class="_ _5"></span>ast 30% <span class="_ _5"></span>of <span class="_ _5"></span>the total <span class="_ _5"></span>number <span class="_ _5"></span>of votes<span class="_ _5"></span>, or <span class="_ _5"></span>c) ac<span class="_ _5"></span>quiring assets <span class="_ _5"></span>of t<span class="_ _5"></span>he Company </div><div class="t m0 x4 h2 y296 ff1 fs0 fc0 sc0 ls0 ws0">representing at least 40% of the gross mar<span class="_ _5"></span>ket value of all assets of the Company. </div><div class="t m0 x4 h2 y2ec ff1 fs0 fc0 sc0 ls0 ws0">Under <span class="_ _15"></span>IFRS2, <span class="_ _15"></span>the <span class="_ _15"></span>Sale <span class="_ _15"></span>Transaction <span class="_ _15"></span>is <span class="_ _15"></span>understood <span class="_ _15"></span>as <span class="_ _15"></span>a <span class="_ _13"></span>condition <span class="_ _15"></span>other <span class="_ _15"></span>than <span class="_ _15"></span>vesting <span class="_ _15"></span>conditions <span class="_ _15"></span>(so<span class="_ _0"></span>-called <span class="_ _15"></span>non-</div><div class="t m0 x4 h2 y2ed ff1 fs0 fc0 sc0 ls0 ws0">vesting condition).  </div><div class="t m0 x4 h2 y315 ff1 fs0 fc0 sc0 ls0 ws0">According <span class="_ _0"></span>to the <span class="_ _0"></span>Regulations, <span class="_ _0"></span>the <span class="_ _0"></span>exercise of <span class="_ _0"></span>the <span class="_ _0"></span>Entitlements <span class="_ _0"></span>will <span class="_ _0"></span>take place <span class="_ _0"></span>within <span class="_ _0"></span>6 <span class="_ _0"></span>months <span class="_ _0"></span>of <span class="_ _0"></span>the occurrence </div><div class="t m0 x4 h2 y2ef ff1 fs0 fc0 sc0 ls0 ws0">of the Sale Transaction. </div><div class="t m0 x4 h2 y739 ff1 fs0 fc0 sc0 ls0 ws0">Due <span class="_ _15"></span>to <span class="_ _15"></span>the <span class="_ _10"></span>fact <span class="_ _15"></span>that <span class="_ _15"></span>the <span class="_ _15"></span>occ<span class="_ _8"></span>urrence <span class="_ _15"></span>of <span class="_ _15"></span>the <span class="_ _10"></span>Sale <span class="_ _15"></span>Transaction <span class="_ _15"></span>is <span class="_ _15"></span>a <span class="_ _10"></span>probable <span class="_ _15"></span>future <span class="_ _15"></span>e<span class="_ _5"></span>ven<span class="_ _0"></span>t, <span class="_ _15"></span>however, <span class="_ _10"></span>dependent <span class="_ _15"></span>on </div><div class="t m0 x4 h2 y316 ff1 fs0 fc0 sc0 ls0 ws0">factors not fully contr<span class="_ _5"></span>olled by the Company and does not <span class="_ _5"></span>depend on the market price of the Compa<span class="_ _5"></span>ny<span class="_ _0"></span>&apos;s shares - <span class="lsb">it </span></div><div class="t m0 x4 h2 y73a ff1 fs0 fc0 sc0 ls0 ws0">was not included in the val<span class="_ _5"></span>uation<span class="_ _0"></span> estimates of the Entitleme<span class="_ _5"></span>nt. </div><div class="t m0 x4 h2 y73b ff1 fs0 fc0 sc0 ls0 ws0">Exercise <span class="_ _15"></span>of <span class="_ _15"></span>t<span class="_ _5"></span>he <span class="_ _15"></span>Entitlement <span class="_ _15"></span>acquired <span class="_ _10"></span>by <span class="_ _15"></span>the <span class="_ _15"></span>Participant <span class="_ _10"></span>consists <span class="_ _15"></span>in <span class="_ _15"></span>the <span class="_ _10"></span>acquisition <span class="_ _15"></span>or <span class="_ _15"></span>purc<span class="_ _5"></span>hase <span class="_ _15"></span>of <span class="_ _15"></span>shares <span class="_ _15"></span>at <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y73c ff1 fs0 fc0 sc0 ls0 ws0">nominal price. On<span class="_ _0"></span>e Entitlement will <span class="_ _0"></span>entitle the <span class="_ _0"></span>Participant to <span class="_ _0"></span>subscribe for <span class="_ _0"></span>or <span class="_ _0"></span>acquire one share, <span class="_ _0"></span>with the <span class="_ _0"></span>proviso </div><div class="t m0 x4 h2 y1c3 ff1 fs0 fc0 sc0 ls0 ws0">that in the event that the nominal price of <span class="_ _0"></span>a share changes, i.e. does not amount to PLN 0.10 (in words: ten cents) </div><div class="t m0 x4 h2 y6c1 ff1 fs0 fc0 sc0 ls0 ws0">per <span class="_ _5"></span>share, <span class="_ _5"></span>the <span class="_ _5"></span>Participant <span class="_ _5"></span>will <span class="_ _5"></span>have <span class="_ _8"></span>the <span class="_ _5"></span>right <span class="_ _5"></span>to <span class="_ _5"></span>subscribe <span class="_ _5"></span>for <span class="_ _5"></span>or acquire <span class="_ _6"></span>a <span class="_ _5"></span>number <span class="_ _5"></span>of <span class="_ _8"></span>shares <span class="_ _6"></span>according t<span class="_ _5"></span>o the <span class="_ _6"></span>formula </div><div class="t m0 x4 h2 y73d ff1 fs0 fc0 sc0 ls0 ws0">established <span class="_ _10"></span>in <span class="_ _0"></span>the <span class="_ _10"></span>Resolution <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>Ordinary <span class="_ _10"></span>General <span class="_ _10"></span>Meeting <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>Company <span class="_ _10"></span>No. <span class="_ _0"></span>20 <span class="_ _10"></span>of <span class="_ _10"></span>June <span class="_ _10"></span>30, <span class="_ _10"></span>2022 <span class="_ _0"></span>on <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y73e ff1 fs0 fc0 sc0 ls0 ws0">establishment <span class="_ _0"></span>of <span class="_ _10"></span>a <span class="_ _0"></span>share-based <span class="_ _10"></span>incentive <span class="_ _0"></span>program <span class="_ _0"></span>for <span class="_ _10"></span>members <span class="_ _0"></span>of <span class="_ _10"></span>key <span class="_ _0"></span>personnel <span class="_ _10"></span>of <span class="_ _0"></span>DataWalk <span class="_ _10"></span>S.A. <span class="_ _0"></span>(hereinafter: </div><div class="t m0 x4 h2 y42a ff1 fs0 fc0 sc0 ls0 ws0">&quot;Resolution of the AGM&quot;). </div><div class="t m0 x4 h2 y73f ff1 fs0 fc0 sc0 ls0 ws0">Exercise of the Entitlement <span class="_ _5"></span>will occur either: </div><div class="t m0 x4 h2 y740 ff1 fs0 fc0 sc0 ls0 ws0">(i) directly using the <span class="_ _0"></span>institution of a <span class="_ _0"></span>share capital increase, the authorization of <span class="_ _0"></span>the Board of Directors to <span class="_ _0"></span>increase </div><div class="t m0 x4 h2 y741 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _10"></span>Company&apos;s <span class="_ _0"></span>share <span class="_ _10"></span>capital <span class="_ _10"></span>within <span class="_ _10"></span>the <span class="_ _0"></span>framework <span class="_ _10"></span>of <span class="_ _10"></span>authorized <span class="_ _10"></span>capital, <span class="_ _0"></span>or <span class="_ _10"></span>the <span class="_ _10"></span>purchase <span class="_ _10"></span>by <span class="_ _10"></span>the <span class="_ _0"></span>Company <span class="_ _10"></span>of <span class="_ _10"></span>its </div><div class="t m0 x4 h2 y742 ff1 fs0 fc0 sc0 ls0 ws0">own shares for the purpose of offeri<span class="_ _5"></span>ng them to the Participants; </div><div class="t m0 x4 h2 y743 ff1 fs0 fc0 sc0 ls0 ws0">(ii)  indirectl<span class="_ _5"></span>y  using  the <span class="_ _17"> </span>institution  of <span class="_ _17"> </span>a  conditional <span class="_ _17"> </span>share  capital <span class="_ _17"> </span>increase  linked <span class="_ _17"> </span>to  the <span class="_ _17"> </span>issue  of  r<span class="_ _5"></span>egistered </div><div class="t m0 x4 h2 y744 ff1 fs0 fc0 sc0 ls0 ws0">subscription warrants directe<span class="_ _5"></span>d <span class="_ _0"></span>to the Participants; </div><div class="t m0 x4 h2 y745 ff1 fs0 fc0 sc0 ls0 ws0">(iii) <span class="_ _17"> </span>or <span class="_ _17"> </span>by <span class="_ _17"> </span>any <span class="_ _17"> </span>other <span class="_ _17"> </span>appropriate <span class="_ _17"> </span>means, <span class="_ _17"> </span>including <span class="_ _17"> </span>indirect <span class="_ _17"> </span>acquisition <span class="_ _17"> </span>by <span class="_ _17"> </span>a <span class="_ _17"> </span>third <span class="_ _17"> </span>party  - <span class="_ _17"> </span>depending <span class="_ _17"> </span>on <span class="_ _17"> </span>the </div><div class="t m0 x4 h2 y746 ff1 fs0 fc0 sc0 ls0 ws0">Management Board&apos;s decision<span class="_ _5"></span> in this regard, as approved by the Supervisory B<span class="_ _5"></span>oard.<span class="_ _0"></span> </div><div class="t m0 x4 h2 y747 ff1 fs0 fc0 sc0 ls0 ws0">If the <span class="_ _5"></span>Sale Transaction does <span class="_ _5"></span>not take <span class="_ _8"></span>place wit<span class="_ _5"></span>hin<span class="_ _0"></span> the <span class="_ _5"></span>period indicated i<span class="_ _5"></span>n the Terms <span class="_ _5"></span>and Conditions, in <span class="_ _5"></span>view of the </div><div class="t m0 x4 h2 y748 ff1 fs0 fc0 sc0 ls0 ws0">inability <span class="_ _6"></span>to <span class="_ _5"></span>fulfill <span class="_ _6"></span>the <span class="_ _5"></span>Performance <span class="_ _6"></span>Conditions, <span class="_ _5"></span>the <span class="_ _6"></span>Participation <span class="_ _6"></span>Agreement <span class="_ _5"></span>shall <span class="_ _6"></span>be <span class="_ _5"></span>automatically <span class="_ _6"></span>and <span class="_ _5"></span>immediately </div><div class="t m0 x4 h2 y749 ff1 fs0 fc0 sc0 ls0 ws0">terminated <span class="_ _13"></span>to <span class="_ _15"></span>the <span class="_ _13"></span>extent <span class="_ _13"></span>of <span class="_ _13"></span>the <span class="_ _13"></span>Eligibility <span class="_ _13"></span>in <span class="_ _15"></span>question, <span class="_ _13"></span>without <span class="_ _13"></span>any <span class="_ _13"></span>performance <span class="_ _15"></span>obligation <span class="_ _13"></span>on <span class="_ _13"></span>the <span class="_ _13"></span>part <span class="_ _13"></span>of <span class="_ _13"></span>the </div><div class="t m0 x4 h2 y74a ff1 fs0 fc0 sc0 ls0 ws0">Company. <span class="_ _5"></span>The <span class="_ _5"></span>Participant <span class="_ _5"></span>will <span class="_ _5"></span>not <span class="_ _5"></span>be <span class="_ _5"></span>entitled <span class="_ _5"></span>to <span class="_ _8"></span>any <span class="_ _5"></span>claims <span class="_ _5"></span>for <span class="_ _5"></span>payment, <span class="_ _5"></span>including <span class="_ _5"></span>any <span class="_ _5"></span>claims <span class="_ _5"></span>for <span class="_ _5"></span>damages <span class="_ _5"></span>against </div><div class="t m0 x4 h2 y74b ff1 fs0 fc0 sc0 ls0 ws0">the Company, its shareholders<span class="_ _5"></span> or Members of the Bodies. </div><div class="t m0 x4 h2 y74c ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _15"></span>the <span class="_ _15"></span>e<span class="_ _5"></span>ven<span class="_ _0"></span>t <span class="_ _15"></span>that <span class="_ _10"></span>the <span class="_ _15"></span>Sale <span class="_ _15"></span>Transaction <span class="_ _15"></span>occ<span class="_ _5"></span>urs <span class="_ _15"></span>prior <span class="_ _15"></span>to <span class="_ _15"></span>the <span class="_ _10"></span>fulfillment <span class="_ _15"></span>of <span class="_ _15"></span>the <span class="_ _15"></span>s<span class="_ _5"></span>pecified <span class="_ _15"></span>Purchase <span class="_ _15"></span>Conditions, <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y74d ff1 fs0 fc0 sc0 ls0 ws0">Participation Agreement shall be <span class="_ _0"></span>terminated to the extent of <span class="_ _0"></span>the respective Entitlements, and <span class="_ _0"></span>the Participant shall </div><div class="t m0 x4 h2 y74e ff1 fs0 fc0 sc0 ls0 ws0">forfeit <span class="_ _10"></span>any <span class="_ _10"></span>further <span class="_ _10"></span>participation <span class="_ _10"></span>in <span class="_ _15"></span>the<span class="_ _5"></span> <span class="_ _15"></span>Program <span class="_ _0"></span>to <span class="_ _15"></span>the <span class="_ _0"></span>aforementioned <span class="_ _10"></span>extent, <span class="_ _10"></span>including <span class="_ _10"></span>the <span class="_ _15"></span>right <span class="_ _10"></span>to <span class="_ _10"></span>acquire <span class="_ _10"></span>and </div><div class="t m0 x4 h2 y74f ff1 fs0 fc0 sc0 ls0 ws0">exercise <span class="_ _0"></span>the <span class="_ _0"></span>respective Entitlements. <span class="_ _0"></span>The <span class="_ _0"></span>Participant <span class="_ _0"></span>shall <span class="_ _0"></span>not <span class="_ _0"></span>be <span class="_ _0"></span>entitled <span class="_ _0"></span>to <span class="_ _0"></span>any <span class="_ _0"></span>claims <span class="_ _0"></span>against <span class="_ _0"></span>the <span class="_ _0"></span>Company, <span class="_ _0"></span>its </div><div class="t m0 x4 h2 y750 ff1 fs0 fc0 sc0 ls0 ws0">shareholders <span class="_ _13"></span>or <span class="_ _13"></span>M<span class="_ _0"></span>embers <span class="_ _13"></span>of <span class="_ _13"></span>the <span class="_ _14"> </span>Bodies, <span class="_ _13"></span>including <span class="_ _13"></span>any <span class="_ _14"> </span>claims <span class="_ _14"></span>for <span class="_ _13"></span>payment, <span class="_ _13"></span>delivery <span class="_ _14"></span>of <span class="_ _13"></span>Shares <span class="_ _13"></span>or <span class="_ _14"> </span>claims <span class="_ _13"></span>for </div><div class="t m0 x4 h2 y751 ff1 fs0 fc0 sc0 ls0 ws0">damages. <span class="_ _0"></span>However, <span class="_ _0"></span>if <span class="_ _0"></span>the <span class="_ _0"></span>Conditions <span class="_ _0"></span>of <span class="_ _10"></span>Acquisition of <span class="_ _10"></span>a given <span class="_ _0"></span>Participant <span class="_ _0"></span>included <span class="_ _0"></span>only <span class="_ _0"></span>the <span class="_ _10"></span>maintenance of <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y752 ff1 fs0 fc0 sc0 ls0 ws0">Relationship <span class="_ _17"> </span>on <span class="_ _17"> </span>the <span class="_ _17"> </span>terms <span class="_ _17"> </span>set <span class="_ _14"> </span>forth <span class="_ _17"> </span>in  t<span class="_ _5"></span>he <span class="_ _17"> </span>Regulations <span class="_ _17"> </span>for <span class="_ _17"> </span>the <span class="_ _17"> </span>period <span class="_ _17"> </span>of <span class="_ _17"> </span>time <span class="_ _17"> </span>specified <span class="_ _17"> </span>in <span class="_ _17"> </span>the <span class="_ _17"> </span>Participation </div><div class="t m0 x4 h2 y753 ff1 fs0 fc0 sc0 ls0 ws0">Agreement,  excluding  the  additional  crit<span class="_ _8"></span>eria  referred  to  in  the  Regulations,  while  no  Cause <span class="_ _17"> </span>occurred,  the </div><div class="t m0 x4 h2 y754 ff1 fs0 fc0 sc0 ls0 ws0">Conditions <span class="_ _15"></span>of <span class="_ _15"></span>Acquisiti<span class="_ _5"></span>on <span class="_ _15"></span>shall <span class="_ _15"></span>be <span class="_ _15"></span>deemed <span class="_ _15"></span>to <span class="_ _15"></span>have <span class="_ _15"></span>bee<span class="_ _8"></span>n <span class="_ _15"></span>fulfilled <span class="_ _15"></span>on <span class="_ _15"></span>the<span class="_ _5"></span> <span class="_ _15"></span>date <span class="_ _15"></span>of <span class="_ _15"></span>the <span class="_ _15"></span>Sale <span class="_ _15"></span>Transaction, <span class="_ _15"></span>a<span class="_ _5"></span>nd <span class="_ _15"></span>the </div><div class="t m0 x4 h2 y625 ff1 fs0 fc0 sc0 ls0 ws0">Participant <span class="_ _15"></span>sh<span class="_ _0"></span>all <span class="_ _15"></span>be <span class="_ _14"></span>entitled <span class="_ _13"></span>to <span class="_ _13"></span>exercise <span class="_ _15"></span>the <span class="_ _13"></span>acquired <span class="_ _13"></span>Entitlements. <span class="_ _13"></span>The <span class="_ _13"></span>Participation <span class="_ _15"></span>Agreement <span class="_ _13"></span>may <span class="_ _13"></span>regulate </div><div class="t m0 x4 h2 y755 ff1 fs0 fc0 sc0 ls0 ws0">differently <span class="_ _13"></span>the <span class="_ _13"></span>consequences <span class="_ _15"></span>of <span class="_ _14"></span>the <span class="_ _13"></span>occurrence <span class="_ _13"></span>of <span class="_ _13"></span>a <span class="_ _13"></span>Sale <span class="_ _13"></span>Transaction <span class="_ _13"></span>prior <span class="_ _13"></span>to <span class="_ _13"></span>the <span class="_ _13"></span>fulfillment <span class="_ _13"></span>of <span class="_ _13"></span>the <span class="_ _13"></span>Purchase </div><div class="t m0 x4 h2 y756 ff1 fs0 fc0 sc0 ls0 ws0">Conditions. </div><div class="t m0 x4 h2 y757 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y758 ff3 fs0 fc5 sc0 ls0 ws0">Assumptions used to value t<span class="_ _8"></span>he Program<span class="ff4"> </span></div><div class="t m0 x4 h2 y759 ff1 fs0 fc0 sc0 ls0 ws0">Services received <span class="_ _0"></span>in <span class="_ _0"></span>the <span class="_ _0"></span>form of<span class="_ _0"></span> <span class="_ _0"></span>equity-settled share-based <span class="_ _0"></span>payments <span class="_ _0"></span>are measured <span class="_ _0"></span>indirectly at <span class="_ _0"></span>fair <span class="_ _0"></span>value <span class="_ _0"></span>on <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y75a ff1 fs0 fc0 sc0 ls0 ws0">date <span class="_ _10"></span>of <span class="_ _10"></span>grant. <span class="_ _0"></span>The <span class="_ _10"></span>initial <span class="_ _10"></span>valuation <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>program <span class="_ _10"></span>is <span class="_ _10"></span>based <span class="_ _10"></span>on <span class="_ _10"></span>the <span class="_ _10"></span>fair <span class="_ _0"></span>value <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>underlying <span class="_ _10"></span>instruments. <span class="_ _0"></span>The </div></div></div><div class="pi" ></div></div><div id="pf3a" class="pf w0 h0" ><div class="pc pc3a w0 h0"><img class="bi x4 y335 w17 h4d" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 58 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">measurement <span class="_ _6"></span>of <span class="_ _8"></span>the <span class="_ _5"></span>value <span class="_ _5"></span>of <span class="_ _5"></span>goods <span class="_ _5"></span>or <span class="_ _5"></span>services <span class="_ _5"></span>received <span class="_ _5"></span>and <span class="_ _5"></span>the <span class="_ _5"></span>corresponding <span class="_ _5"></span>increase <span class="_ _6"></span>in <span class="_ _5"></span>equity <span class="_ _5"></span>takes <span class="_ _5"></span>into <span class="_ _5"></span>account </div><div class="t m0 x4 h2 y296 ff1 fs0 fc0 sc0 ls0 ws0">the extent to which the servic<span class="_ _5"></span>es h<span class="_ _0"></span>ave been provided. </div><div class="t m0 x4 h2 y2ec ff1 fs0 fc0 sc0 ls0 ws0">The entity determines the fair value of the equity-settled liability by considering only market conditions<span class="_ _5"></span> <span class="_ _0"></span>and non-</div><div class="t m0 x4 h2 y2ed ff1 fs0 fc0 sc0 ls0 ws0">vesting <span class="_ _15"></span>conditions, <span class="_ _10"></span>which <span class="_ _15"></span>means <span class="_ _15"></span>that <span class="_ _15"></span>vesting <span class="_ _15"></span>conditi<span class="_ _8"></span>ons <span class="_ _15"></span>and <span class="_ _15"></span>non-market <span class="_ _15"></span>condit<span class="_ _5"></span>ion<span class="_ _0"></span>s <span class="_ _15"></span>affect <span class="_ _10"></span>the <span class="_ _15"></span>valuation <span class="_ _15"></span>of <span class="_ _15"></span>the </div><div class="t m0 x4 h2 y2ee ff1 fs0 fc0 sc0 ls0 ws0">increase i<span class="_ _5"></span>n equity <span class="_ _5"></span>by adjusting <span class="_ _5"></span>the number <span class="_ _5"></span>of ri<span class="_ _8"></span>ghts <span class="_ _8"></span>to s<span class="_ _5"></span>ubscribe for <span class="_ _5"></span>and/or acquire <span class="_ _5"></span>the C<span class="_ _5"></span>ompany&apos;s shares <span class="_ _5"></span>based on </div><div class="t m0 x4 h2 y3ad ff1 fs0 fc0 sc0 ls0 ws0">estimates of performance to b<span class="_ _5"></span>e met. </div><div class="t m0 x4 h2 y2f0 ff1 fs0 fc0 sc0 ls0 ws0">The value<span class="_ _8"></span> of <span class="_ _5"></span>one right <span class="_ _5"></span>to subscribe <span class="_ _5"></span>for and/or ac<span class="_ _5"></span>qu<span class="_ _0"></span>ire Co<span class="_ _5"></span>mpany shares is<span class="_ _5"></span> valued <span class="_ _5"></span>only once, at <span class="_ _5"></span>the date <span class="_ _5"></span>of grant. <span class="_ _5"></span>At </div><div class="t m0 x4 h2 y2f1 ff1 fs0 fc0 sc0 ls0 ws0">each <span class="_ _5"></span>reporting <span class="_ _5"></span>date, and <span class="_ _5"></span>ultimately <span class="_ _5"></span>at the <span class="_ _6"></span>date of <span class="_ _5"></span>settlement, <span class="_ _5"></span>the fair<span class="_ _5"></span> value <span class="_ _5"></span>of <span class="_ _5"></span>the recognized <span class="_ _5"></span>increase <span class="_ _5"></span>in e<span class="_ _5"></span>quity may </div><div class="t m0 x4 h2 y2f2 ff1 fs0 fc0 sc0 ls0 ws0">be <span class="_ _0"></span>subject <span class="_ _0"></span>to <span class="_ _0"></span>revaluation <span class="_ _0"></span>as <span class="_ _0"></span>a <span class="_ _0"></span>result <span class="_ _0"></span>of <span class="_ _0"></span>adjusting the <span class="_ _0"></span>number <span class="_ _0"></span>of <span class="_ _0"></span>rights <span class="_ _0"></span>to <span class="_ _0"></span>take <span class="_ _0"></span>up <span class="_ _0"></span>and/or <span class="_ _0"></span>acquire <span class="_ _0"></span>Company <span class="_ _0"></span>shares. </div><div class="t m0 x4 h2 y2f3 ff1 fs0 fc0 sc0 ls0 ws0">The revaluation relates to the recognized<span class="_ _5"></span> <span class="_ _0"></span>portion of the increase in equity up t<span class="_ _5"></span>o <span class="_ _0"></span>the vesting date. The full value of </div><div class="t m0 x4 h2 y2f4 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _5"></span>increase in <span class="_ _5"></span>equity is <span class="_ _6"></span>subject to <span class="_ _5"></span>revaluation <span class="_ _5"></span>from the <span class="_ _5"></span>vesting <span class="_ _5"></span>date to <span class="_ _5"></span>the settl<span class="_ _5"></span>ement date. <span class="_ _5"></span>The cumulat<span class="_ _8"></span>ive <span class="_ _5"></span>net cost </div><div class="t m0 x4 h2 y75b ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _17"> </span>amounts <span class="_ _14"> </span>recognized <span class="_ _17"> </span>in <span class="_ _17"> </span>the <span class="_ _14"> </span>income <span class="_ _17"> </span>statement <span class="_ _17"> </span>that <span class="_ _14"> </span>will <span class="_ _17"> </span>ultimately <span class="_ _17"> </span>be <span class="_ _17"> </span>recognized <span class="_ _14"> </span>in <span class="_ _17"> </span>connection <span class="_ _17"> </span>with <span class="_ _14"> </span>the </div><div class="t m0 x4 h2 y75c ff1 fs0 fc0 sc0 ls0 ws0">transaction <span class="_ _0"></span>will <span class="_ _0"></span>be <span class="_ _10"></span>equal <span class="_ _0"></span>to <span class="_ _10"></span>the <span class="_ _0"></span>product <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>vested <span class="_ _0"></span>rights <span class="_ _10"></span>to <span class="_ _0"></span>subscribe <span class="_ _0"></span>fo<span class="_ _0"></span>r <span class="_ _10"></span>and/or <span class="_ _0"></span>acquire <span class="_ _0"></span>Company <span class="_ _0"></span>shares <span class="_ _10"></span>and </div><div class="t m0 x4 h2 y75d ff1 fs0 fc0 sc0 ls0 ws0">the value of one right to subsc<span class="_ _8"></span>ribe for and/or acquire Com<span class="_ _5"></span>pany shares on the date of grant. </div><div class="t m0 x4 h2 y2f7 ff1 fs0 fc0 sc0 ls0 ws0">The effects of valuation adjustments o<span class="_ _8"></span>n growth in equity during the vesti<span class="_ _5"></span>ng<span class="_ _0"></span> period are recognized imm<span class="_ _5"></span>ediately in </div><div class="t m0 x4 h2 y2f8 ff1 fs0 fc0 sc0 ls0 ws0">the income statement (in the corres<span class="_ _5"></span>ponding expense item) to the extent that they relate to past services,<span class="_ _5"></span> an<span class="_ _0"></span>d to the </div><div class="t m0 x4 h2 y2f9 ff1 fs0 fc0 sc0 ls0 ws0">extent that <span class="_ _5"></span>they relate <span class="_ _5"></span>to future services <span class="_ _5"></span>the effect <span class="_ _5"></span>of the <span class="_ _5"></span>valuation adjustment <span class="_ _5"></span>is spread ov<span class="_ _5"></span>er the remaining <span class="_ _5"></span>vesting </div><div class="t m0 x4 h2 y2fa ff1 fs0 fc0 sc0 ls0 ws0">period. </div><div class="t m0 x4 h2 y75e ff1 fs0 fc0 sc0 ls0 ws0">This <span class="_ _0"></span>means <span class="_ _0"></span>that <span class="_ _0"></span>during <span class="_ _0"></span>the <span class="_ _0"></span>revaluation <span class="_ _0"></span>period, <span class="_ _0"></span>there <span class="_ _0"></span>may <span class="_ _0"></span>be <span class="_ _0"></span>a <span class="_ _10"></span>supplementary adjustment <span class="_ _0"></span>to <span class="_ _0"></span>the <span class="_ _0"></span>number <span class="_ _0"></span>of <span class="_ _0"></span>rights </div><div class="t m0 x4 h2 y75f ff1 fs0 fc0 sc0 ls0 ws0">to <span class="_ _0"></span>take <span class="_ _0"></span>up <span class="_ _0"></span>and/or <span class="_ _10"></span>acquire the <span class="_ _0"></span>Company&apos;s <span class="_ _0"></span>shares <span class="_ _0"></span>for <span class="_ _0"></span>pr<span class="_ _0"></span>evious periods, <span class="_ _0"></span>so<span class="_ _0"></span> <span class="_ _0"></span>that <span class="_ _0"></span>the <span class="_ _0"></span>recognized <span class="_ _0"></span>increase <span class="_ _0"></span>in <span class="_ _0"></span>equity <span class="_ _0"></span>at </div><div class="t m0 x4 h2 y760 ff1 fs0 fc0 sc0 ls0 ws0">each reporting date equals t<span class="_ _5"></span>he total fair value of the increase in equity. </div><div class="t m0 x4 h2 y761 ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _0"></span>of the <span class="_ _0"></span>balance <span class="_ _0"></span>sheet <span class="_ _0"></span>date of <span class="_ _0"></span>December <span class="_ _0"></span>31, <span class="_ _0"></span>2024, <span class="_ _0"></span>the <span class="_ _0"></span>Company has <span class="_ _0"></span>adjusted <span class="_ _0"></span>the <span class="_ _0"></span>number of <span class="_ _0"></span>rights <span class="_ _0"></span>to <span class="_ _0"></span>subscribe </div><div class="t m0 x4 h2 y762 ff1 fs0 fc0 sc0 ls0 ws0">for <span class="_ _5"></span>and/or acquire <span class="_ _5"></span>Company <span class="_ _5"></span>shares for <span class="_ _5"></span>which <span class="_ _5"></span>vesting has <span class="_ _5"></span>occurred <span class="_ _5"></span>based on <span class="_ _5"></span>the <span class="_ _5"></span>Company&apos;s internal <span class="_ _5"></span>estimates, <span class="_ _5"></span>and </div><div class="t m0 x4 h2 y763 ff1 fs0 fc0 sc0 ls0 ws0">thus <span class="_ _10"></span>revalued <span class="_ _0"></span>the <span class="_ _10"></span>corresponding <span class="_ _10"></span>increase <span class="_ _10"></span>in <span class="_ _0"></span>equity. <span class="_ _10"></span>A <span class="_ _10"></span>decision <span class="_ _10"></span>on <span class="_ _10"></span>the <span class="_ _0"></span>final <span class="_ _10"></span>number <span class="_ _10"></span>of <span class="_ _10"></span>rights <span class="_ _10"></span>vested <span class="_ _10"></span>by <span class="_ _10"></span>program </div><div class="t m0 x4 h2 y764 ff1 fs0 fc0 sc0 ls0 ws0">participants <span class="_ _0"></span>will <span class="_ _0"></span>be <span class="_ _10"></span>made <span class="_ _0"></span>upon <span class="_ _0"></span>the <span class="_ _10"></span>occurrence <span class="_ _0"></span>of <span class="_ _0"></span>events, <span class="_ _10"></span>as <span class="_ _0"></span>specified <span class="_ _0"></span>in <span class="_ _10"></span>the <span class="_ _0"></span>Regulations, <span class="_ _0"></span>giving <span class="_ _0"></span>eligible <span class="_ _0"></span>persons </div><div class="t m0 x4 h2 y765 ff1 fs0 fc0 sc0 ls0 ws0">the right to subscribe for and/or<span class="_ _5"></span> acquire Company shares. </div><div class="t m0 x4 h2 y766 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _15"></span>fair <span class="_ _15"></span>value <span class="_ _15"></span>of <span class="_ _15"></span>the <span class="_ _15"></span>e<span class="_ _5"></span>ntitlement <span class="_ _15"></span>to <span class="_ _15"></span>subscribe <span class="_ _15"></span>for <span class="_ _15"></span>and/or <span class="_ _15"></span>acquire <span class="_ _10"></span>the <span class="_ _15"></span>Company&apos;s <span class="_ _15"></span>shares <span class="_ _15"></span>on <span class="_ _15"></span>the <span class="_ _15"></span>date <span class="_ _15"></span>of <span class="_ _15"></span>gra<span class="_ _5"></span>nt <span class="_ _15"></span>is </div><div class="t m0 x4 h2 y699 ff1 fs0 fc0 sc0 ls0 ws0">determined <span class="_ _10"></span>based <span class="_ _15"></span>on <span class="_ _15"></span>t<span class="_ _5"></span>he <span class="_ _15"></span>Black-Scholes-Merton <span class="_ _10"></span>model, <span class="_ _15"></span>where <span class="_ _10"></span>the <span class="_ _15"></span>underlying <span class="_ _10"></span>instrument <span class="_ _15"></span>is <span class="_ _10"></span>the <span class="_ _15"></span>market<span class="_ _5"></span> <span class="_ _15"></span>price <span class="_ _10"></span>of </div><div class="t m0 x4 h2 y767 ff1 fs0 fc0 sc0 ls0 ws0">DataWalk S.A. shares. The vesti<span class="_ _5"></span>ng<span class="_ _0"></span> will take place free of charge. Exercise of vested rig<span class="_ _5"></span>hts by the participant will </div><div class="t m0 x4 h2 y768 ff1 fs0 fc0 sc0 ls0 ws0">consist <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _10"></span>subscription <span class="_ _10"></span>and/or <span class="_ _10"></span>acquisition <span class="_ _10"></span>of <span class="_ _10"></span>shares <span class="_ _10"></span>at <span class="_ _10"></span>a <span class="_ _10"></span>nominal <span class="_ _10"></span>price, <span class="_ _10"></span>which <span class="_ _10"></span>on <span class="_ _10"></span>the <span class="_ _10"></span>date <span class="_ _10"></span>of <span class="_ _10"></span>grant <span class="_ _10"></span>was <span class="_ _10"></span>PLN </div><div class="t m0 x4 h2 y63f ff1 fs0 fc0 sc0 ls0 ws0">0.10 <span class="_ _0"></span>per <span class="_ _10"></span>share. <span class="_ _10"></span>The <span class="_ _10"></span>entitlement <span class="_ _0"></span>to <span class="_ _10"></span>subscribe <span class="_ _0"></span>for <span class="_ _10"></span>and/or <span class="_ _10"></span>acquire <span class="_ _0"></span>sh<span class="_ _0"></span>ares <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _0"></span>company <span class="_ _10"></span>does <span class="_ _0"></span>not <span class="_ _10"></span>give <span class="_ _10"></span>the <span class="_ _0"></span>right <span class="_ _10"></span>to </div><div class="t m0 x4 h2 y145 ff1 fs0 fc0 sc0 ls0 ws0">dividends, <span class="_ _0"></span>therefore the <span class="_ _0"></span>expected <span class="_ _0"></span>dividend <span class="_ _0"></span>rate <span class="_ _0"></span>is <span class="_ _0"></span>0. <span class="_ _0"></span>There <span class="_ _0"></span>are <span class="_ _0"></span>no <span class="_ _10"></span>other market <span class="_ _0"></span>conditions <span class="_ _0"></span>in <span class="_ _0"></span>the <span class="_ _0"></span>valuation <span class="_ _0"></span>of <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y769 ff1 fs0 fc0 sc0 ls0 ws0">rights <span class="_ _13"></span>to <span class="_ _15"></span>subscribe <span class="_ _13"></span>for <span class="_ _13"></span>and/or <span class="_ _15"></span>acquire <span class="_ _13"></span>shares <span class="_ _15"></span>in <span class="_ _13"></span>the <span class="_ _13"></span>Program. <span class="_ _15"></span>However, <span class="_ _13"></span>the <span class="_ _13"></span>total <span class="_ _15"></span>cost <span class="_ _13"></span>of <span class="_ _13"></span>the <span class="_ _15"></span>P<span class="_ _0"></span>rogram <span class="_ _13"></span>and <span class="_ _13"></span>the </div><div class="t m0 x4 h2 y76a ff1 fs0 fc0 sc0 ls0 ws0">corresponding increase <span class="_ _0"></span>in equity <span class="_ _0"></span>should be <span class="_ _0"></span>determined at <span class="_ _0"></span>each balance <span class="_ _0"></span>sheet <span class="_ _0"></span>date, taking <span class="_ _0"></span>into account other <span class="_ _0"></span>non<span class="_ _0"></span>-</div><div class="t m0 x4 h2 y76b ff1 fs0 fc0 sc0 ls0 ws0">market factors. </div><div class="t m0 x4 h2 y76c ff1 fs0 fc0 sc0 ls0 ws0">The expected <span class="_ _5"></span>volatility of the <span class="_ _5"></span>price was deter<span class="_ _8"></span>mined based <span class="_ _5"></span>on the annualize<span class="_ _5"></span>d standard deviation <span class="_ _5"></span>of the stock <span class="_ _5"></span>return </div><div class="t m0 x4 h2 y76d ff1 fs0 fc0 sc0 ls0 ws0">using  daily  observations.  The  rate <span class="_ _e"> </span>of  return <span class="_ _e"> </span>was  expressed <span class="_ _e"> </span>as  an  annual  rate <span class="_ _e"> </span>of  interest  with <span class="_ _e"> </span>continuous </div><div class="t m0 x4 h2 y76e ff1 fs0 fc0 sc0 ls0 ws0">capitalization <span class="_ _5"></span>(annual c<span class="_ _5"></span>ontinuous rate). <span class="_ _5"></span>In <span class="_ _5"></span>accordance <span class="_ _5"></span>with IFRS <span class="_ _5"></span>2, <span class="_ _5"></span>in esti<span class="_ _5"></span>mating expected <span class="_ _6"></span>volatility, the <span class="_ _5"></span>Company </div><div class="t m0 x4 h2 y76f ff1 fs0 fc0 sc0 ls0 ws0">considered: </div><div class="t m0 x4 h2 y770 ff1 fs0 fc0 sc0 ls0 ws0">(a) the<span class="_ _8"></span> volati<span class="_ _8"></span>lity a<span class="_ _5"></span>pplied to <span class="_ _5"></span>options on the<span class="_ _5"></span> Company&apos;s <span class="_ _5"></span>shares traded <span class="_ _5"></span>on the <span class="_ _5"></span>stock exchange <span class="_ _5"></span>due to <span class="_ _5"></span>their availability; </div><div class="t m0 x4 h2 y771 ff1 fs0 fc0 sc0 ls0 ws0">(b) <span class="_ _15"></span>historical <span class="_ _15"></span>stock <span class="_ _15"></span>price <span class="_ _10"></span>volatility <span class="_ _15"></span>over <span class="_ _15"></span>the <span class="_ _15"></span>most <span class="_ _15"></span>recent <span class="_ _10"></span>possible <span class="_ _15"></span>time <span class="_ _15"></span>period, <span class="_ _15"></span>the <span class="_ _15"></span>length <span class="_ _15"></span>of <span class="_ _15"></span>w<span class="_ _5"></span>hich <span class="_ _15"></span>is <span class="_ _15"></span>generally </div><div class="t m0 x4 h2 y772 ff1 fs0 fc0 sc0 ls0 ws0">commensurate with the expect<span class="_ _5"></span>ed life of the option; </div><div class="t m0 x4 h2 y773 ff1 fs0 fc0 sc0 ls0 ws0">(c) <span class="_ _0"></span>the <span class="_ _0"></span>length of <span class="_ _0"></span>time <span class="_ _0"></span>that <span class="_ _0"></span>the <span class="_ _0"></span>entity&apos;s <span class="_ _0"></span>shares have <span class="_ _0"></span>been <span class="_ _0"></span>publicly <span class="_ _0"></span>traded, <span class="_ _0"></span>i.e. since <span class="_ _0"></span>20/07/2012, <span class="_ _0"></span>so <span class="_ _0"></span>the <span class="_ _0"></span>Company is </div><div class="t m0 x4 h2 y774 ff1 fs0 fc0 sc0 ls0 ws0">not <span class="_ _10"></span>considered <span class="_ _0"></span>a <span class="_ _10"></span>newly <span class="_ _10"></span>listed <span class="_ _0"></span>entity, <span class="_ _10"></span>and <span class="_ _10"></span>historical <span class="_ _10"></span>volatility <span class="_ _0"></span>has <span class="_ _10"></span>been <span class="_ _10"></span>considered <span class="_ _0"></span>relatively <span class="_ _10"></span>stable <span class="_ _10"></span>over <span class="_ _10"></span>the <span class="_ _0"></span>long </div><div class="t m0 x4 h2 y775 ff1 fs0 fc0 sc0 ls0 ws0">term; </div><div class="t m0 x4 h2 y776 ff1 fs0 fc0 sc0 ls0 ws0">(d) <span class="_ _5"></span>appropriate and <span class="_ _6"></span>regular time <span class="_ _6"></span>frames for <span class="_ _6"></span>ob<span class="_ _0"></span>serving <span class="_ _5"></span>prices, <span class="_ _5"></span>which, in <span class="_ _5"></span>the <span class="_ _5"></span>Company&apos;s <span class="_ _5"></span>opinion, are <span class="_ _5"></span>consistent <span class="_ _5"></span>from </div><div class="t m0 x4 h2 y777 ff1 fs0 fc0 sc0 ls0 ws0">period to <span class="_ _0"></span>period <span class="_ _0"></span>- <span class="_ _0"></span>the <span class="_ _0"></span>entity <span class="_ _0"></span>uses the <span class="_ _0"></span>closing <span class="_ _0"></span>price of<span class="_ _0"></span> each <span class="_ _0"></span>day <span class="_ _0"></span>of <span class="_ _0"></span>the week. <span class="_ _0"></span>The <span class="_ _0"></span>observed prices <span class="_ _0"></span>are <span class="_ _0"></span>expressed <span class="_ _0"></span>in </div><div class="t m0 x4 h2 y778 ff1 fs0 fc0 sc0 ls0 ws0">the currency in which t<span class="_ _5"></span>he <span class="_ _0"></span>strike price is set, i.e. PLN. </div></div></div><div class="pi" ></div></div><div id="pf3b" class="pf w0 h0" ><div class="pc pc3b w0 h0"><img class="bi x4 y779 w17 h71" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 59 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">The  average  annual <span class="_ _17"> </span>percentage  of  forfeitures  f<span class="_ _5"></span>or<span class="_ _0"></span>  vesting  an<span class="_ _8"></span>d/or  acquisition  of <span class="_ _17"> </span>Company  shares,  based  on<span class="_ _5"></span> </div><div class="t m0 x4 h2 y296 ff1 fs0 fc0 sc0 ls0 ws0">expectations <span class="_ _10"></span>of, <span class="_ _10"></span>for <span class="_ _15"></span>exam<span class="_ _8"></span>ple, <span class="_ _10"></span>the <span class="_ _10"></span>number <span class="_ _15"></span>of <span class="_ _10"></span>employees <span class="_ _10"></span>and <span class="_ _10"></span>associates <span class="_ _10"></span>leaving <span class="_ _15"></span>the<span class="_ _8"></span> <span class="_ _10"></span>Company <span class="_ _10"></span>before <span class="_ _15"></span>the <span class="_ _10"></span>vesting </div><div class="t m0 x4 h2 y297 ff1 fs0 fc0 sc0 ls0 ws0">date, <span class="_ _15"></span>was <span class="_ _15"></span>assumed <span class="_ _10"></span>to <span class="_ _15"></span>be <span class="_ _15"></span>0%. <span class="_ _15"></span>The <span class="_ _15"></span>Company <span class="_ _15"></span>peri<span class="_ _5"></span>odically <span class="_ _15"></span>reviews <span class="_ _15"></span>these <span class="_ _15"></span>estimates <span class="_ _15"></span>an<span class="_ _5"></span>d, <span class="_ _15"></span>in <span class="_ _15"></span>the <span class="_ _15"></span>event <span class="_ _15"></span>of <span class="_ _15"></span>material<span class="_ _5"></span> </div><div class="t m0 x4 h2 y298 ff1 fs0 fc0 sc0 ls0 ws0">deviations, updates them. </div><div class="t m0 x4 h2 y2ee ff1 fs0 fc0 sc0 ls0 ws0">The grant of <span class="_ _0"></span>Entitlements to the Company&apos;s employees and associates who <span class="_ _0"></span>joined the Incentive Program from its </div><div class="t m0 x4 h2 y3ad ff1 fs0 fc0 sc0 ls0 ws0">inception until the balance she<span class="_ _5"></span>et date of December 31, 2024 was made in five tranches. </div><div class="t m0 x4 h2 y2f0 ff1 fs0 fc0 sc0 ls0 ws0">The table below shows the pa<span class="_ _5"></span>rameters adopted in the Entitlement valuation model for each tranc<span class="_ _5"></span>he of <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y77a ff1 fs0 fc0 sc0 ls0 ws0">Program. </div></div><div class="c xd6 y317 wc0 h19"><div class="t m0 x35 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Parameters adopted in </div><div class="t m0 x22 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">th</span><span class="fc6 sc0">e valu</span><span class="fc6 sc0">ation</span><span class="fc6 sc0"> </span><span class="fc6 sc0">mod</span><span class="fc6 sc0">el</span><span class="fc6 sc0"> </span></div></div><div class="c xee y317 wc1 h19"><div class="t m0 x49 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Tranche I </div></div><div class="c xef y317 wc2 h19"><div class="t m0 x48 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Tranche II </div></div><div class="c xf0 y317 wc3 h19"><div class="t m0 x31 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Tranche III </div></div><div class="c xf1 y317 wc4 h19"><div class="t m0 x6c h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Tranche IV </div></div><div class="c xc3 y317 wc5 h19"><div class="t m0 xc7 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Tranche V </div></div><div class="c xd6 y77b wc0 h72"><div class="t m0 x2 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">Transaction side </div></div><div class="c xee y77b wc1 h72"><div class="t m0 x1c h18 y20c ff1 fsa fc0 sc0 ls0 ws0">DataWalk S.A. </div></div><div class="c xef y77b wc2 h72"><div class="t m0 x1c h18 y20c ff1 fsa fc0 sc0 ls0 ws0">DataWalk S.A. </div></div><div class="c xf0 y77b wc3 h72"><div class="t m0 x1c h18 y20c ff1 fsa fc0 sc0 ls0 ws0">DataWalk S.A. </div></div><div class="c xf1 y77b wc4 h72"><div class="t m0 x1c h18 y20c ff1 fsa fc0 sc0 ls0 ws0">DataWalk S.A. </div></div><div class="c xc3 y77b wc5 h72"><div class="t m0 x1c h18 y20c ff1 fsa fc0 sc0 ls0 ws0">DataWalk S.A. </div></div><div class="c xd6 y77c wc0 h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Program valuation date </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">(Gr</span><span class="fc6 sc0">ant Date)</span><span class="fc6 sc0"> </span></div></div><div class="c xee y77c wc1 h19"><div class="t m0 x22 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">01.10.2022 r. </div></div><div class="c xef y77c wc2 h19"><div class="t m0 x22 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">01.01.2023 r. </div></div><div class="c xf0 y77c wc3 h19"><div class="t m0 xc7 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">01.07.2023 r. </div></div><div class="c xf1 y77c wc4 h19"><div class="t m0 xc7 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">01.02.2024 r. </div></div><div class="c xc3 y77c wc5 h19"><div class="t m0 xc7 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">01.07.2024 r. </div></div><div class="c xd6 y77d wc0 h62"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls5 ws0">Valuation model<span class="ls0"> </span></div></div><div class="c xee y77d wc1 h62"><div class="t m0 x1c h18 y164 ff1 fsa fc0 sc0 ls0 ws0">Black-Scholes-</div><div class="t m0 x98 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">Merton </div></div><div class="c xef y77d wc2 h62"><div class="t m0 xa1 h18 ybc ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xf0 y77d wc3 h62"><div class="t m0 x1c h18 y164 ff1 fsa fc0 sc0 ls0 ws0">Black-Scholes-</div><div class="t m0 x98 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">Merton </div></div><div class="c xf1 y77d wc4 h62"><div class="t m0 x1c h18 y164 ff1 fsa fc0 sc0 ls0 ws0">Black-Scholes-</div><div class="t m0 x5a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">Merton </div></div><div class="c xc3 y77d wc5 h62"><div class="t m0 xcb h18 y148 ff1 fsa fc0 sc0 ls0 ws0">Black-</div><div class="t m0 xf2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Scholes-</div><div class="t m0 x5a h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">M</span><span class="fc6 sc0">erton</span><span class="fc6 sc0"> </span></div></div><div class="c xd6 y77e wc0 h2e"><div class="t m0 x2 h18 y147 ff1 fsa fc0 sc0 ls0 ws0">The number of </div><div class="t m0 x2 h18 y148 ff1 fsa fc0 sc0 ls0 ws0">Allowances granted </div><div class="t m0 x2 h18 y149 ff1 fsa fc0 sc0 ls0 ws0">under the Participation </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Agreements</span><span class="fc6 sc0">.</span><span class="fc6 sc0"> </span></div></div><div class="c xee y77e wc1 h2e"><div class="t m0 xf3 h18 y14a ff1 fsa fc0 sc0 ls0 ws0">275,518 units. </div></div><div class="c xef y77e wc2 h2e"><div class="t m0 xf3 h18 y14a ff1 fsa fc0 sc0 ls0 ws0">118,710 units. </div></div><div class="c xf0 y77e wc3 h2e"><div class="t m0 x49 h18 y14a ff1 fsa fc0 sc0 ls0 ws0">12,450 units. </div></div><div class="c xf1 y77e wc4 h2e"><div class="t m0 x49 h18 y14a ff1 fsa fc0 sc0 ls0 ws0">42,300 units. </div></div><div class="c xc3 y77e wc5 h2e"><div class="t m0 x33 h18 y14a ff1 fsa fc0 sc0 ls0 ws0">3,900 units. </div></div><div class="c xd6 y77f wc0 h72"><div class="t m0 x2 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">Share price  </div></div><div class="c xee y77f wc1 h72"><div class="t m0 x3a h18 y20c ff1 fsa fc0 sc0 ls0 ws0">136,26 PLN </div></div><div class="c xef y77f wc2 h72"><div class="t m0 x4f h18 y20c ff1 fsa fc0 sc0 ls0 ws0">91,35 PLN </div></div><div class="c xf0 y77f wc3 h72"><div class="t m0 x4f h18 y20c ff1 fsa fc0 sc0 ls0 ws0">60,00 PLN </div></div><div class="c xf1 y77f wc4 h72"><div class="t m0 x4f h18 y20c ff1 fsa fc0 sc0 ls0 ws0">33,90 PLN </div></div><div class="c xc3 y77f wc5 h72"><div class="t m0 x4f h18 y20c ff1 fsa fc0 sc0 ls0 ws0">63,30 PLN </div></div><div class="c xd6 y17d wc0 h72"><div class="t m0 x2 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">Execution price </div></div><div class="c xee y17d wc1 h72"><div class="t m0 x54 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">PLN 0.10 </div></div><div class="c xef y17d wc2 h72"><div class="t m0 x54 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">PLN 0.10 </div></div><div class="c xf0 y17d wc3 h72"><div class="t m0 x54 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">PLN 0.10 </div></div><div class="c xf1 y17d wc4 h72"><div class="t m0 x54 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">PLN 0.10 </div></div><div class="c xc3 y17d wc5 h72"><div class="t m0 x54 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">PLN 0.10 </div></div><div class="c xd6 y6fe wc0 h72"><div class="t m0 x2 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">Expected rate volatility </div></div><div class="c xee y6fe wc1 h72"><div class="t m0 xf4 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">4,16% </div></div><div class="c xef y6fe wc2 h72"><div class="t m0 x40 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">4,13% </div></div><div class="c xf0 y6fe wc3 h72"><div class="t m0 x40 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">3,56% </div></div><div class="c xf1 y6fe wc4 h72"><div class="t m0 x40 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">4,64% </div></div><div class="c xc3 y6fe wc5 h72"><div class="t m0 x40 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">4,91% </div></div><div class="c xd6 y780 wc0 h73"><div class="t m0 x2 h18 y781 ff1 fsa fc0 sc0 ls0 ws0">Average life expectancy </div><div class="t m0 x2 h18 yf0 ff1 fsa fc0 sc0 ls0 ws0">of the right to subscribe </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">to </span><span class="fc6 sc0">s</span><span class="fc6 sc0">hares</span><span class="fc6 sc0"> </span></div></div><div class="c xee y780 wc1 h73"><div class="t m0 x73 h18 yf0 ff1 fsa fc0 sc0 ls0 ws0">5 years </div></div><div class="c xef y780 wc2 h73"><div class="t m0 x73 h18 yf0 ff1 fsa fc0 sc0 ls0 ws0">5 years </div></div><div class="c xf0 y780 wc3 h73"><div class="t m0 x73 h18 yf0 ff1 fsa fc0 sc0 ls0 ws0">5 years </div></div><div class="c xf1 y780 wc4 h73"><div class="t m0 x73 h18 yf0 ff1 fsa fc0 sc0 ls0 ws0">5 years </div></div><div class="c xc3 y780 wc5 h73"><div class="t m0 x98 h18 yf0 ff1 fsa fc0 sc0 ls0 ws0">5 years </div></div><div class="c xd6 y782 wc0 h72"><div class="t m0 x2 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">Risk-free rate </div></div><div class="c xee y782 wc1 h72"><div class="t m0 xf4 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">7,14% </div></div><div class="c xef y782 wc2 h72"><div class="t m0 x40 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">6,05% </div></div><div class="c xf0 y782 wc3 h72"><div class="t m0 x40 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">5,45% </div></div><div class="c xf1 y782 wc4 h72"><div class="t m0 x40 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">5,44% </div></div><div class="c xc3 y782 wc5 h72"><div class="t m0 x40 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">5,04% </div></div><div class="c xd6 y783 wc0 h40"><div class="t m0 x2 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">Fair value </div></div><div class="c xee y783 wc1 h40"><div class="t m0 x3a h18 y20c ff1 fsa fc0 sc0 ls0 ws0">136,19 PLN </div></div><div class="c xef y783 wc2 h40"><div class="t m0 x4f h18 y20c ff1 fsa fc0 sc0 ls0 ws0">91,28 PLN </div></div><div class="c xf0 y783 wc3 h40"><div class="t m0 x4f h18 y20c ff1 fsa fc0 sc0 ls0 ws0">59,92 PLN </div></div><div class="c xf1 y783 wc4 h40"><div class="t m0 x4f h18 y20c ff1 fsa fc0 sc0 ls0 ws0">33,82 PLN </div></div><div class="c xc3 y783 wc5 h40"><div class="t m0 x4f h18 y20c ff1 fsa fc0 sc0 ls0 ws0">63,22 PLN </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y784 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y785 ff1 fs0 fc0 sc0 ls0 ws0">At <span class="_ _14"></span>a <span class="_ _13"></span>further <span class="_ _14"> </span>stage <span class="_ _14"></span>of <span class="_ _13"></span>the <span class="_ _14"> </span>Incentive <span class="_ _13"></span>Program, <span class="_ _14"> </span>the <span class="_ _14"> </span>authorized <span class="_ _13"></span>bodies <span class="_ _14"> </span>may <span class="_ _13"></span>designate <span class="_ _14"> </span>further <span class="_ _13"></span>Incentive <span class="_ _14"> </span>Program </div><div class="t m0 x4 h2 y786 ff1 fs0 fc0 sc0 ls0 ws0">Participants <span class="_ _0"></span>and <span class="_ _0"></span>offer <span class="_ _0"></span>them <span class="_ _0"></span>a <span class="_ _0"></span>certain <span class="_ _10"></span>number of <span class="_ _10"></span>Entitlements <span class="_ _0"></span>within <span class="_ _0"></span>the <span class="_ _0"></span>limit <span class="_ _0"></span>set <span class="_ _0"></span>by <span class="_ _10"></span>the Resolution <span class="_ _0"></span>of <span class="_ _10"></span>the AGM, </div><div class="t m0 x4 h2 yc6 ff1 fs0 fc0 sc0 ls0 ws0">i.e. in a total number not exceeding 570,000 shares of the Company. The Company will announce<span class="_ _5"></span> <span class="_ _0"></span>these events in </div><div class="t m0 x4 h2 y787 ff1 fs0 fc0 sc0 ls0 ws0">separate announcements. </div><div class="t m0 x4 h2 y308 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y788 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span><span class="ff3 fc5"> </span></div></div></div><div class="pi" ></div></div><div id="pf3c" class="pf w0 h0" ><div class="pc pc3c w0 h0"><img class="bi x4 y789 w17 h74" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 60 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h20 y196 ff3 fs0 fc5 sc0 ls0 ws0">Program inclusion in the p<span class="_ _5"></span>eriod from January 1, 2024 to December 31, 2024.<span class="ff4"> </span></div><div class="t m0 x4 h2 y197 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>following <span class="_ _0"></span>table <span class="_ _10"></span>shows <span class="_ _0"></span>the <span class="_ _0"></span>number <span class="_ _0"></span>of <span class="_ _10"></span>vesting <span class="_ _0"></span>Entitlements <span class="_ _0"></span>granted <span class="_ _0"></span>to <span class="_ _10"></span>the <span class="_ _0"></span>Company&apos;s <span class="_ _0"></span>shares <span class="_ _0"></span>as <span class="_ _10"></span>of <span class="_ _0"></span>December </div><div class="t m0 x4 h2 y78a ff1 fs0 fc0 sc0 ls0 ws0">31, 2024, by vesting conditions a<span class="_ _5"></span>nd degree of exercise. </div></div><div class="c xd6 y78b wc6 h75"><div class="t m0 x46 h15 y163 ff3 fsa fc0 sc0 ls0 ws0">Conditions for vesting </div></div><div class="c xf5 y78b wc7 h75"><div class="t m0 x1c h15 y78c ff3 fsa fc0 sc0 ls0 ws0">Entitlements </div><div class="t m0 x1f h15 y163 ff3 fsa fc0 sc0 ls0 ws0">granted  </div><div class="t m0 x5d h15 y142 ff3 fsa fc0 sc0 ls0 ws0">(in pcs.) </div></div><div class="c xf6 y78b wc8 h75"><div class="t m0 x48 h15 y78d ff3 fsa fc0 sc0 ls0 ws0">Degree of </div><div class="t m0 xf3 h15 y78e ff3 fsa fc0 sc0 ls0 ws0">fulfillment </div><div class="t m0 x2c h15 y78f ff3 fsa fc0 sc0 ls0 ws0">of the </div><div class="t m0 x31 h15 y135 ff3 fsa fc0 sc0 ls0 ws0">conditions </div><div class="t m0 x72 h15 y164 ff3 fsa fc0 sc0 ls0 ws0">of </div><div class="t m0 xa8 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">acquisition </div></div><div class="c xf7 y78b wc9 h75"><div class="t m0 xa8 h15 y78e ff3 fsa fc0 sc0 ls0 ws0">Number of </div><div class="t m0 x22 h15 y78f ff3 fsa fc0 sc0 ls0 ws0">acquired </div><div class="t m0 x43 h15 y135 ff3 fsa fc0 sc0 ls0 ws0">rights  </div><div class="t m0 x5d h15 y164 ff3 fsa fc0 sc0 ls0 ws0">(in pcs.) </div></div><div class="c xf8 y78b wca h75"><div class="t m0 x31 h15 y790 ff3 fsa fc0 sc0 ls0 ws0">Estimated </div><div class="t m0 xf3 h15 y791 ff3 fsa fc0 sc0 ls0 ws0">number of </div><div class="t m0 x1c h15 y78c ff3 fsa fc0 sc0 ls0 ws0">vested rights </div><div class="t m0 x49 h15 y163 ff3 fsa fc0 sc0 ls0 ws0">as of the </div><div class="t m0 x1f h15 y142 ff3 fsa fc0 sc0 ls0 ws0">balance </div><div class="t m0 x6c h15 ybc ff3 fsa fc0 sc0 ls0 ws0">sheet date </div><div class="t m0 x5d h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">(in</span><span class="fc6 sc0"> </span><span class="fc6 sc0">pcs</span><span class="fc6 sc0">.</span><span class="fc6 sc0">)</span><span class="fc6 sc0"> </span></div></div><div class="c xf9 y78b wc9 h75"><div class="t m0 x17 h15 y78e ff3 fsa fc0 sc0 ls0 ws0">Remains in </div><div class="t m0 xa8 h15 y78f ff3 fsa fc0 sc0 ls0 ws0">the process </div><div class="t m0 x18 h15 y135 ff3 fsa fc0 sc0 ls0 ws0">of vesting </div><div class="t m0 x5d h15 y164 ff3 fsa fc0 sc0 ls0 ws0">(in pcs.) </div></div><div class="c xd6 y792 wc6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Acquired rights (vested </div></div><div class="c xf5 y792 wc7 h1c"><div class="t m0 x54 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">404 436 </div></div><div class="c xf6 y792 wc8 h1c"><div class="t m0 x5a h18 ybf ff1 fsa fc0 sc0 ls0 ws0">100% </div></div><div class="c xf7 y792 wc9 h1c"><div class="t m0 x54 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">404 436 </div></div><div class="c xf8 y792 wca h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xf9 y792 wc9 h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y75b wc6 h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Provision of services until </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">30.</span><span class="fc6 sc0">06.</span><span class="fc6 sc0">2025</span><span class="fc6 sc0"> </span></div></div><div class="c xf5 y75b wc7 h19"><div class="t m0 x98 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">8 200 </div></div><div class="c xf6 y75b wc8 h19"><div class="t m0 x2f h18 ybb ff1 fsa fc0 sc0 ls0 ws0">69% </div></div><div class="c xf7 y75b wc9 h19"><div class="t m0 x2d h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xf8 y75b wca h19"><div class="t m0 xcb h18 ybb ff1 fsa fc0 sc0 ls0 ws0">5698 </div></div><div class="c xf9 y75b wc9 h19"><div class="t m0 x98 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">2 502 </div></div><div class="c xd6 y68c wc6 h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Provision of services until </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2025</span><span class="fc6 sc0"> </span></div></div><div class="c xf5 y68c wc7 h19"><div class="t m0 x98 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">2 000 </div></div><div class="c xf6 y68c wc8 h19"><div class="t m0 x2f h18 ybb ff1 fsa fc0 sc0 ls0 ws0">53% </div></div><div class="c xf7 y68c wc9 h19"><div class="t m0 x2d h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xf8 y68c wca h19"><div class="t m0 xcb h18 ybb ff1 fsa fc0 sc0 ls0 ws0">1051 </div></div><div class="c xf9 y68c wc9 h19"><div class="t m0 x56 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">949 </div></div><div class="c xd6 y5ea wc6 h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Provision of services until </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">30.</span><span class="fc6 sc0">06.</span><span class="fc6 sc0">2026</span><span class="fc6 sc0"> </span></div></div><div class="c xf5 y5ea wc7 h19"><div class="t m0 x56 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">750 </div></div><div class="c xf6 y5ea wc8 h19"><div class="t m0 x2f h18 ybb ff1 fsa fc0 sc0 ls0 ws0">25% </div></div><div class="c xf7 y5ea wc9 h19"><div class="t m0 x2d h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xf8 y5ea wca h19"><div class="t m0 x56 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">189 </div></div><div class="c xf9 y5ea wc9 h19"><div class="t m0 x56 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">561 </div></div><div class="c xd6 y793 wc6 h1c"><div class="t m0 x24 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total<span class="ff1"> </span></div></div><div class="c xf5 y793 wc7 h1c"><div class="t m0 x54 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">415 386<span class="ff1"> </span></div></div><div class="c xf6 y793 wc8 h1c"><div class="t m0 x40 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">99%<span class="ff1"> </span></div></div><div class="c xf7 y793 wc9 h1c"><div class="t m0 x54 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">404 436<span class="ff1"> </span></div></div><div class="c xf8 y793 wca h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">6 938<span class="ff1"> </span></div></div><div class="c xf9 y793 wc9 h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">4 012<span class="ff1"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y636 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y794 ff1 fs0 fc0 sc0 ls0 ws0">The following table presents the number of Entitlements for which <span class="_ _0"></span>the conditions for acquisition are estimated to </div><div class="t m0 x4 h2 y795 ff1 fs0 fc0 sc0 ls0 ws0">have <span class="_ _0"></span>been <span class="_ _10"></span>fulfilled, <span class="_ _0"></span>and <span class="_ _10"></span>thus <span class="_ _0"></span>the <span class="_ _10"></span>services <span class="_ _0"></span>are <span class="_ _0"></span>considered <span class="_ _10"></span>to <span class="_ _0"></span>have <span class="_ _10"></span>been <span class="_ _0"></span>rendered, <span class="_ _10"></span>together <span class="_ _0"></span>with <span class="_ _10"></span>the <span class="_ _0"></span>recognition <span class="_ _0"></span>in </div><div class="t m0 x4 h2 y796 ff1 fs0 fc0 sc0 ls0 ws0">expenses at weighted avera<span class="_ _8"></span>ge fair value. </div></div><div class="c xd6 y797 w3f h76"><div class="t m0 x89 h15 y60c ff3 fsa fc0 sc0 ls0 ws0">Specification </div></div><div class="c xa3 y797 wcb h76"><div class="t m0 x43 h15 y60c ff3 fsa fc0 sc0 ls0 ws0">Quantity </div></div><div class="c xfa y797 wcc h76"><div class="t m0 x1d h15 y798 ff3 fsa fc0 sc0 ls0 ws0">Weighted </div><div class="t m0 x22 h15 y799 ff3 fsa fc0 sc0 ls0 ws0">average fair </div><div class="t m0 x54 h15 y79a ff3 fsa fc0 sc0 ls0 ws0">value  </div><div class="t m0 x2c h15 y149 ff3 fsa fc0 sc0 ls0 ws0">(in PLN) </div></div><div class="c xfb y797 wcd h76"><div class="t m0 x34 h15 y79b ff3 fsa fc0 sc0 ls0 ws0">Cost according </div><div class="t m0 x49 h15 y798 ff3 fsa fc0 sc0 ls0 ws0">to weighted </div><div class="t m0 x22 h15 y799 ff3 fsa fc0 sc0 ls0 ws0">average fair </div><div class="t m0 x54 h15 y79a ff3 fsa fc0 sc0 ls0 ws0">value  </div><div class="t m0 x1a h15 y149 ff3 fsa fc0 sc0 ls0 ws0">(in PLN </div><div class="t m0 x5d h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">th</span><span class="fc6 sc0">ous</span><span class="fc6 sc0">ands</span><span class="fc6 sc0">)</span><span class="fc6 sc0"> </span></div></div><div class="c xd6 y79c w3f h19"><div class="t m0 x2 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Estimated quantity of acquired Entit<span class="_ _0"></span>lements as of </div><div class="t m0 x2 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">01.</span><span class="fc6 sc0">01.</span><span class="fc6 sc0">2024</span><span class="fc6 sc0"> </span></div></div><div class="c xa3 y79c wcb h19"><div class="t m0 x40 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">348 001 </div></div><div class="c xfa y79c wcc h19"><div class="t m0 x56 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">125,22 </div></div><div class="c xfb y79c wcd h19"><div class="t m0 x56 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">43 577 </div></div><div class="c xd6 y79d w3f h31"><div class="t m0 x2 h25 y149 ff4 fsa fc0 sc0 ls0 ws0">Estimated number of vested Entitlements dur<span class="_ _0"></span>ing the </div><div class="t m0 x2 h25 y15c ff4 fsa fc0 sc0 ls0 ws0">period resulting from the Participation Agreem<span class="_ _0"></span>ents </div></div><div class="c xa3 y79d wcb h31"><div class="t m0 x56 h25 y15d ff4 fsa fc0 sc0 ls0 ws0">70 017 </div></div><div class="c xfa y79d wcc h31"><div class="t m0 x55 h25 y15d ff4 fsa fc0 sc0 ls0 ws0">55,93 </div></div><div class="c xfb y79d wcd h31"><div class="t m0 x55 h25 y15d ff4 fsa fc0 sc0 ls0 ws0">3 916 </div></div><div class="c xd6 y79e w3f h77"><div class="t m0 x2 h25 y79f ff4 fsa fc0 sc0 ls0 ws0">Number of lost Entitlements during the per<span class="_ _0"></span>iod </div></div><div class="c xa3 y79e wcb h77"><div class="t m0 xc4 h25 y79f ff4 fsa fc0 sc0 ls0 ws0">-6 644 </div></div><div class="c xfa y79e wcc h77"><div class="t m0 x55 h25 y79f ff4 fsa fc0 sc0 ls0 ws0">87,00 </div></div><div class="c xfb y79e wcd h77"><div class="t m0 x2d h25 y79f ff4 fsa fc0 sc0 ls0 ws0">-578 </div></div><div class="c xd6 y7a0 w3f h19"><div class="t m0 x2 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Estimated amount of acquired Entitlement<span class="_ _0"></span>s as of </div><div class="t m0 x2 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2024</span><span class="fc6 sc0"> </span></div></div><div class="c xa3 y7a0 wcb h19"><div class="t m0 x40 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">411 374 </div></div><div class="c xfa y7a0 wcc h19"><div class="t m0 x56 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">114,04 </div></div><div class="c xfb y7a0 wcd h19"><div class="t m0 x56 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">46 915 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y7a1 ff1 fs0 fc0 sc0 ls0 ws0">The following table shows the inclusi<span class="_ _5"></span>on of Program costs in the various line items of th<span class="_ _8"></span>e financial statements. </div></div><div class="c xd6 y7a2 wce h19"><div class="t m0 x33 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Financial statement element </div></div><div class="c xfc y7a2 wcf h19"><div class="t m0 xcc h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Position </div></div><div class="c xfd y7a2 wcf h19"><div class="t m0 x33 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Weighted average fair value  </div><div class="t m0 x98 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">(</span><span class="ls7"><span class="fc6 sc0">in </span></span><span class="fc6 sc0">PLN </span><span class="fc6 sc0">th</span><span class="fc6 sc0">ousands</span><span class="fc6 sc0">)</span><span class="fc6 sc0"> </span></div></div><div class="c xd6 y7a3 wce h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Income statement / Operating </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">expenses</span><span class="fc6 sc0"> </span></div></div><div class="c xfc y7a3 wcf h19"><div class="t m0 xbe h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Employee benefits - </div><div class="t m0 x70 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Share</span><span class="fc6 sc0">-</span><span class="fc6 sc0">based </span><span class="fc6 sc0">pa</span><span class="fc6 sc0">yments</span><span class="fc6 sc0"> </span></div></div><div class="c xfd y7a3 wcf h19"><div class="t m0 xba h18 ybb ff1 fsa fc0 sc0 ls0 ws0">3 338 </div></div><div class="c xd6 y3ca wce h78"><div class="t m0 x2 h18 y7a4 ff1 fsa fc0 sc0 ls0 ws0">Equity </div><div class="t m0 x2 h18 y7a5 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xfc y7a6 wcf h17"><div class="t m0 xf3 h18 y305 ff1 fsa fc0 sc0 ls0 ws0">Financial result of the current year<span class="_ _0"></span> </div></div><div class="c xfd y7a6 wcf h17"><div class="t m0 xba h18 y305 ff1 fsa fc0 sc0 ls0 ws0">3 338 </div></div><div class="c xfc y7a7 wcf h17"><div class="t m0 x58 h18 y6fd ff1 fsa fc0 sc0 ls0 ws0">Retained earnings </div></div><div class="c xfd y7a7 wcf h17"><div class="t m0 xfe h18 y6fd ff1 fsa fc0 sc0 ls0 ws0">43 576 </div></div><div class="c xfc y3ca wcf h17"><div class="t m0 xa7 h18 y305 ff1 fsa fc0 sc0 ls0 ws0">Reserve capital </div></div><div class="c xfd y3ca wcf h17"><div class="t m0 xfe h18 y305 ff1 fsa fc0 sc0 ls0 ws0">46 915 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y7a8 ff1 fs0 fc0 sc0 ls0 ws0">During the period covered by the <span class="_ _0"></span>report, there was no expiration of <span class="_ _0"></span>the Entitlements. There were no <span class="_ _0"></span>Entitlements </div><div class="t m0 x4 h2 y7a9 ff1 fs0 fc0 sc0 ls0 ws0">that <span class="_ _8"></span>were <span class="_ _8"></span>exercised <span class="_ _5"></span>during the <span class="_ _5"></span>reporting <span class="_ _8"></span>period, <span class="_ _5"></span>as well <span class="_ _5"></span>as no <span class="_ _5"></span>Exercisable E<span class="_ _5"></span>ntitlements as <span class="_ _5"></span>of the <span class="_ _5"></span>balance sheet <span class="_ _5"></span>date </div><div class="t m0 x4 h2 y7aa ff1 fs0 fc0 sc0 ls0 ws0">of December 31, 2024. </div><div class="t m0 x4 h2 y7ab ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _6"></span>of <span class="_ _5"></span>the <span class="_ _5"></span>balance <span class="_ _6"></span>sh<span class="_ _0"></span>eet <span class="_ _6"></span>date <span class="_ _5"></span>and <span class="_ _5"></span>as <span class="_ _6"></span>of <span class="_ _5"></span>the <span class="_ _5"></span>date <span class="_ _6"></span>of <span class="_ _5"></span>approval <span class="_ _6"></span>of <span class="_ _5"></span>these <span class="_ _5"></span>financial <span class="_ _6"></span>statements <span class="_ _5"></span>for <span class="_ _6"></span>publication, <span class="_ _5"></span>the <span class="_ _6"></span>Pr<span class="_ _0"></span>ogram </div><div class="t m0 x4 h2 y628 ff1 fs0 fc0 sc0 ls0 ws0">Entitlements were not <span class="_ _0"></span>exercisable, due to <span class="_ _0"></span>the fact <span class="_ _0"></span>that no <span class="_ _0"></span>Sale Transaction had <span class="_ _0"></span>occurred. In <span class="_ _0"></span>addition, the Group&apos;s </div><div class="t m0 x4 h2 y7ac ff1 fs0 fc0 sc0 ls0 ws0">Management <span class="_ _10"></span>had <span class="_ _15"></span>not <span class="_ _15"></span>taken <span class="_ _10"></span>any <span class="_ _15"></span>actions, <span class="_ _15"></span>a<span class="_ _5"></span>s <span class="_ _15"></span>well <span class="_ _15"></span>as <span class="_ _10"></span>was <span class="_ _15"></span>not <span class="_ _15"></span>in<span class="_ _5"></span> <span class="_ _15"></span>possession <span class="_ _15"></span>of <span class="_ _10"></span>any <span class="_ _15"></span>information <span class="_ _10"></span>indicating <span class="_ _15"></span>a <span class="_ _10"></span>high </div><div class="t m0 x4 h2 y1b3 ff1 fs0 fc0 sc0 ls0 ws0">probability of the occurrence of events, as a result of <span class="_ _0"></span>which, in the next 12 months, <span class="_ _0"></span>could result in the conclusion </div><div class="t m0 x4 h2 y7ad ff1 fs0 fc0 sc0 ls0 ws0">of a Sale Transaction, and t<span class="_ _5"></span>hus the commencement of the Program (share issue) process. </div></div></div><div class="pi" ></div></div><div id="pf3d" class="pf w0 h0" ><div class="pc pc3d w0 h0"><img class="bi x4 y7ae w17 h79" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 61 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">The following table shows the settlement of the Program Entitlements by their exercise status and their fair value </div><div class="t m0 x4 h2 y683 ff1 fs0 fc0 sc0 ls0 ws0">as of December 31, 2024. </div></div><div class="c xd6 y7af wd0 h7a"><div class="t m0 x26 h15 y781 ff3 fsa fc0 sc0 ls0 ws0">Specification </div></div><div class="c xff y7af wd1 h7a"><div class="t m0 xf3 h15 y7b0 ff3 fsa fc0 sc0 ls0 ws0">Number </div><div class="t m0 x6c h15 y164 ff3 fsa fc0 sc0 ls0 ws0">of units </div></div><div class="c x100 y7af wd2 h7a"><div class="t m0 x3a h15 y7b0 ff3 fsa fc0 sc0 ls0 ws0">% of </div><div class="t m0 x17 h15 y164 ff3 fsa fc0 sc0 ls0 ws0">Program </div></div><div class="c x3b y7af wd3 h7a"><div class="t m0 x1c h15 y7b0 ff3 fsa fc0 sc0 ls0 ws0">Fair value </div><div class="t m0 x17 h15 y164 ff3 fsa fc0 sc0 ls0 ws0">(in PLN) </div></div><div class="c x101 y7af wd4 h7a"><div class="t m0 x48 h15 y7b1 ff3 fsa fc0 sc0 ls0 ws0">Cost at  </div><div class="t m0 x34 h15 y7b2 ff3 fsa fc0 sc0 ls0 ws0">fair value  </div><div class="t m0 x31 h15 y781 ff3 fsa fc0 sc0 ls0 ws0">(in PLN </div><div class="t m0 x1c h15 ybc ff3 fsa fc0 sc0 ls0 ws0">thousands</div><div class="t m0 x46 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">)</span><span class="fc6 sc0"> </span></div></div><div class="c xd6 y7b3 wd0 h19"><div class="t m0 x2 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">The maximum number of Entit<span class="_ _0"></span>lements in the Program, </div><div class="t m0 x2 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">includi</span><span class="fc6 sc0">ng:</span><span class="fc6 sc0"> </span></div></div><div class="c xff y7b3 wd1 h19"><div class="t m0 x3a h15 ybb ff3 fsa fc0 sc0 ls0 ws0">570 000 </div></div><div class="c x100 y7b3 wd2 h19"><div class="t m0 xd4 h15 ybb ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x3b y7b3 wd3 h19"><div class="t m0 xd4 h15 ybb ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y7b3 wd4 h19"><div class="t m0 xd4 h15 ybb ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y7b4 wd0 h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">- Entitlements granted under the Participation Agreements,<span class="_ _0"></span> </div><div class="t m0 x48 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">consis</span><span class="fc6 sc0">ting </span><span class="fc6 sc0">of:</span><span class="fc6 sc0"> </span></div></div><div class="c xff y7b4 wd1 h19"><div class="t m0 x3a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">415 386 </div></div><div class="c x100 y7b4 wd2 h19"><div class="t m0 x57 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">73% </div></div><div class="c x3b y7b4 wd3 h19"><div class="t m0 x1a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">113,49 </div></div><div class="c x101 y7b4 wd4 h19"><div class="t m0 x1a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">47 141 </div></div><div class="c xd6 y7b5 wd0 h19"><div class="t m0 x2 h25 ybc ff4 fsa fc0 sc0 ls0 ws0">- Tranche of 01.10.2022 taking into account the<span class="_ _0"></span> concluded </div><div class="t m0 x48 h18 ybd ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">agr</span><span class="fc6 sc0">eeme</span><span class="fc6 sc0">nts</span><span class="fc6 sc0"> </span><span class="fc6 sc0">of </span><span class="fc6 sc0">01.</span><span class="fc6 sc0">10.</span><span class="fc6 sc0">2022</span><span class="ff1"><span class="fc6 sc0"> </span></span></div></div><div class="c xff y7b5 wd1 h19"><div class="t m0 x3a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">266 301 </div></div><div class="c x100 y7b5 wd2 h19"><div class="t m0 x57 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">47% </div></div><div class="c x3b y7b5 wd3 h19"><div class="t m0 x1a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">136,19 </div></div><div class="c x101 y7b5 wd4 h19"><div class="t m0 x1a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">36 268 </div></div><div class="c xd6 y7b6 wd0 h17"><div class="t m0 x2 h18 y6fd ff4 fsa fc0 sc0 ls0 ws0">- Tranche of 01.01.2023<span class="ff1"> </span></div></div><div class="c xff y7b6 wd1 h17"><div class="t m0 x1a h18 y6fd ff4 fsa fc0 sc0 ls0 ws0">93 835<span class="ff1"> </span></div></div><div class="c x100 y7b6 wd2 h17"><div class="t m0 x57 h18 y6fd ff4 fsa fc0 sc0 ls0 ws0">16%<span class="ff1"> </span></div></div><div class="c x3b y7b6 wd3 h17"><div class="t m0 x54 h18 y6fd ff4 fsa fc0 sc0 ls0 ws0">91,28<span class="ff1"> </span></div></div><div class="c x101 y7b6 wd4 h17"><div class="t m0 x54 h18 y6fd ff4 fsa fc0 sc0 ls0 ws0">8 565<span class="ff1"> </span></div></div><div class="c xd6 y7b7 wd0 h7b"><div class="t m0 x2 h18 y305 ff4 fsa fc0 sc0 ls0 ws0">- Tranche of 01.07.2023<span class="ff1"> </span></div></div><div class="c xff y7b7 wd1 h7b"><div class="t m0 x1a h18 y305 ff4 fsa fc0 sc0 ls0 ws0">12 450<span class="ff1"> </span></div></div><div class="c x100 y7b7 wd2 h7b"><div class="t m0 xcf h18 y305 ff4 fsa fc0 sc0 ls0 ws0">2%<span class="ff1"> </span></div></div><div class="c x3b y7b7 wd3 h7b"><div class="t m0 x54 h18 y305 ff4 fsa fc0 sc0 ls0 ws0">59,92<span class="ff1"> </span></div></div><div class="c x101 y7b7 wd4 h7b"><div class="t m0 x70 h18 y305 ff4 fsa fc0 sc0 ls0 ws0">746<span class="ff1"> </span></div></div><div class="c xd6 y7b8 wd0 h7b"><div class="t m0 x2 h18 y305 ff4 fsa fc0 sc0 ls0 ws0">- Tranche of 01.02.2024<span class="ff1"> </span></div></div><div class="c xff y7b8 wd1 h7b"><div class="t m0 x1a h18 y305 ff4 fsa fc0 sc0 ls0 ws0">38 900<span class="ff1"> </span></div></div><div class="c x100 y7b8 wd2 h7b"><div class="t m0 xcf h18 y305 ff4 fsa fc0 sc0 ls0 ws0">7%<span class="ff1"> </span></div></div><div class="c x3b y7b8 wd3 h7b"><div class="t m0 x54 h18 y305 ff4 fsa fc0 sc0 ls0 ws0">33,82<span class="ff1"> </span></div></div><div class="c x101 y7b8 wd4 h7b"><div class="t m0 x54 h18 y305 ff4 fsa fc0 sc0 ls0 ws0">1 316<span class="ff1"> </span></div></div><div class="c xd6 y7b9 wd0 h7b"><div class="t m0 x2 h18 y305 ff4 fsa fc0 sc0 ls0 ws0">- Tranche of 01.07.2024<span class="ff1"> </span></div></div><div class="c xff y7b9 wd1 h7b"><div class="t m0 x54 h18 y305 ff4 fsa fc0 sc0 ls0 ws0">3 900<span class="ff1"> </span></div></div><div class="c x100 y7b9 wd2 h7b"><div class="t m0 xcf h18 y305 ff4 fsa fc0 sc0 ls0 ws0">1%<span class="ff1"> </span></div></div><div class="c x3b y7b9 wd3 h7b"><div class="t m0 x54 h18 y305 ff4 fsa fc0 sc0 ls0 ws0">63,22<span class="ff1"> </span></div></div><div class="c x101 y7b9 wd4 h7b"><div class="t m0 x70 h18 y305 ff4 fsa fc0 sc0 ls0 ws0">247<span class="ff1"> </span></div></div><div class="c xd6 y452 wd0 h7b"><div class="t m0 x2 h18 y305 ff1 fsa fc0 sc0 ls0 ws0">- Number of Entitlements to be granted in <span class="_ _0"></span>future periods </div></div><div class="c xff y452 wd1 h7b"><div class="t m0 x3a h18 y305 ff1 fsa fc0 sc0 ls0 ws0">154 614 </div></div><div class="c x100 y452 wd2 h7b"><div class="t m0 x57 h18 y305 ff1 fsa fc0 sc0 ls0 ws0">27% </div></div><div class="c x3b y452 wd3 h7b"><div class="t m0 xd4 h18 y305 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y452 wd4 h7b"><div class="t m0 xd4 h18 y305 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y7ba wd0 h7b"><div class="t m0 x2 h18 y305 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xff y7ba wd1 h7b"><div class="t m0 xd4 h15 y305 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x100 y7ba wd2 h7b"><div class="t m0 xd4 h15 y305 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x3b y7ba wd3 h7b"><div class="t m0 xd4 h15 y305 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y7ba wd4 h7b"><div class="t m0 xd4 h15 y305 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y7bb wd0 h31"><div class="t m0 x2 h15 y149 ff3 fsa fc0 sc0 ls0 ws0">Entitlements granted under the <span class="_ _0"></span>Participation </div><div class="t m0 x2 h15 y15c ff3 fsa fc0 sc0 ls0 ws0">Agreements, including: </div></div><div class="c xff y7bb wd1 h31"><div class="t m0 x3a h15 y15d ff3 fsa fc0 sc0 ls0 ws0">415 386 </div></div><div class="c x100 y7bb wd2 h31"><div class="t m0 x74 h15 y15d ff3 fsa fc0 sc0 ls0 ws0">73% </div></div><div class="c x3b y7bb wd3 h31"><div class="t m0 x1a h15 y15d ff1 fsa fc0 sc0 ls0 ws0">113,49<span class="ff3"> </span></div></div><div class="c x101 y7bb wd4 h31"><div class="t m0 x1a h15 y15d ff3 fsa fc0 sc0 ls0 ws0">47 141 </div></div><div class="c xd6 y7bc wd0 h7b"><div class="t m0 x2 h18 y305 ff1 fsa fc0 sc0 ls0 ws0">- There has been vesting (vested)<span class="_ _0"></span> </div></div><div class="c xff y7bc wd1 h7b"><div class="t m0 x3a h18 y305 ff1 fsa fc0 sc0 ls0 ws0">404 436 </div></div><div class="c x100 y7bc wd2 h7b"><div class="t m0 x57 h18 y305 ff1 fsa fc0 sc0 ls0 ws0">71% </div></div><div class="c x3b y7bc wd3 h7b"><div class="t m0 x1a h18 y305 ff1 fsa fc0 sc0 ls0 ws0">115,00 </div></div><div class="c x101 y7bc wd4 h7b"><div class="t m0 x1a h18 y305 ff1 fsa fc0 sc0 ls0 ws0">46 510 </div></div><div class="c xd6 y7bd wd0 h7b"><div class="t m0 x2 h18 y305 ff1 fsa fc0 sc0 ls0 ws0">- Remains in the process of <span class="_ _0"></span>vesting, including: </div></div><div class="c xff y7bd wd1 h7b"><div class="t m0 x1a h18 y305 ff1 fsa fc0 sc0 ls0 ws0">10 950 </div></div><div class="c x100 y7bd wd2 h7b"><div class="t m0 xcf h18 y305 ff1 fsa fc0 sc0 ls0 ws0">2% </div></div><div class="c x3b y7bd wd3 h7b"><div class="t m0 x54 h18 y305 ff1 fsa fc0 sc0 ls0 ws0">57,58 </div></div><div class="c x101 y7bd wd4 h7b"><div class="t m0 x70 h18 y305 ff1 fsa fc0 sc0 ls0 ws0">630 </div></div><div class="c xd6 y7be wd0 h19"><div class="t m0 x49 h25 ybc ff4 fsa fc0 sc0 ls0 ws0">a) for which it is estimated that the conditions for </div><div class="t m0 x49 h25 ybd ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">acquisi</span><span class="fc6 sc0">tion </span><span class="fc6 sc0">hav</span><span class="fc6 sc0">e been </span><span class="fc6 sc0">met</span><span class="fc6 sc0"> </span></div></div><div class="c xff y7be wd1 h19"><div class="t m0 x54 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">6 938 </div></div><div class="c x100 y7be wd2 h19"><div class="t m0 xcf h25 ybb ff4 fsa fc0 sc0 ls0 ws0">1% </div></div><div class="c x3b y7be wd3 h19"><div class="t m0 x54 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">58,26 </div></div><div class="c x101 y7be wd4 h19"><div class="t m0 x70 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">404 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y7bf ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y7c0 ff1 fs0 fc0 sc0 ls0 ws0">The number of lost Allo<span class="_ _5"></span>wances from the beginning of the Program unti<span class="_ _5"></span>l December 31, 2024 totaled 37,492 units,<span class="_ _5"></span> </div><div class="t m0 x4 h2 y7c1 ff1 fs0 fc0 sc0 ls0 ws0">equivalent to 7% of the ma<span class="_ _5"></span>ximum number of Allowances in the Program. </div><div class="t m0 x4 h2 y7c2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y7c3 ff1 fs0 fc0 sc0 ls0 ws0">As of the balance sheet date of Decem<span class="_ _5"></span>ber 31, 2024, the Incentive Program remains ongoing. </div><div class="t m0 x4 h7 y7c4 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span><span class="ff3 fs2 fc3"> </span></div></div></div><div class="pi" ></div></div><div id="pf3e" class="pf w0 h0" ><div class="pc pc3e w0 h0"><img class="bi x67 y7c5 w31 h7c" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 62 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">17 </span>Lease liabilities (non-current an<span class="_ _0"></span>d current) </div><div class="t m0 x4 h20 y4a7 ff3 fs0 fc5 sc0 ls0 ws0">Information on estimates </div><div class="t m0 x4 h2 y4d9 ff1 fs0 fc0 sc0 ls0 ws0">Lease payments are discounted by the Group usi<span class="_ _5"></span>ng <span class="_ _0"></span>a marginal interest rate, the value of<span class="_ _8"></span> which is estimated based </div><div class="t m0 x4 h2 y4da ff1 fs0 fc0 sc0 ls0 ws0">on <span class="_ _15"></span>the<span class="_ _5"></span> <span class="_ _15"></span>value <span class="_ _10"></span>of <span class="_ _15"></span>the <span class="_ _10"></span>risk-free <span class="_ _15"></span>rate <span class="_ _10"></span>and <span class="_ _15"></span>the <span class="_ _10"></span>Group&apos;s <span class="_ _15"></span>credit <span class="_ _10"></span>risk <span class="_ _10"></span>premium. <span class="_ _15"></span>Some <span class="_ _10"></span>of <span class="_ _15"></span>the <span class="_ _10"></span>leases <span class="_ _15"></span>e<span class="_ _5"></span>ntered <span class="_ _15"></span>into <span class="_ _15"></span>c<span class="_ _5"></span>ontain </div><div class="t m0 x4 h2 y4db ff1 fs0 fc0 sc0 ls0 ws0">options to e<span class="_ _5"></span>xtend or terminate the lease.<span class="_ _5"></span> Management exercises judgme<span class="_ _5"></span>nt to determine the <span class="_ _5"></span>period for which it ca<span class="_ _5"></span>n </div><div class="t m0 x4 h2 y4dc ff1 fs0 fc0 sc0 ls0 ws0">be assumed with reasonable <span class="_ _5"></span>certainty that such agreements will contin<span class="_ _5"></span>ue. <span class="_ _0"></span> </div><div class="t m0 x88 h2 y7c6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y7c7 ff1 fs0 fc0 sc0 ls0 ws0">As of December 31<span class="ls2">, </span>2024, the<span class="_ _5"></span> Group was a party to an office space lease and a car lease whic<span class="_ _5"></span>h <span class="_ _0"></span>it is the lessee </div></div><div class="c xd6 y7c8 w67 h1c"><div class="t m0 xaa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Liabilities under leases </div></div><div class="c x8a y7c8 w68 h1c"><div class="t m0 x1a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y7c8 w69 h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y7c9 w67 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Long-term </div></div><div class="c x8a y7c9 w68 h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">427 </div></div><div class="c x8b y7c9 w69 h1c"><div class="t m0 xd6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">33 </div></div><div class="c xd6 y7ca w67 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Short-term </div></div><div class="c x8a y7ca w68 h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">422 </div></div><div class="c x8b y7ca w69 h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">604 </div></div><div class="c xd6 y7cb w67 h1c"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x8a y7cb w68 h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">849 </div></div><div class="c x8b y7cb w69 h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">637 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y7cc ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y7cd w44 h1c"><div class="t m0 x102 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Specification </div></div><div class="c x8a y7cd wd h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y7cd we h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y7ce w44 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Office space lease obligations<span class="_ _0"></span> </div></div><div class="c x8a y7ce wd h1c"><div class="t m0 x32 h15 ybf ff1 fsa fc0 sc0 ls0 ws0">810<span class="ff3"> </span></div></div><div class="c x8b y7ce we h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">542 </div></div><div class="c xd6 y7cf w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- up to 12 months </div></div><div class="c x8a y7cf wd h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">388 </div></div><div class="c x8b y7cf we h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">542 </div></div><div class="c xd6 y2fd w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- over 12 months </div></div><div class="c x8a y2fd wd h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">422 </div></div><div class="c x8b y2fd we h1c"><div class="t m0 x8c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y7d0 w44 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls5 ws0">Car <span class="ls0">lease liabilities </span></div></div><div class="c x8a y7d0 wd h1c"><div class="t m0 xd6 h15 ybf ff1 fsa fc0 sc0 ls0 ws0">39<span class="ff3"> </span></div></div><div class="c x8b y7d0 we h1c"><div class="t m0 xd6 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">95 </div></div><div class="c xd6 y7d1 w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- up to 12 months </div></div><div class="c x8a y7d1 wd h1c"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">34 </div></div><div class="c x8b y7d1 we h1c"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">62 </div></div><div class="c xd6 y7d2 w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- over 12 months </div></div><div class="c x8a y7d2 wd h1c"><div class="t m0 x8c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c x8b y7d2 we h1c"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">33 </div></div><div class="c xd6 y34a w44 h1a"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x8a y34a wd h1a"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">849 </div></div><div class="c x8b y34a we h1a"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">637 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y7d3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y7d4 ff3 fs0 fc5 sc0 ls0 ws0">Leasing of office space </div><div class="t m0 x4 h2 y7d5 ff1 fs0 fc0 sc0 ls0 ws0">As of December 31<span class="ls2">, </span>2024, future<span class="_ _5"></span> minimum lease payments for office space are as follow<span class="_ _5"></span>s:<span class="_ _0"></span> </div></div><div class="c xd6 y7d6 w44 h1c"><div class="t m0 x102 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Specification </div></div><div class="c x8a y7d6 wd h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y7d6 we h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y7d7 w44 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Future minimum lease payments,<span class="_ _0"></span> including:<span class="ff5"> </span></div></div><div class="c x8a y7d7 wd h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">878 </div></div><div class="c x8b y7d7 we h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">571 </div></div><div class="c xd6 y7d8 w44 h1d"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- in less than 1 year </div></div><div class="c x8a y7d8 wd h1d"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">439 </div></div><div class="c x8b y7d8 we h1d"><div class="t m0 x32 h18 ybf ff4 fsa fc0 sc0 ls0 ws0">571<span class="ff1"> </span></div></div><div class="c xd6 y7d9 w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- over a period of 1-2 years </div></div><div class="c x8a y7d9 wd h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">439<span class="ff4"> </span></div></div><div class="c x8b y7d9 we h1c"><div class="t m0 x8c h18 ybf ff4 fsa fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c xd6 y7da w44 h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Future interest costs </div></div><div class="c x8a y7da wd h1d"><div class="t m0 x37 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-68 </div></div><div class="c x8b y7da we h1d"><div class="t m0 x37 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-29 </div></div><div class="c xd6 y7db w44 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Present value of lease obligations<span class="_ _0"></span>, including:<span class="ff4"> </span></div></div><div class="c x8a y7db wd h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">810 </div></div><div class="c x8b y7db we h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">542 </div></div><div class="c xd6 y7dc w44 h1d"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- in less than 1 year </div></div><div class="c x8a y7dc wd h1d"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">388 </div></div><div class="c x8b y7dc we h1d"><div class="t m0 x32 h18 ybf ff4 fsa fc0 sc0 ls0 ws0">542<span class="ff1"> </span></div></div><div class="c xd6 y7dd w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- over a period of 1-2 years </div></div><div class="c x8a y7dd wd h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">422 </div></div><div class="c x8b y7dd we h1c"><div class="t m0 x8c h18 ybf ff4 fsa fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3f y7de ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y4a0 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _0"></span>June <span class="_ _10"></span>2024, <span class="_ _0"></span>the <span class="_ _0"></span>Company <span class="_ _10"></span>concluded <span class="_ _0"></span>an <span class="_ _0"></span>annex <span class="_ _0"></span>extending <span class="_ _10"></span>the <span class="_ _0"></span>lease <span class="_ _0"></span>of <span class="_ _10"></span>office <span class="_ _0"></span>space <span class="_ _10"></span>for <span class="_ _0"></span>another <span class="_ _0"></span>2 <span class="_ _10"></span>years, <span class="_ _0"></span>starting </div><div class="t m0 x4 h2 y7df ff1 fs0 fc0 sc0 ls0 ws0">from <span class="_ _15"></span>01/01/2025, <span class="_ _15"></span>thus <span class="_ _15"></span>maintaining <span class="_ _13"></span>the <span class="_ _15"></span>continuity <span class="_ _15"></span>of <span class="_ _15"></span>the <span class="_ _13"></span>contract. <span class="_ _15"></span>At <span class="_ _15"></span>the <span class="_ _13"></span>same <span class="_ _15"></span>time, <span class="_ _15"></span>the <span class="_ _15"></span>annex <span class="_ _13"></span>provides <span class="_ _15"></span>for <span class="_ _15"></span>a </div><div class="t m0 x4 h2 y7e0 ff1 fs0 fc0 sc0 ls0 ws0">reduction <span class="_ _0"></span>in <span class="_ _10"></span>office <span class="_ _0"></span>space <span class="_ _0"></span>and <span class="_ _10"></span>new <span class="_ _0"></span>ra<span class="_ _0"></span>tes <span class="_ _10"></span>of <span class="_ _0"></span>monthly <span class="_ _0"></span>fees. <span class="_ _10"></span>With <span class="_ _0"></span>the <span class="_ _10"></span>above <span class="_ _0"></span>in <span class="_ _10"></span>mind, <span class="_ _0"></span>the <span class="_ _10"></span>Company <span class="_ _0"></span>recalculated <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y4a3 ff1 fs0 fc0 sc0 ls0 ws0">lease liability accordingly, res<span class="_ _5"></span>ulting in an increase in the balance as of 31.12.202<span class="_ _5"></span>4.<span class="_ _0"></span>  </div><div class="t m0 x4 h2 y7e1 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>effective interest <span class="_ _5"></span>rate <span class="_ _5"></span>on office <span class="_ _5"></span>space <span class="_ _5"></span>leases was <span class="_ _6"></span>8.98% as <span class="_ _5"></span>of Decem<span class="_ _5"></span>ber 31, <span class="_ _5"></span>2024, a<span class="_ _5"></span>nd<span class="_ _0"></span> <span class="_ _5"></span>10.29% as <span class="_ _5"></span>of <span class="_ _5"></span>December </div><div class="t m0 x4 h2 y7e2 ff1 fs0 fc0 sc0 ls0 ws0">31, 2023. </div><div class="t m0 x4 h3c y7e3 ff5 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y7e4 ff3 fs0 fc5 sc0 ls0 ws0">Car leasing<span class="ff1"> </span></div><div class="t m0 x4 h2 y5c ff1 fs0 fc0 sc0 ls0 ws0">As of December 31, 2024, future minim<span class="_ _5"></span>um car lease payments are as follows: </div></div></div><div class="pi" ></div></div><div id="pf3f" class="pf w0 h0" ><div class="pc pc3f w0 h0"><img class="bi x67 y7e5 w31 h7d" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 63 </div></div><div class="c xd6 y661 w44 h1d"><div class="t m0 x102 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">Specification </div></div><div class="c x8a y661 wd h1d"><div class="t m0 xbd h15 y503 ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y661 we h1d"><div class="t m0 xbd h15 y503 ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y662 w44 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Future minimum lease payments, <span class="_ _0"></span>including: </div></div><div class="c x8a y662 wd h1c"><div class="t m0 xd6 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">41 </div></div><div class="c x8b y662 we h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">101 </div></div><div class="c xd6 y663 w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- in less than 1 year </div></div><div class="c x8a y663 wd h1c"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">36 </div></div><div class="c x8b y663 we h1c"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">67 </div></div><div class="c xd6 y664 w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- over a period of 1-2 years </div></div><div class="c x8a y664 wd h1c"><div class="t m0 x8c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c x8b y664 we h1c"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">34 </div></div><div class="c xd6 y242 w44 h1a"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Future interest costs </div></div><div class="c x8a y242 wd h1a"><div class="t m0 x12 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-2 </div></div><div class="c x8b y242 we h1a"><div class="t m0 x12 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-6 </div></div><div class="c xd6 y665 w44 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Present value of lease obligations<span class="_ _0"></span>, including:<span class="ff5"> </span></div></div><div class="c x8a y665 wd h1c"><div class="t m0 xd6 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">39 </div></div><div class="c x8b y665 we h1c"><div class="t m0 xd6 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">95 </div></div><div class="c xd6 y666 w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- in less than 1 year </div></div><div class="c x8a y666 wd h1c"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">34 </div></div><div class="c x8b y666 we h1c"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">62 </div></div><div class="c xd6 y667 w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- over a period of 1-2 years </div></div><div class="c x8a y667 wd h1c"><div class="t m0 x8c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c x8b y667 we h1c"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">33 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y7e6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y7e7 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _15"></span>effective <span class="_ _15"></span>interest <span class="_ _15"></span>rate <span class="_ _15"></span>on <span class="_ _15"></span>the <span class="_ _15"></span>above <span class="_ _15"></span>car <span class="_ _15"></span>lease <span class="_ _15"></span>as <span class="_ _13"></span>of <span class="_ _15"></span>December <span class="_ _15"></span>31, <span class="_ _15"></span>2024 <span class="_ _15"></span>was: <span class="_ _15"></span>5.69% <span class="_ _15"></span>or <span class="_ _13"></span>7.85% <span class="_ _15"></span>or <span class="_ _15"></span>10.03%, </div><div class="t m0 x4 h2 y2c9 ff1 fs0 fc0 sc0 ls0 ws0">depending on the contract sig<span class="_ _8"></span>ned. </div><div class="t m0 x4 h2 y7e8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y35 ff3 fs0 fc5 sc0 ls0 ws0">Leasing costs recognized in <span class="_ _5"></span>th<span class="_ _0"></span>e reporting period </div><div class="t m0 x4 h2 y7e9 ff1 fs0 fc0 sc0 ls0 ws0">In the period from Jan<span class="_ _5"></span>uary 1, 2024 to December 312024, the amounts of e<span class="_ _5"></span>xp<span class="_ _0"></span>enses arising from leases<span class="_ _5"></span> included in </div><div class="t m0 x4 h2 y451 ff1 fs0 fc0 sc0 ls0 ws0">the  statement with the statem<span class="_ _5"></span>ent of comprehensive income were: </div></div><div class="c xd6 y7ea wd5 h19"><div class="t m0 x102 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Specification </div></div><div class="c x8a y7ea wd6 h19"><div class="t m0 x1d h15 ybc ff3 fsa fc0 sc0 ls0 ws0">01.01.2024 - </div><div class="t m0 xbd h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2024</span><span class="fc6 sc0"> </span></div></div><div class="c x8b y7ea wae h19"><div class="t m0 x1d h15 ybc ff3 fsa fc0 sc0 ls0 ws0">01.01.2023 - </div><div class="t m0 xbd h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2023</span><span class="fc6 sc0"> </span></div></div><div class="c xd6 y7eb wd5 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Amortization cost of right<span class="_ _0"></span>-<span class="ls14">of</span>-use assets </div></div><div class="c x8a y7eb wd6 h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">603 </div></div><div class="c x8b y7eb wae h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">621 </div></div><div class="c xd6 y7ec wd5 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Interest expense on lease liabilities<span class="_ _0"></span> </div></div><div class="c x8a y7ec wd6 h1c"><div class="t m0 xd6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">64 </div></div><div class="c x8b y7ec wae h1c"><div class="t m0 xd6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">87 </div></div><div class="c xd6 y7ed wd5 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Costs of short-term leases </div></div><div class="c x8a y7ed wd6 h1c"><div class="t m0 xd6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">12 </div></div><div class="c x8b y7ed wae h1c"><div class="t m0 xd6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">11 </div></div><div class="c xd6 y7ee wd5 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Leasing costs of low-value assets </div></div><div class="c x8a y7ee wd6 h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x8b y7ee wae h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y7ef wd5 h1c"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x8a y7ef wd6 h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">678 </div></div><div class="c x8b y7ef wae h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">720 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y7f0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y7f1 ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">18 </span>Loans and borrowings (lo<span class="_ _0"></span>ng-term and short-term) </div><div class="t m0 x4 h2 y7f2 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>value of <span class="_ _5"></span>liabilities on <span class="_ _5"></span>account of <span class="_ _5"></span>loans and <span class="_ _5"></span>borrowings <span class="_ _8"></span>was rec<span class="_ _5"></span>ognized at <span class="_ _5"></span>amortized cost <span class="_ _5"></span>determined using <span class="_ _5"></span>the </div><div class="t m0 x4 h2 y7f3 ff1 fs0 fc0 sc0 ls0 ws0">effective interest rate. The fair<span class="_ _5"></span> v<span class="_ _0"></span>alue of borrowing liabiliti<span class="_ _5"></span>es is not materially different from the carrying value. </div><div class="t m0 x4 h2 y7f4 ff1 fs0 fc0 sc0 ls0 ws0">The Group&apos;s debt as of Dece<span class="_ _8"></span>mber 31, 2024 and Dece<span class="_ _5"></span>mb<span class="_ _0"></span>er 31, 2023 is shown in t<span class="_ _5"></span>he table below. </div></div><div class="c x4 y7f5 wd7 h1c"><div class="t m0 x1c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Borrower: </div></div><div class="c x3e y7f5 wd8 h1c"><div class="t m0 x1c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">DataWalk Inc. </div></div><div class="c x4 y2de wd7 h2c"><div class="t m0 x1c h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Subject of funding: </div></div><div class="c x3e y2de wd8 h2c"><div class="t m0 x1c h18 y142 ff1 fsa fc0 sc0 ls0 ws0">Mitigation of economic damage caused by <span class="_ _0"></span>the natural </div><div class="t m0 x1c h18 ybc ff1 fsa fc0 sc0 ls0 ws0">disaster arising in the month of January 31, 2020 <span class="_ _0"></span>and </div><div class="t m0 x1c h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">continuing </span><span class="fc6 sc0">ther</span><span class="fc6 sc0">eafter</span><span class="fc6 sc0"> </span></div></div><div class="c x4 y7f6 wd7 h1c"><div class="t m0 x1c h18 ybf ff1 fsa fc0 sc0 ls4 ws0">Funding institution:<span class="ls0"> </span></div></div><div class="c x3e y7f6 wd8 h1c"><div class="t m0 x1c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">U.S. Small Business Administration (SBA)<span class="_ _0"></span> </div></div><div class="c x4 y7f7 wd7 h19"><div class="t m0 x1c h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Amount of loan/borrowing according to <span class="_ _0"></span>the agreement [in </div><div class="t m0 x1c h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">thous</span><span class="fc6 sc0">ands </span><span class="fc6 sc0">of </span><span class="fc6 sc0">USD]:</span><span class="fc6 sc0"> </span></div></div><div class="c x3e y7f7 wd8 h19"><div class="t m0 x1c h18 ybb ff1 fsa fc0 sc0 ls0 ws0">150 </div></div><div class="c x4 y7f8 wd7 h19"><div class="t m0 x1c h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Value of the liability as of the balance sheet d<span class="_ _0"></span>ate [in </div><div class="t m0 x1c h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">thous</span><span class="fc6 sc0">ands </span><span class="fc6 sc0">of </span><span class="fc6 sc0">USD]:</span><span class="fc6 sc0"> </span></div></div><div class="c x3e y7f8 wd8 h19"><div class="t m0 x1c h18 ybb ff1 fsa fc0 sc0 ls0 ws0">156 </div></div><div class="c x4 y7f9 wd7 h19"><div class="t m0 x1c h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Value of liability as of December 31, <span class="_ _0"></span>2023 [in thousands </div><div class="t m0 x1c h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">of </span><span class="fc6 sc0">USD]:</span><span class="fc6 sc0"> </span></div></div><div class="c x3e y7f9 wd8 h19"><div class="t m0 x1c h18 ybb ff1 fsa fc0 sc0 ls0 ws0">159 </div></div><div class="c x4 y30f wd7 h19"><div class="t m0 x1c h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Value of the liability as of the balance sheet date [<span class="_ _0"></span>in </div><div class="t m0 x1c h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">thous</span><span class="fc6 sc0">ands </span><span class="fc6 sc0">of </span><span class="fc6 sc0">P</span><span class="fc6 sc0">LN]</span><span class="fc6 sc0">:</span><span class="fc6 sc0"> </span></div></div><div class="c x3e y30f wd8 h19"><div class="t m0 x1c h18 ybb ff1 fsa fc0 sc0 ls0 ws0">641 </div></div><div class="c x4 y7fa wd7 h1c"><div class="t m0 x1c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Value of liability as of 31.<span class="_ _0"></span>12.2023 [in thousands of PLN]: </div></div><div class="c x3e y7fa wd8 h1c"><div class="t m0 x1c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">628 </div></div><div class="c x4 y7fb wd7 h1c"><div class="t m0 x1c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Effective interest rate: </div></div><div class="c x3e y7fb wd8 h1c"><div class="t m0 x1c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">fixed interest rate </div></div><div class="c x4 y7fc wd7 h1d"><div class="t m0 x1c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Repayment term: </div></div><div class="c x3e y7fc wd8 h1d"><div class="t m0 x1c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2050-07-01  </div></div><div class="c x4 y7fd wd7 h1a"><div class="t m0 x1c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Security: </div></div><div class="c x3e y7fd wd8 h1a"><div class="t m0 x1c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Fixed assets </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y563 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y7fe ff1 fs0 fc0 sc0 ls0 ws0">As of <span class="_ _5"></span>December 31, 2024, th<span class="_ _5"></span>e Group&apos;s total debt <span class="_ _5"></span>amounted to PLN <span class="_ _5"></span>641 thousand, and <span class="_ _5"></span>was secured by <span class="_ _5"></span>fixed assets </div><div class="t m0 x4 h2 y7ff ff1 fs0 fc0 sc0 ls0 ws0">with a gross value of PLN 121 th<span class="_ _5"></span>ousand. </div></div></div><div class="pi" ></div></div><div id="pf40" class="pf w0 h0" ><div class="pc pc40 w0 h0"><img class="bi x67 y800 w31 h7e" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 64 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">As of <span class="_ _5"></span>December 31, 2023, th<span class="_ _5"></span>e Group&apos;s total <span class="_ _5"></span>deb<span class="_ _0"></span>t amounted<span class="_ _5"></span> to PLN 628 t<span class="_ _5"></span>housand, and was <span class="_ _5"></span>secured by fixed as<span class="_ _5"></span>sets </div><div class="t m0 x4 h2 y683 ff1 fs0 fc0 sc0 ls0 ws0">with a gross value of PLN 117 th<span class="_ _5"></span>ousand. </div><div class="t m0 x4 h2 y713 ff1 fs0 fc0 sc0 ls0 ws0">During <span class="_ _10"></span>the <span class="_ _0"></span>reporting <span class="_ _10"></span>period, <span class="_ _0"></span>there <span class="_ _10"></span>were <span class="_ _10"></span>no <span class="_ _0"></span>defaults <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _0"></span>repayment <span class="_ _10"></span>of <span class="_ _0"></span>principal <span class="_ _10"></span>or <span class="_ _10"></span>interest <span class="_ _0"></span>on <span class="_ _10"></span>borrowings, <span class="_ _10"></span>nor </div><div class="t m0 x4 h2 y714 ff1 fs0 fc0 sc0 ls0 ws0">were there any violations of other terms a<span class="_ _5"></span>nd<span class="_ _0"></span> conditions of loan agreements that entitle the lende<span class="_ _5"></span>r <span class="_ _0"></span>to demand early </div><div class="t m0 x4 h2 y715 ff1 fs0 fc0 sc0 ls0 ws0">repayment of the loan </div><div class="t m0 x4 h2 y801 ff1 fs0 fc0 sc0 ls0 ws0">Due to the fixed interest rate,<span class="_ _5"></span> the above financial liability does not involve interest <span class="_ _5"></span>rate risk. </div><div class="t m0 x4 h20 y802 ff3 fs0 fc5 sc0 ls0 ws0">Maturity structure of loans,<span class="_ _8"></span> borrowings and  liabili<span class="_ _5"></span>ties <span class="_ _0"></span> </div></div><div class="c xd6 y803 w44 h19"><div class="t m0 x18 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Maturity structure of loans, borrowings and <span class="_ _0"></span>long-term financial </div><div class="t m0 x103 h15 ybd ff3 fsa fc0 sc0 ls7 ws0"><span class="fc6 sc0">liabilities</span><span class="ls0"><span class="fc6 sc0"> </span></span></div></div><div class="c x8a y803 wd h19"><div class="t m0 xbd h15 ybb ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y803 we h19"><div class="t m0 xbd h15 ybb ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y804 w44 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Long-term, including: </div></div><div class="c x8a y804 wd h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">605 </div></div><div class="c x8b y804 we h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">593 </div></div><div class="c xd6 y805 w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- loans over a period of 1-<span class="_ _0"></span>2 years </div></div><div class="c x8a y805 wd h1c"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">36 </div></div><div class="c x8b y805 we h1c"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">35 </div></div><div class="c xd6 y806 w44 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- loans over a period of more than 2 years<span class="_ _0"></span> </div></div><div class="c x8a y806 wd h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">569 </div></div><div class="c x8b y806 we h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">558 </div></div><div class="c xd6 y807 w44 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Short-term </div></div><div class="c x8a y807 wd h1c"><div class="t m0 xd6 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">36 </div></div><div class="c x8b y807 we h1c"><div class="t m0 xd6 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">35 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h20 y808 ff3 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y809 ff3 fs0 fc5 sc0 ls0 ws0">Currency structure of carrying <span class="_ _5"></span>va<span class="_ _0"></span>lue of loans, borrowin<span class="_ _5"></span>gs<span class="_ _0"></span> and financial liabilitie<span class="_ _5"></span>s <span class="_ _0"></span> </div></div><div class="c xd6 y80a w44 h19"><div class="t m0 x6e h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Currency structure of carrying value <span class="_ _0"></span>of loans, borrowings <span class="_ _0"></span> </div><div class="t m0 xaa h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">and </span><span class="fc6 sc0">fin</span><span class="fc6 sc0">ancial </span><span class="fc6 sc0">liabili</span><span class="fc6 sc0">ties</span><span class="fc6 sc0"> </span></div></div><div class="c x8a y80a wd h19"><div class="t m0 xbd h15 ybb ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y80a we h19"><div class="t m0 xbd h15 ybb ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y320 w44 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">In U.S. dollar currency (PLN equivalent)<span class="_ _0"></span> </div></div><div class="c x8a y320 wd h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">641 </div></div><div class="c x8b y320 we h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">628 </div></div><div class="c xd6 y80b w44 h1c"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x8a y80b wd h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">641 </div></div><div class="c x8b y80b we h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">628 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y516 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y80c ff3 fs0 fc5 sc0 ls0 ws0">Fair value of financial liabi<span class="_ _5"></span>lities </div><div class="t m0 x4 h2 y80d ff1 fs0 fc0 sc0 ls0 ws0">During t<span class="_ _5"></span>he 12 months <span class="_ _5"></span>ended December <span class="_ _5"></span>312024, the <span class="_ _5"></span>Group did <span class="_ _5"></span>not have a<span class="_ _5"></span>ny transfers i<span class="_ _5"></span>n debt items <span class="_ _5"></span>between levels </div><div class="t m0 x4 h2 y80e ff1 fs0 fc0 sc0 ls0 ws0">of the fair value hierarchy. As of Dece<span class="_ _5"></span>mber 31<span class="_ _0"></span>2024, the fair value of loa<span class="_ _5"></span>ns and advances did not differ materially </div><div class="t m0 x4 h2 y745 ff1 fs0 fc0 sc0 ls0 ws0">from <span class="_ _13"></span>their <span class="_ _13"></span>book <span class="_ _13"></span>value <span class="_ _14"> </span>and <span class="_ _13"></span>was <span class="_ _13"></span>determined <span class="_ _13"></span>using <span class="_ _13"></span>models <span class="_ _13"></span>for <span class="_ _14"> </span>which <span class="_ _13"></span>the <span class="_ _13"></span>inputs <span class="_ _14"> </span>are <span class="_ _13"></span>not <span class="_ _13"></span>observable <span class="_ _13"></span>directly <span class="_ _13"></span>or </div><div class="t m0 x4 h2 y80f ff1 fs0 fc0 sc0 ls0 ws0">indirectly in active markets <span class="_ _5"></span>(Level 3) </div><div class="t m0 x4 h7 y810 ff3 fs2 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y2b2 ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">19 </span>Incentive program liabilities </div><div class="t m0 x4 h20 y811 ff3 fs0 fc5 sc0 ls0 ws0">Information on estimates </div><div class="t m0 x4 h2 y812 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>Group <span class="_ _10"></span>operates <span class="_ _15"></span>a<span class="_ _5"></span>n <span class="_ _15"></span>incent<span class="_ _5"></span>ive <span class="_ _15"></span>program <span class="_ _10"></span>using <span class="_ _10"></span>cash-settled <span class="_ _10"></span>share-based <span class="_ _10"></span>payment <span class="_ _10"></span>transactions. <span class="_ _10"></span>The <span class="_ _15"></span>pr<span class="_ _5"></span>ogram <span class="_ _15"></span>is </div><div class="t m0 x4 h2 y813 ff1 fs0 fc0 sc0 ls0 ws0">based on derivative financial instruments, entitling the holder to receive payment of a cash amount in <span class="_ _0"></span>the amount </div><div class="t m0 x4 h2 y814 ff1 fs0 fc0 sc0 ls0 ws0">and under the <span class="_ _5"></span>conditions specified in <span class="_ _5"></span>the Regulations and <span class="_ _5"></span>the Participation Agreement <span class="_ _5"></span>(so-called Restricted Stock </div><div class="t m0 x4 h2 y72d ff1 fs0 fc0 sc0 ls0 ws0">Units, <span class="_ _5"></span>hereinafter <span class="_ _6"></span>&quot;RSUs&quot;). <span class="_ _5"></span>This <span class="_ _5"></span>program <span class="_ _5"></span>is <span class="_ _6"></span>recognized <span class="_ _5"></span>in <span class="_ _5"></span>the <span class="_ _5"></span>consolidated <span class="_ _5"></span>financial <span class="_ _5"></span>statements <span class="_ _5"></span>in <span class="_ _6"></span>accordance <span class="_ _5"></span>with </div><div class="t m0 x4 h2 y815 ff1 fs0 fc0 sc0 ls0 ws0">IFRS 2.  </div><div class="t m0 x4 h2 y816 ff1 fs0 fc0 sc0 ls0 ws0">In order <span class="_ _5"></span>to comply <span class="_ _5"></span>with the <span class="_ _5"></span>provisions of <span class="_ _5"></span>IFRS2, the <span class="_ _5"></span>Group recognizes <span class="_ _5"></span>an amount f<span class="_ _5"></span>or services receive<span class="_ _5"></span>d during the<span class="_ _5"></span> </div><div class="t m0 x4 h2 y817 ff1 fs0 fc0 sc0 ls0 ws0">vesting <span class="_ _8"></span>period usin<span class="_ _5"></span>g the best <span class="_ _5"></span>available estimate<span class="_ _5"></span>s of the <span class="_ _5"></span>number of e<span class="_ _5"></span>quity instruments <span class="_ _5"></span>for which <span class="_ _5"></span>vesting will <span class="_ _5"></span>occur. </div><div class="t m0 x4 h2 y818 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _15"></span>entity <span class="_ _15"></span>adjusts <span class="_ _15"></span>these <span class="_ _15"></span>estimates, <span class="_ _15"></span>if <span class="_ _15"></span>necessary, <span class="_ _15"></span>if <span class="_ _15"></span>subsequent <span class="_ _15"></span>information <span class="_ _15"></span>indicates <span class="_ _15"></span>that <span class="_ _15"></span>the <span class="_ _15"></span>number <span class="_ _15"></span>of <span class="_ _15"></span>equity </div><div class="t m0 x4 h2 y819 ff1 fs0 fc0 sc0 ls0 ws0">instruments to be vested differs from previous estimates. A<span class="_ _8"></span>t the vesting date, the entity adjusts the estimate to the </div><div class="t m0 x4 h2 y81a ff1 fs0 fc0 sc0 ls0 ws0">level of the number of equit<span class="_ _8"></span>y instruments that will eventually vest.<span class="_ _5"></span> </div><div class="t m0 x4 h2 y81b ff1 fs0 fc0 sc0 ls0 ws0">Recognition <span class="_ _17"> </span>of <span class="_ _17"> </span>an  ince<span class="_ _5"></span>ntive  program <span class="_ _14"> </span>requires  the <span class="_ _14"> </span>performance  of <span class="_ _14"> </span>an  analysis <span class="_ _17"> </span>that <span class="_ _17"> </span>involves <span class="_ _17"> </span>making <span class="_ _17"> </span>certain </div><div class="t m0 x4 h2 y81c ff1 fs0 fc0 sc0 ls0 ws0">assumptions <span class="_ _5"></span>and applyin<span class="_ _5"></span>g professional<span class="_ _8"></span> <span class="_ _5"></span>judgment, pa<span class="_ _5"></span>rticularly with <span class="_ _6"></span>regard to <span class="_ _5"></span>the <span class="_ _5"></span>number of <span class="_ _6"></span>equity instr<span class="_ _5"></span>uments that </div><div class="t m0 x4 h2 y81d ff1 fs0 fc0 sc0 ls0 ws0">will <span class="_ _0"></span>vest <span class="_ _10"></span>during <span class="_ _0"></span>the <span class="_ _0"></span>reporting <span class="_ _10"></span>period <span class="_ _0"></span>as <span class="_ _10"></span>well <span class="_ _0"></span>as <span class="_ _0"></span>the <span class="_ _10"></span>valuation <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>RSU. <span class="_ _0"></span>At <span class="_ _10"></span>each <span class="_ _0"></span>balance <span class="_ _10"></span>sheet <span class="_ _0"></span>date, <span class="_ _10"></span>the <span class="_ _0"></span>Group </div><div class="t m0 x4 h2 y81e ff1 fs0 fc0 sc0 ls0 ws0">estimates the <span class="_ _0"></span>number <span class="_ _0"></span>of <span class="_ _0"></span>equity <span class="_ _0"></span>instruments <span class="_ _0"></span>for <span class="_ _0"></span>which <span class="_ _0"></span>vesting will <span class="_ _0"></span>occur <span class="_ _0"></span>and <span class="_ _0"></span>their <span class="_ _0"></span>fair <span class="_ _0"></span>value <span class="_ _0"></span>during <span class="_ _0"></span>the reporting </div><div class="t m0 x4 h2 y81f ff1 fs0 fc0 sc0 ls0 ws0">period in <span class="_ _0"></span>order <span class="_ _0"></span>to <span class="_ _0"></span>recognize <span class="_ _0"></span>in <span class="_ _0"></span>the <span class="_ _0"></span>financial statements <span class="_ _0"></span>the <span class="_ _0"></span>relev<span class="_ _0"></span>ant liabilities <span class="_ _0"></span>and <span class="_ _0"></span>the <span class="_ _0"></span>Group&apos;s <span class="_ _0"></span>expenses resulting </div><div class="t m0 x4 h2 y820 ff1 fs0 fc0 sc0 ls0 ws0">from the incentive program.</div><div class="t m0 x88 h2 y821 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf41" class="pf w0 h0" ><div class="pc pc41 w0 h0"><img class="bi x4 y335 w17 h4d" alt="" 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Jmo7AVVJVA1hsFQUYRIlpgNlA4blCixQpqUiAjqoEpQpqCovYrCGLJ2/5sSQFVLL0RsmLyXxNoss81T/IRZKz7+lxZC2+2kpaWlpaWl5QvK5wqZiMhwOAwhzM7ONo808e6NjY2///u/P3369OmzT1Ga/+W/+b++/e1vr66tbu/s7O0Ny7LMOrlzdnd3KM3uv+ANMVtDzrk0y/MsT2x/ptefne3Mzb329a9/5avffLgz/703b/7wh+8tnzhVVvXW5rbEqALDZmlhQAihmly6eObrX3n2d9544fRxdDOwqCVJKFiqgArqiQK0AyRKVpUiyAsTG2WOQB0pKAD4GgDSBAnDEpruHiRCUSCAkiqbhEzyGYvovW9CJjgobzcmrap1XR/GTgBUVdVk5ZublmYlm3j30QXHQdW8ruu6rpskfePuQSVC2ZiDEDqFKFXt2bA1xhqOElXBTE1XQGYQQaLUPhIRM1lDRBxBpaKuFYpOSoaIVSHqGLbpA0PaSHD0EarkUlGuBdM6GsvGsQBRVRXWgIhUIQIiEClECUSCsvTMnCXWGTDv92Kkwymj+rERRvyFbJHe0tLS0tLS0oLPX+0+DCs3jzQNBKfTqbV2e3t7dzhZ25x852++9/YP36nq2gcfgodEcsbYhCIjBhjKsvzYwsLi4gISy9Yyk5RTqBR7O3fu3U4dFufmBie/fuHc/HDrxO7eXl1PwCWxYbLWOE1sXYdRWd1aWZud759+6mS310tSlxlIQCQ4SwBDSUWFrHKqYCWKoEjsI6IQG9RAbHR5P04BBWpBqOAYCXOaMEVIgK+RiPLn6LjR3Jw01e5mx2RDs13yMIVirT3cf9ksabOqR3MpONLP5HCPZnNyWZYRRC4ty8CMNLUKRNUQObGW2GjTaJxAhLoWVaQpASRAFGUmJgKx91qrBkdFHSCSJykYTdcREESjRKGjpWdmEKmSQtkQMURlUkaybKypPQzDGCghRohSZskwQE3fQIpNavyIYh+pabftTFpaWlpaWlpa7QZw0KskyzJrbYyxLMumgeBoNAohvPzyy3/xF3/x7/7ddz76aLizs1N735+dRyy8n1D0YQoE1QKslHSzxbljr3/t9VdeeWlaTKuqEMj8wlyaJqPR3l//9V+/8+abV9+78h//Z//63KVXfvdbL/2v//uf7w73Or1Ztql1HWPSGmFUFbvTaRmqwYO1Mx+tHD9xtt+zSdYkIUiVACYlCLyxAgdlAQQIqttF8CJZAiHI4zHn5ANY1dfYGyJ3NJPzoMuWCUylgFWsfMYSHTYKbD6s67pp+de49WGSG0CSJCEE731Tw07T1FrblLTTNMXBrJzmgk3y5LB7oPd+e3s7KCe9ueFekSbm2FIfBIUBmSYK7oOUlaioczqZCEDWOmZWZQUbA2NUFMNRNQ1CXbu1vYcgvXyByDQOLAAUPkYDGKamIWLTiVBJySA1HAnTKqxujF1m0m5alejmpt+1IEyrMC3iTKaJhSFKm14uzRge3Z/EwweH9LFqN7UK3tLS0tLS0vIbrN3MnOd508muMW/vfZZls7OzKysrf/Znf3bjxo2NR+PRsGtpwaWoJwKYbtJNE1OHup5UiZs/ceLY5Ree/eM//sMXXnz6+Im54IOoKAmRNYZF5I3X3vjBD77/j9///vf/9i/29ja+9NVvDAYoA9iF0o997ZXS2gPEg6WlUE63hqMPrn90/HivlyX90ymBVBBqMWa/gbSAAwhAEVALvOCv/ua7V2/eUaJpGWovqrAuMWya0AwEJHx8fvbM8tKFp06fObW4NN/LOiDGZ+Zwmkr2oXY3Lf+aIvdwOBwOh00J3Bhz/Phx55yqNncvhzc2zdo2pn50RGVTRA8hbG1t3blz56c//enmTsH5kgieeebC7//et7o9WIs0AzM2t0bXrj24c/fe1taWr6sQ9djSsa985ZWzZxd6vY4PYIOqiDvb5d/9P/94/aPb6Xy/mBZzg8G33nj91PLSoJsj+E5mU0MAk2EQgvfGGrZOQSFqJQrDkyreW9n8t//u70bjMVkrMG9845VvvvFqjHj7nff+8R/frKZjCdXcYOY//9N/9fRTJ/PUNGOLmjudpssJYb8D4ZF1NO0bsqWlpaWlpeU3WrsPG3E0WYgmqTwaje7du/e9731vOBwCM2XRy9KeYS7rsbVp4pxqZLVz/fmXX3np0qWzL7508fd+/7ePHZtLUjYGUVREQU1xl54590y/0+vm3Xc+ug3srTy48vxzZ2ZWt2/dfaRwUREUhZckyfNODySTsrx19/65s8fPnuhePJUZAlRDiAzAMsgEJa9EQCAEIAJXb935/o/eVU7GZfBBQTZLcwKVRaEhOMMzWTrfn7l7f/2jO+vPXjxz6cKpc08dW+jAuc9ex2Z9mhJ1I9AiUhTF3bt3b968WRSFqvZ6va9//etLS0vGmI+lSg7z3IcxnsNWg42FV1W1ubl59erVuw92xC0SCGq++tXfMtZkKYtALXZ2x++/f+v9D95fXV0LwccQzz51dn7+RL/fcUlelbAWKgiRbt++/6O33zH9rkh86sypl196cWlRdL9vSTOnUhX72RIiJmIvWgfxooYpKkaT8sMr11bXNwQUlU+fOfYGXlVgZXXtRz9+p5hMNPrl4wv/8o+KKPBerNnPrPDBd9dsvzyYRb+/Cm0jk5aWlpaWlpYvsnYrHpvPp2mPArDOBu+n0yLN0jRJAdy5c+f999+vax9iVIlBTIgOYB/JuZzJ7Y62unl26cJL//1/+z+89NLywiJZh6pGPdVuD3UlVaUzAzaGoqCu45de/NKrX35lpZ78L3/5l3/119/+7/71/3j15soH1/9cXZ8oJVWBRFUlTfO8Gg9XVtfu33+weXE26KIhAAherSVWVjJeUYtaQ2RhDYyi9PWoqG2WCjuTOec6eZ77up4MxyxqjEny3t603Nq69eN33nnm2rkvf+ml3/2d33Zns+7ckwNeVD+2Uk3DkhAjG9PsfQRQ1dXW1ta77733D9/5hwcPHhDR2bNnT50+3ZvpdTqdKNGo2a+jHyS4G+1WqEQRkSjRGJs4ByDP8yzLYgyT6dRjUvt6a3s4nVRpksZA3qPTwd5w8tFHd27durO5uZmm6WQyYeNWV9fPnl3udrUoNM8pScyg37HGTouqqApj+MTxY2mW5ZnNUlabGYZoCDGyIUtsrCEmUa19rL1ENNl34xKeltXeaBJFp3WYTCZEsBYh1JNpmSZp6vK52bn+TMKEcSEzOTNDiaTRbFUmebyrkugX//q1tLS0tLS0tHxRtFsOdOfTs7XUFCaFTcxzG1XGZVF7fPvv3/rzf/MPu7tM9gSnOfxYXC2GHJcwE0rsyTn7L//wm3/yx3/0zAvpzHxtMgZHZ8BCMGRzICE1iMRiiHKjhEiYd+73Xv3yQjazt7ZVDMtnLrxw/d5W6a1NZ9SEoLas4aAQMPDw3v0bV2cunz321InuTGaRdj2pAJa0G0NOBUxnCowUOx5ldqzuni5gir3txRn75ecv8HRHRlPPyiKESml7CNom493itXH34Y344+rBf/MH5o/mbUpzoh1RZ5mKuqxjlWRRqBJERmrQIZNHw5HNVMMk7BLDWKbF/g6n13Yx0dMWviNuZGhqSqLS5zvKjhEsZiqyJXMEB1QVpilcJWFSV/1kkBlTARLV9bsXLp9MB6Nd0YfFl2Z7PnbOwbE1k45TyqhGZ7PElU08cpcmcxcnhpOZndCP9zbff7lO0nTS7aQ2XXi4pd/58YOfbWXD9MKM3elkZmFx6eTyrEuTaQ0INIEzQMYVjyvyahyjC9iKjKZMHAsqasPRRY+ej+c1zhDvgmabXaoCgarDTIrMxfk4tUa1n3tGIHWGMu8RldgQWLxO61gwdy3njpOE2LbvyJaWlpaWlpYvqnYf/o2f8GldJajJP0RFZAYnJtQymkwfrGz97N2r71+5rbVNTNdSapKR0MRDwCFINK5z6dKlN377pd/+1ktJaqyJSoFYTTOJHGwMkWNABapgZlIAKhnTpdOnenn/px/e7Wadi09ferB5pZwo2S64ioo6QFU4gpR2dnYePny0srJzfC7pdZwYpySqYJDTkiACrQERmkQE19VsNkbATOcGc1958dlOtZEUc646waGu67BX6MMJ39qR7YfFTshWN+PVvfXXL5Yvn8mW5ztAJkpR2CsFIiYIxwivSqwZgWFYiaLKFEpQA6qJdqPdrrKgfUfTAokkmTdaakVOlDVojKJVNLUaBWqgJERCRZgQICaIyUiDh7XJ7MKsyzW4bBovZmZ3YyRXrt9In+31806eusrr2OvqOO5onwfzx48t+b0rJd9/tLsymhyPIevkM5F7u4V+eH/jUZWF/HhmY55zt9ub6edgW3k4g0klTOJSUSoFJdMMQREpgGCgVmrUVdQKddSUME98zLCDyeUgNcJEpIn4NFRJ9MSKzGkMwiQAJEJBaplYg4SSKkOdSAS2rn07trS0tLS0/DPz8OHD0WjUrsP/P9r9eU4SEeL9kjgz743GP/rR22vr68RGrQ0i8CFxWV1P68oDEaFaGPRfffW15ROnReBsouLrOqSpJaYDyafHE1ked5dTEW8NDfozp0+dNDOS7MqJO9ths6iQEHuNKgIfxYgaIIhMiunW9lbt50U1RLEsYBUFIzZ3DU2muBl+bhnW2O7C3NnzZ1/90vPPLNJSqk6UiqKaltuTcGc7/PDa2kfffqsMNqoUw53b19Y/WOh0XruUJ0zKdYR1eTfJgKDII3yhUgWrAuugBJDt2kWQlLV/uLU5miKxc1J3iIzltJcP2OSVhA7PO86geelNVSNEuAyJyQzSCMqdOoPdPYoGWQ91TUGJlZlnZgb2+MJStb155eqV/237J/3/6vePzV/udDIFi0oI9aSQYwsnvvHNr/3s+w9Ga8U4q3aH091hQaaLXALIWpukad7Jc5tZJ80MGx8hgm6Ozc0wLeq5pcqmwRhYTlVslP3NjwIEaFFX46JQIElSa7qFJE1OXQCwZZvUQbyvR5MiQsAMJMZaKItCACIwg8DOuIwzhWW07bpbWlpaWlr+v+DkyZPtIvx6aDd9SsF7v283mJgAilG2Nre++4/fffhg1drUph1fxVgFkzs2qVWKoer2O2fPXfja1984d/5CkuRMVkgNgcDYj/ESgwTczGNvmlk05mWZ2DkBL87NBauTWDFzXdeFcBRlY61LUUdSayklE8qqfrS5VdVPNR24rWHLakiJiaBAYBgL4wgcKq2nUTlnmcmxvMjdzFrW1ChBjLWmx2ZO18tqJk+qmAKuDL6ouCic5Y73brgb1lanm9tr65t37z+4Fqk0FmKcxI61g9nZpf7sYGFpcO7cie5MNhpX3/v+hzdubIgOOp0lS5PRaO9/+p//2tm9bif81//lf3FqeW48ie/9/M7tu5vrj3Z3Jpu1TuEiHFySpmnP8NzxuRMXTp989un+4qxjHfzut/5kZHb/jx+sd40S83A0ta6b5v2g9va99dt3Vipf9fv9M6f7z16yH/64nkyKUVqDe2m+lKRz0WQhFnvjSVFOp9O9teLhq68899T5C8PCSI1Hq7vXr3w43B0W1U6kB52ZyjlU08TSUq976tTpC0snZ+ePZ/1BmlqTZh2X5mSsqNL+ZlBEBRlnXOZrjl6KIOQUjjwxgdfWtm9ef3jtw7ubW4+8DOcX6djJmZNnFk+dvDw/u5zlaRvsbmlpaWlpafnCa7c+3sxGBw88ad4AoKyAr/3m5ta7P3t3c2PXsEuzjtTT4OtgxdqEnVXB8smzL7386vPPP3f8+LHEMROIbDOS/SA+TiCig6mFB93yQIAlGEsgN9fnktCdMFSr2hcBQdgZw85JdITE2Agqi6re2tn23hNgiCyTNcKqIBAEGhlsCQnDIKgvvJfUsaUwk8FAJQhYVMUYdLKUenx8sbs46FWFrbwSx62d6dq6DdGNR3r37uT6tY2P7ty6eee9G7d/ws5nuTOuI7HL3J8dLB87sXTm/IlA6bHl+cmkfu+9B3fv7ZVV3nF9YTMaTX/ww+tVuSCqU+QAACAASURBVLK0YP6TP/xXxpa3P1r9/g+v3rr1aPXR3sONB6WOTSdwomwTa7uDzslTi3uPnpLF2afn+gPLnZde/Ma19bv1318b9MmSLb1EJEpZADa3x5s7Q0F0CfcHfGKZ0lRrH8eToOi5ZMG5gXLmw2hre3c6HdX1RCbD48vz5y+ci2rX1ocfvHfn7//unarcEeyU4Y5Nx2zEVynFY73O+Wcv+7MXls49M/vC88fFaYgioCCCGARRRfZ/a9iSywJMAAWysOQJZSWTyeTqzQc/euuDn759dWPjIXj09KXeC/HMYC4XX7OIafdTtrS0tLS0tPwGaPdnwMz7PTyA6bTY3tx5tLo+nUSXzTbxDRX4qXf91KUu+PjSS6/+i9//j44f6+cZmYNoCu3X0h97Nx/Jkx9pIxcZ6kg7qe0F7mQVVGrvK4+IlEEeDDLGOGaB+Kquh8Oh9x4A036YBBDofltoBhyj45CysNR+WlSWqunUewgBKoilVqWCmFMC5Vlyenlx9+F4YzJB9Deu33mb8z/4w7Byb/LzdzeuXbt378GDja29iEHecTP9rnXdonBlYVbXy9LvBcqSznrpLRib235nV6ZjHaFMjc+c7Q9OLSz0TxxLanR+8vNb3/6337t7Z+h95rLBYHB2Nvdpn+Di3miyuTnxU18Ot/a26KXLJwa9waDL3d7i3PxeZ4aynDla8XZnGIejODdnmVPrMpfYaTksy6FLkHYy49JpMalDLhgQzTBxXVara+uTaQQFl/Pps4tPP3PMgH/4g5tvvv3OjVt3nAu9GenNLmzv7pXV6PixY7ubWF9fH47eu3E/u7g+P3vyDXa89mhjbzKelkyxUlPv9yAngBnshCxcwmk/shnVsj0sb924/u5Pr7773q2N4STrDU6dOvXaa6deeeX8c88/1XVLqem0zt3S0tLS0tLyhdduBSKa7LY+WfNuDomMscRQkCrG48loNCaTgHwMWlU+CIMTQLxXQYhBl08sX7x4EZpIoGajnApEqRnDcuRzEA62cmrTl08FoSI25JLMmX6XFme53+90Ot2yIAkmBC2KyqgQIQjVIqWXoqyiCFRFmgxyhNSQCChCADtmOEJqKLNUGSQMx+oMEgOnBLWkDiAYVtBMp/vi85cf7H0YH25bAbNllxtHa5vb7125/eGHtybT3ZnZ2d/92ldPnprpzmRlZXa2wsrK3nvv3djcnQZ+FE1YOtG9/NzZb/3eb83Pbd26PhkNrS822SW/+/svHj+e5Rm7ZGY0XpuWEZzVkaqJP/fspTMX546dyYsgD1e3Prr18MFHu5Mi5Db85Kf3nMXrX14Gm95MdvLUoNxZL6qiS8nNu+unTi29Mnemilp7EQ1gMtanKRbmB7NzC/V2+dGdnes317/86szGrjxYr3d3R0B6fHnh5XOLC8eW7q+sf/D+1bd+cO32vbUk6ywvL5w/v3jh8iBNptPp3t17w6txZzyudvZ8sGFxN08o6/S6s/PVzMxgmDhfIIYoUZoIURStogay7Lq226+NXdsdXb+5euWDm1ev372/vp27wdKJhfNPL505s3Rs8Xg/m3FkDaiJHLUV75aWlpaWlpYvsHbjYFIgg/DYvI9oN5HB/iAXTItyWlRp3jXFNATEwqtYdhkbiMRQeo06MzOzsLAUBT7AWhBBRGIEW+Kjs8Cx37WaD6vdCgoeRsnGhG03xUyPOnmSpqmN5JVipNoHx2qZAmBEo6qAmiEv+70QNULC/uyVuD8GngELJIzEUGLhDFkDa4iVVJisYyIYRqRuJ7986cwP3r8poUjIJYnjJPPA9t744cbm1nDsUnvs1Kk3fvuNM+fm8o6ZTGR9vexdXbv+0epwtLu5u1dh9Fp5+sTyc1//rZd9ePDo0d3xeCpA1ste+9qzF54+LjEW07L0PhIleaf0Imqeff78l147e/J8d6/Qj+5sGNvf2fxwvFXVIX5w9d7Sknv9q8sKdLrJ6TOzN3bu1L4cdLr3VnY+urd56fnTmzvT7eE4xKo/35ufy53D3Fx/bn5xczK+eXvzxNLK5Reevr9a3L47nEwK6ti5ud6LL58ZzA62d3Z/8s4Ht+48HE/joLd84ZmLr732zPMvLy8uZNPp5IdvvldM705GG8NROZ6Uo3FN6vK815sZZHmHrYqKStN+GwzEqKUXrzZxudruTmHWx8OfX7199dqdlZWNURFPnTp94dLZ558/duZMb67fSciqRJXIANqgSUtLS0tLS8sXXbv14L/PsB4i9j7GoL1ebzSW4CVWnhOX5J1urzMdbhfjAgzvUVQxyUwEQoSziDFGL87YT3yKT8xJMQYAQoBNQIiCOngfo8DCORiGSrMJU7VWIpckvZkZNhaANUyHWRXDIIZagGIzH7720dekkdAkX+ADWJBphCj2W6wgSWn5hOnkkRHyNEPw47pc28YkoDvbffbFZ2cG6dPPLC6f7fbmTJpido7zXl74/tLynLpQ+b3N3Ue7k71oMVhEpOHDR/fW1yfdLA7mB4NZnptD9FqUZeHH03pPMNMbzMwtLH3l9YWLlztJhsEsVXW6+mhw4sziuu74cbE13N2bzpsMMMg77uTyzI33akBn54/vTXRto9jaxdVr927eul2V01cvvfr88xcMo9PJ+4PZcmfp3r3hlcHDotabtx5eu3bPe2984etxWU87uRl0BsdPHBvtUmLqWHcuXlp+7fWz/TkXhDjrvf6NL8ew7Ot7H179aDi9v7kz3pwWpiinRVVUZVWTj9YZgKn57YkxFj5EZYIb1+7abQzHOz+9cvPhvUfFJPT7iy+98vo3v37u5eezbsKZraFFXRQU4Sh3OajtaNLS0tLS0tLyhdZueSzBdBDi3qdJSENEtQmcsGE2MSiUiAwAVYYSGwaDSE3ifPRFMZ2f61pjmgnozARDIDnSLeUwUkBPRFvYNB+owAvKUsbjYjqd1jFHkhubkMJQoCgSQcxZni8sLDjniNgZMAdSAQRkQAZsSVkVPqCuva/rGEJkDSJ1gDgQE9RBFc0OT0UQ2RmGyaQMvjI2ZyeUilg888KJ/lwevCFjXcYPH63fvL9b+2m305lMzP37o+3hehnGwmWkqcATIU1gXU1JObuUWS6F6onXOiJPeH4uv3z5LIBu3lftBEkfbe2uv7VWxolaXX00un5zc3N3NJyMp7vTQYe8FsKqpIPZ/Lnnjv/sLbe6Xe+NplP47b0yAnvTcjItjNH5ue78XJeUksQ5l/hgp5UZjnlzGw8e7j3a2CUwxKcJnTt/Ku9lju3Xvv6lyxeL6ShGb53N3/zRXaE9mxiwmYyqax9O1taHZanG5p1Ot5ukPZd0nDPECgE0cZbI1AGWIYoYiYzzQjuT6srN9eF4dWV9x8PZPM86swvHZxeW+t0Z4wBGhChUCGrs49+DlpaWlpaWlpYvpHbrwZxK/dQGgvv2raIKY2CtM2zLopIozAkMoBRD9HUpEsiQy5xorOqSTcdYEGuMQgTrmFhAut/NhJ4w7wPp14OCJ6kiRniPsqyqsgqwJgUbQyBDSgoJUYEsy+bmZo1xUFhDBIWKqqgYsEFTXxeIIorEGEW0aXXnBUJQwwrWgx2dkTGpwp37uzu74+Ar14k2EdsRSuXC5aWnzs89Wh/tjcLW7vDdKzdW1+/sjXayfBB9NtwN61srxOIy5cSzlf2kMtWclIPFntRV1GJaSxk0TzE3yC9ePD0z108tTQpaW6/e/tnVlc0HY78VTZiW1d6wmu5xUcTa13l0UUuQCmJvxl58emFuNn2IuL07MpruTevIqHzwIVqrnZzylAyQJZaJR6Mamlex92BN1zbK0bhy1rCRma47f/50J02gdPny+WoSyomvCv+97z74+bv3pvVKf+CS1G1sVFvrZneLqko6g06vN8hckjmXW8dN/MhwkjgC1x4mAUAKttbVkYbj4vqdB5NybWdUzHQ7zqac5C5zbDlGZVILbVqqG4a1aJt3t7S0tLS0tHyxtftzEUMUhTFIksRYMx3vhWCttSImBoSyHNXbwkKZsak1ltnsx1ZijNPJNE1snrmDiSsfr3YfES7ZH3VIzA5pil4XeZbZJEU0AKIEVWGKCHX0VcaVMejmGdTEoMpCEEiEj0FUnTPWCgCGzWATa5PMcrSps2kCi1LBAcYiBghABmXE1t74w+s3tra3FbDWmkTZBlAlCGuPtv/PP//uxubGtNwdl4+CjEOsq1pTt8CYiTIlVgNJc2QJGaAEJtV4OFxNjFiqYE3aEU5jCclBdZg+2lj53nd//uDB7ngiu9NRdBXn9c54qzczWD555s5ks9tLTi0tTYdrImViEKiA4U6aDPpplrl6GljSsqZpiWnp67oyWUSYmlj0LHppAmBldf3U8WfB81ev17tDGJN08iztYtDLUsszaVZN/cra5gfvPrzy/sNb1zeLaax8VYT1ZCMmSUI0EBmkaUcpspEQsVv6vArjGCpfWXZpnmWpAdhXyB2IYCwZ5xCpKMv1R5te94ICbGovw1GxtROHeygXEeGNi7lhQweNclpaWlpaWlpafuO0+xNlbzYsQYqiVFVrDLGRECTWgoyIlSlqgCFmrauxMZJmtvLeVpIYWGdF/bSs0oSZQapgIiIRhBBAzGyZjaiIRAsmOJDzwjfvrn7nnZuTwidpaitWiWjy2kaJRMQTCTSKeED3IwoiEkVFhZ2Sg5IHhOAMiIjYJGkaxFc+gKGMMqqfwlpYQ0qIBl5lNJ2C2TlbVcXifDq/OMhyd+3a7Xd+cuP27ZX1jYdRxydO9U6dfmZ+ccCcWdMfD8MP33y3rCZMqrFWiWjC8qzOqjNiIABXVYxeiXVcje/c/+gnP33ng/dv7uwGm8zMzPeOP3Xm+NnZcTXs9PozvcVHD78zruo0NRONKsEwFDCQhOXlFy5VI7ry3pp4Oyn5/kMpCljDWWaXl2ZPLPQt4dyZuafPLaVpVvu4trH73oe3t7ZHdV2PRzv9mcGgkzCrIR2N9t7+0ds3ru7cuTW6+9Go0+keW5798uVznR4niUmT7ofvjm5enXSy1CTBWpNYoxq9r5u2NAwNdQUNrkmJaJToAbGWE+XaV8qSpqmIGjaWkw+uXD8xp+dPPZVmbIgBMtax2vat2NLS0tLS0vIbqd1HnFtVATVsImld1zGKsTbJchnuxVCZNAMzMcE4mKjqq3IK8sbxtCgZlnObOK4rH0JlbGoBQJkMiFThQw1iawEm0RgkGjilJFJSBXxwdeWv/u+396jvnDNegwprNIaMekIwJAbRkCSOrGu2YqqqqEKIYFO1SQS8IiqYEKIEhXVuOimLyiugBj5iXKA3A1gEwbiux2U5KSowGctlXc4OBqeWT3by9IP3b/zDd96WmJVFlWR8+dKzX3nt+WcunpvpL4i4j26tXL92b2PTE4v3XmJsthgmznayFJFYmZR9JeJBVjd3N65ev/qTH/9kY6N2bn5+bv7ZF84/98rFiy+cE1OD3Wgv/sPf/GR3fb2qahVtJg2RkhHNCa++9Hw9drdvbJdqdkfh/Ss7k6k4ZxKrp5fmTy8tCHD+zPz6xRML83PTSVhd35iWgWhSV+V4uDPzzMLSbM8BMfqt7c0f/+hHm490spcxmdm5mcuXn/6T//T1wVyeJEgcQvmz2zduGuNgiAnd1FgSCd4SGBJDhVCw1nkKw4CISq3inYGxick57w2y3I2HI/LWCl+9cuXkrL720mL3WEIJCZSNIdnP+bRF75aWlpaWlpbfMO0+auAKkVjVlah2Oh1n95i50+k4N2Eyg7nBZFyHWPcXBtPRdjEaw1JRTXd2t1OneTIHNmuP1nqdtD/TA0UvXjU6QwwD5iTNFAwyAoZhA4vgAkwtKDwKjypopd57hZKzYAtGLLYfddjPz2Rhb3u+n3/1yy8uzHYgsQ514gwnCcEKOTBHQAheMQ0YTYrRaJRk4kOoBXs1yCBz6AxgLEqP4RjvX3vw459ffe/DK/fXtydeZ+YWnzpz4sLZpzvG1dO62PO97uzi7InlU4NvffNbz5xfmh9k1phK0Ms4QWYkIUQ2nYScAxjIYTma9YebncyePr50bJD0O6auypvX7ty++WC4PXXUP7F05vnLL33rW5dOnl9MOplSvrVXbW8Mu+nAYm9zbTjIu528L0BRVEq8mHRjj3q5g9RV7e/eu7W7txH8JmK9ubqCsugCBNSKxLnFhcEmyHtSxBhKy7K8NP/ayy++/tJLc643HO/ubm+U03FdEMTNzc791jee/+3fef7c2SRNYQhg9DrGJRiPhl43hrtp6X0PaUJg8bGsfKG9XnQWzoCBxHEnt8wSQp2k6csvPffil+ZOLMsPvvve++/cWrl178Tg2MOVjb/5mx/+3jcvXDjbHeRBCzLKqQGZ9v3Y0tLS0tLS8kXW7iZaTYd9tD8JEYxhBllrB4P+3FzfGEqzTCQFVKEiwU9Ly5R3O6UvP/jww+9//3u/+63fcmlirUmzzDirDAaTsVAWkCqBWA2JUlSVGBUEQcZceR6WsrJbrm9PhpOyYONFIcwILBGxzqx2Hfc75ty5577ypcunjg86FiReVWNUGGLjRDkqCYMApuZbQGJNliZ5nuR5t6zhGOSo41AL1h7tvPn2tVt3H968u7Kx8YjJ9DqphmpxdvH0iacMrJ9KNZaO5cR15rpzT59cWuj3DYCI6x/c++Gb14thSDQ3xkStHawVBI84FS11obdAEF+Q1ITIsfI3r919eH8TPkmod3Lx5IvPPXt6+dhML/dAHbG2svbOjz8ox+qoq9GnJrGUiwchZaiRkBvuJibPTFQ7KeqHq3ePL7qZbmIkMVKjKqy1dbC5S8+eOV5WO9s7ZVmLhlFq/fygd/HM0lPL8xA/Hu1ubz7a2dwY7yWG0pkOnzk588zTs50uRFGUYWtrvDccqRRM3iAaiobUsjpWS2I0BvESKokhCtRAxcOXZAqK/297d/Yk93XdB/ws997f0utMzz4DDAgQIEiClLhTlGRLViRXnKpUJU6qUskfE6f8J+TNeUuqUuWyH2yVsj4oohwVFUskRYAECYIEQRDLYKZn6fW33OXkoQcDQKBIJmbJInw/D6iant/SCx6+febcc7XB9PSJ3tNnVpaXQ/+Tfv/aTv/qbVdNb928cT7snD3V6HV7FDDntkLtJY7tjqIoiqLoIY/dAIdbqtOnJW8CEEQ0xgCSiMzNd5aWesSQNXIfkmJa+CBewmh3t9Xr5J1OvW9ff/11APvtb70MAM6FXm/RuqpyVaIVkxYQB352xwDkJdggzoUggECoZWjDjd368vW9qzf29weTkClPCKIw1OK8uLLTNC3tG1p+8J1XXv7aI5kO5s6eO8EHBEBiL+ABEIABNIImyBPdytO0mWml0yTd358WmnIt7QyslXfe/+ivfvTfiqqelK4sxvPLa2ne3h+OFrvzS3OrviaxFGpyU0FDVGMGvi7qohRE/Nmr7/3oh3/LlGR5ZkCXbqQ8qgCuhHJkw1RObBwfjkbFwejWzelCdxzq0da1/niv0thgyLrN7sbKoq1pOKg9w3AaLr33yWt/80YoEoPNNCONAa0JFaamKWJtXRk0jYRaDaPTDFUxmZbG6IV2K1/cbBoK9QQwA0dNkz56cv3W9mhnd7cugcO0qcNCu7k23+i11bAcltPxZDgY7O7WZTM1bUhqQ5XioipxUvnt/vT9d7euX9/2dpwYkxI3U04oaPSavCFJGIFAXOVq5ywoAmcrWww5mZCojBvHl5O1uaSp6hOrvVsbiztXb493i93tnVCErVsbq8uoKc2788TG13GQSRRFURRFD3/sxnvminyKEAIR+eCmRaVNlufp+vqa9/39g6KcTJCzNEtYLdhgy+GYObHW3bpx+6c//dl7Fzu9+fYrr7yoE7YWPASjlGIDAAIos21vEIhEawkAQXDk6Vp/dOHSzoXLV9+/cn00tXlGpFgLMoYQKl+PK2811zao5S50ctjfH3XzLDdkEgMQJATnhBgUgcyGpHiwNYi19XRYlNO6ttV4D+qphFpcjaEuJtPppHC2Gg2Hg/HUWa/Bnj6x9PI3vv/c4+sZ0MTDYndhY2m9mMBkf/jJh7d/8dpNwXo8nRjVuH1tkFOqdVaOx6O9PRf27aRKCNoJtAwboVF/v6zryk3/4j//z1cXabHHXzv3fK4XXvubN6uqeuv19/d3/frJlc5Szrls7+68/8HValRXY9/UyXx7oRhu26JWACkBIwdKc0PdnJIU9vf2y7rIG1AWewub6//8H3//6UfXe1mTiBLC9aXW00+deefy1SvXpiK+1VIri+1Tx5d6jSxHhWnr+MpGf3N3Y2lpPEqC05PB7s9+eqG/t9/p8d5wu7+3NzqQWzcKV7k87yodUh0gTMUi+kpTyDSxUaIpT7FlABFSDAnZhKxSstDi9R50GsBKPXl6dbo72LvW76vBQb+ajrcvXHir1wsnjj8zKiunps2sE3N3FEVRFEUPfew+KnV/xh/5BUCIMATfbre+853f+8mrf3twcCm4MklybYxzlbU+hGBSIwJFYa988DHCZprmH350fW6unTVSFQiQSHEArJ3UXpCJCBHBCjgPZRVu9auLl/tvXLz67pWPb/aHwonSqbAS51hEgQvoUnS9pnlkbb6d6oQQiFxVWmGTpwhsgy2qUqeaCbwAAaAXqUJTq3amCuutKw769dvnvatK7yoI3ihmJhBp5mm71fAAZ5849dxzj3/j2dPzDQLnfInL8/Mnj298/NF2OXKD3f0Lb75r/XhaTFLT7mStl59/fOvmcHu7klqy1IDz0+Eky9LNtaVzj53avlmgsOLko8tXP7k63DzW/O63XjTAH1+6MTzg8cH4wpvvDsaTxryBpCzdVLw8emLzo/e30XsFgMGH2lWToFGUkgSQGBsJd1vJzX7fh2maq1CNGgl9/YnHFnKVCooLTpwhmOtoY2qgMXLI0ma3pRfnGikSVoEZcmUW2t2Tx47v7cJoyLu1+/Dyhzt7N1aPJcPpVlFN2s01RZRoQD9xMijGvLdzQ2Gnng6VOI0aSEQDYQjBEnrFLjeBpdAyTbFqsKQYAHyvmTx2YmX09JnXDt6cciCDN25cu3RJr660F+c351qZ0pARxO7uKIqiKIoe4tiNAPzrgfuo1QSBCIlUEEeIjTybFK47N/8v/uU/2+4P33v3A8BgDGvF471JgIBKSVBKKYRkd3f41NNzC4tr5y+8v7q6vHniuEkRUZRGQShsGJVBJWgUMsm4DpMi7A/s+ff2z1+4eeHiR5/c3p5anzS7Jmv64OuyYERNThnoNZIzJ5ZfOnc60ykF6HUbu/2dwlOWpQjovEzLum0yJSICgMAibMNSt3VitTcqqgNDRVkWgz1rK5RgtFpZWVKKrl69eubRR44dO+aCvPjSC08+8WinCSJlXTlfqrWF3hOn63I4cYUq6vFHly9aP/bBJrr1T/7oB+fOnvsf//1NDdN2o8hbuSHe3T44cXzh3OkT9XcaP/3xm+PCetX88Mq1uhr7Spbmk6ZZu/7kmdu36qtXd29u7Y0H2aioJ26/tzJ38tSjx9ZPufHP97fG4qeZBgaaDD2D4wQMMWjMtF5dbF3dClNrWy3jByEzONfIErFYWwmhdlhPQ7Al4ljpwiTcbEqnQd2GJgv1uLaJc7bOlHni9OmbjXLndk0yubl1Y//gwEvD4zDN9epKO2XmUI8HxbQ8GO3bresfKVyqpj4hyDSyBUgZQIqqVkmZGN9tGV84kKnyE7KerSepEXFzdTF9oXHh/7yZGmnMzxXFJ5fev6SM//Y3O2m2LFPQDDrm7iiKoiiKHlIYRDwICh6OqHsgdgMGAC/gBQCArAfr0Tr/H//TX//Fn/+XX7z2SzYtlTbrsrZVKcHpLEUSRdJumm+88tIzzz+T5cnBcH9aTJdWlh87+9jpM6d6iw1ktB6AsHK4N6wuvHP1ykfXr9/s96f51s7o1u3tUVmxSbNmE4iKyXAy3O+2klyHpvHffObxx0+uPrLcPXd6Y7nXShmrqoAgrDWzsj5MirKVGkVkgwixEypseP38u9e3dgJQ7YL1wbnQaueEMB6ObF0xY7PZXF9bnuu2kSDPW61mo9tWjJPgvavzydjvbBfvvzcaDgY+TJLMknKIgpCcPbO51Ft8+/ze3sFe7fZUMl5dbx8/vry2shas3tuxl9872BnYiXMA+8yDdss++7UzCrO9fr11o9zfd5MigBFILCR13k2WFucXOvPvXtwb9i05Tqg+tdl67pmVRFcGkZwJhvrF9MOd3YvXt/cmhVKUuOrUYu/3njqbiFciQlQEHDrYC/Kzty5+vLVjTNYQWc7Ss8vLx5fn5+YaQctoMhpPJ2Xltrbs7q6vKhxMhrUMsk7R6mK70+g01w92ub8TpiM7mnySZAcvf2tzodu2Y3rjF/3xXtO7vNC3nvra2te/foJoevHdS+cvfIB2zpY6Mdn3/tFTS8s5oQWAEFQxxvNvfby9s1faYeluNjuwtr64uXmu21wynLQUmNhnEkVRFEXRQ+qot/uOB4aZhBC8t8QgILWtWKVaa0DaPHH8iSfPfvjB1eGwrIopiFGcCoVgg0hw4F1Vv33+kgC/8u1vNpvdytYfXrk+rXB3UGYNFhAvotOsdNw/KM+/feWTT27u7A2ntFg4Kix5TrXJ2WRlOQ0hJJrnu61Oii1tN1bmFzt5wiE3pFFsVWnFCOREnIAg6SRhFALPCADIhGzosUfW15cXgRiYA4DzIUkzRKiKyWg4EJFOZ25+rtnIEgCxNqCAAQCYEhcqlTzN241uM+t4twJQIRdKByaQoDrtRqr1uScXy6oVYAF4kKY2z0PClTaU6yTTqwdTXwbfyNeBhwgH7ZzyxCz3equLvijYelVLIcZTGiD1WapznTbS43aCUktCYa4V8twyTtkyehNcaGfZY6eOJQvzg6pGDB2iHjM4C4gIiAIKIDPUNfrpJ06eeGRdmwTL9ceVnwAADclJREFUug14vNlqJlqzAgUVqXbW3FjpzLfDaBwAtRVby9jSbndOt9s5QGsy1JMR+ToU5QLwwcYqNZMkJObc2XmoGsTJhOfnF40mQQwn1pc7jQ6Hji0JPCx1sgRq7yYhiKYsabSfeerR8bScVsNajqGpTM7tdkdpDRLnmERRFEVR9PDH7s8SQiiKIs10kDAYDprNedZ6MnUbG8e+/uzX33r7/csXL013BgDNvNlVRo8P+iFYZbjVXblxo2/r89/7/h+9/M2ngKs/+w9/+fbbH7x5/vKNrdv7w0ntZX5pjXVSWb93MAJENvkACjENlTQhBGHtBErrmHl+ceHkIxu9HJMwThCq0cGgcGJXveXJaNDudEgxBJzV5BOjMFgE0YSzyeMMvLHQtQJOgBiQQAB2D8ogsrHYI1woy3p3b5QxpAzWSZqgYhKACgZW+uALDStaddZWkFkzM7EhdAgCoAEUCjY22YdGAAOECgsGDzB1AQCo3cJ2jzljBJgUUFZ1t2kS5VGqxlpa1aqyoNJcFDjxIxnUvqpFFnp5uqhYECyzOICxD32wiSpyW4NLibTKM5bEEMGSSprWu/HE6BQIofLAwqQS1BuLXTf7SmV9FmCOiWqEACDASIBAAO0GpwkDACXaYX5QFpkRDcFCkaaY6SQ1jLQE0AHYUiCiYGlhLmOdp1AmCzVaK5XCeq7TWOosIKQUmAQAoKyH02LbWp+ahUbezhNoNBJKFgLMjevhsDpgYhGsPDQwJu8oiqIoih5a/G//5E/kaJTJg9sEIgAKMzEjEWmtRcCFoLVu5KbZzJuthcmk2t0d15VSKiXWIQgpwzpBUiIgyMPR+PU3z196/8pLLz1/8tSZLO8Ox2VRORsob3S8cFH5svJp1my1FwrI0eQ6yaraWu+9D4iytrL49JOnv/XSqcdPrS7Pz0k5XJrLnjt3RpMH8Y08q+vaeUdKI5IQOUEtltEjCIKAeBAhQgAIQYhgtpBTMyWGDZMIgoAiyhOlmRgFxUMICAGhzzgxmDEaIqWJiQOiJSoJK4TaSy3BhwAiIFATFkyFyNCGgZeKkDQZAoUKhcGHqcIiN9YoR2QBgvMAiMQ0LAZVGIOuGJ0hMqQMaYVMAL6uCIpEl0hDFE3So4RAk1NYoEeCBhstXoM0WTMxCYAPqFk01SwOoYZQQUXBJwINUlR5X9nK1qRYae2dECIRBUFiJBbFQGyRHIEJVoegjUYiBLBeDhiFISHJDTEzeoVCAcEptIQggrYkEtRMiIJYaq7TJFGUildKISDVTgJapKDZODABSDOlBCrG7iiKoiiKHlLq8yuMiIiECESYsZkUFXhvDKbtjI4vVc8/uXXz453trffeuRWwCuBBeSIgBudLATcp3a/e+pX1bnl18ewTjy0uH988njsf5nsL/YOB0qn1UFR2mCYCgFLNqZA3TbebWIe1rQDCxtraiWMrm+vLq01fDvsHt24vNM3KQm9leXk82BMgZdLaTmU2sJtw1rAOSIByNIkcERBAIQS8Oy5D6VlBFjwIEenUaCYGEcLgAURIgLCBGAibQZSAMEEQCAIESEAASAIiAiIIgigESKK9JCABQBGyIkQthOBBEECxMdwGsAAowAjABIigUEREIyrQhApAIdBsxAwQMBKTEWiCyjFlpUAYHEiLyAOloDAETWgSBR7ABQBhrRSDAYHZfQEMgqE7w8y9BBDDTIpt7YmESGT2RiEpTh16EcegETkQaAAEECCAjIAUGUqQAgCBAiBEQWZIEECEA+BsEyZAUJwwt4nYWWOtKAVegB0AoCKTclI4AoSE4/zAKIqiKIoeZjib9nHU0v1gBHfelWWZJEZpDQBlUYYQTJIQUVmU16/feP2N1//XT37+53/1alV5Yq6qSmvNSoGArWvvnUlz50OapU997elvvPKtF198YePY+nA0uX7zVn+n772IwM7OzpUrVz65drXXyR89eeL0mdOLvfmimBbF9A//8KVOe25ne/zz1/73T1798TsXzv/pn/67l1560RitWBQjM4HM8iISASECyGFgBQD4tM03cVb5DncfOXwX8PAtEDk6EGf5UR54e1Bmlw5BHnj8nkWpeHjurNwOcM/fFO655uG18PCcu6cfXQoFQEAQge68KLn3xg9+g5r9VvDw6njPYSHI4R1ncfreDx/l7pPDwx1M8fBA+bX1tg+ecjQVB+956P7/XHjvZyJ3vtxB7DGJoiiKoujhjt2ffYT33nvPzEQkInVdi4gxhoicc5PJ5Nq1az977Y1//2d/ub2zV5XFZDBAVqQ0MTtbiw8qy4MAa15YWFrozi325pfXN04//viZM6eXlnJCXVkoirKqhrYaalDzc63efLuuqCiqyWRc16MrV668feHdfn9nc3Ptm6+8+NzzLywtLilGZmBGvBukgQgQ8Wi/+892X+z+TW8Qzq73d70OABD9DtVzReRzP/ov+PKjKIqiKIqiz/X5SyqJaBa4QwghBLxDRJi53W5vbm5OS/+9P9i6/MHHn1y7/nFZlrUNzhEhSJDgg7cC6G042N/buXHj7bpqduaev3kz1IU/u5amTRHDSnXaeSNrUFCEvpgOr13bqytnXf3WW7/68MPL27dvz811Hz975o//+J9aBwjACMSH3SOz9AsAMisl31dvjaIoiqIoiqK/Z59f7Z4dEELw3jvnZmVvZp6VeGcV3Mq6g2nxi1+89+Mf//yHf/3D27dv17XVWtu6dnUNrEAEiZI890GstVjXRuskTU2n3Z1fWFhcbDVbSaKNVkvzzbqcbm3deuedd0Sk1Wr1d/tnTj/63e/+/tmzjz35xKNnTm/O+iX4qMFhFrolzBoWCBEPeyO+hCp1rHbHancURVEURdHf3edXu/FOG7SIIOIscyOi935W/FZKMSvNjbNnTiVGtRrJL3/5xsWL725v3RJvtVF5s1lVVVkUdjomrY3ROtG2tsPxECajyXA0PNjPm03FDBIMVCG4yta7u/00Tbpz7T/47u+/+OKzL7zw7PzcfKfTsjZohbMt5e+N3XTnGwKAICB8gRV6X1ag/IoG05inoyiKoiiKfodi96y9ZJZo6Y6jX935LfpalhbmenPN3lxveXGu121cOH/h9vbOpKgSw8GTZaDgSIhJK6188OAAna2no4H46XQEiMHV5WhPaWq2WusbKysrKydPnvzBD75/7snHVlcXFSsAcF4UzxblIR5NKgGYDRK594nHJpMoiqIoiqLod8QXWlJZ1/Usc886TGax+6izYtat4AVFMHipravKYqfff/NXl370o//6k1dfHeztI7HOsjRJrHVFWbmqDiEIodKGWSFTEPESJHgJZZKo1ZXVf/Ov/9ULL7xw4sQjnW4bxDtbL/TaWmsXhBGZkHjWSSKzrm6402Ry2BkBhJ9X8P4iXRbwBarCX9Z1fpu+4HOGWBSPoiiKoij6MqgvctC9vSWzhZWz7WZmgcw5Z60ry2CMVqw0q7TVbuRpluVzneyF587dvLl94+ZWf3fXe1+U1Xg82evvDgaDsqq0Tnvzc71eTyXGOQcgJx5Z2zy+8cjJzeeffWZjY6Pd7iqF3llbExI57511oBiBEFEQEGeBGw7DN9y7yPK3FCi/isE0hukoiqIoiqLfavr63KrnbDHlrM4NAHVdhxCYeZbCAcBaW1V2MrKNRpokia2FCEgBMyBAVdlbO/vnz7/z3ruXpsWkKOvJeHpra2v79vZwOMqbzfX19Y2NY41W0weHBM8+9/QTTzy2eWKDEBBQAFECEyCiD+Kss7U1CSsmJiICwqPXcCd2AxLOtoTh+AFHURRFURRFX43YLXc3jsFZ7PbeH9W/AcA5F7wwKmZCRGfFeydBAgLibHtwODgYj8aTJCXnsKx9WVTOOxEhZiLFShmttQZtIGvkpBmAvHeJ0akxo/GYmPNGxoel7RDEIwIRMQLh0VMMs7I3IhISgIqxO4qiKIqiKPrqxe4ZP9tVEgDuTMQTEQmiBIEIELwN4e7Gl0iIrMna4H0wCYuQD+L97BKz3usAIETEjMRSh1lmlxACMynFVVkzkzGa4HArnCAOQBgJAQhnOzCKSID7npjGGLujKIqiKIqir1bsnv177xTn2ZLKw61zfIDaAjMQBeuRiZhgFr0FgSDcicSHqyAFvIfZlurMoNTsRuBDKJxFosRoAPAhBAlMPOsk8SEgAhMICILwfXush3sHUcfYHUVRFEVRFH0lY/fdE+7E7nubTyQE8OHOQD8BvHPY4ZpHuP8ShyH76MfDSwoISC0CeLeOjnBn10mZRXgBBIQ7j9+N3YcH3HOLGLujKIqiKIqir07s/kIkwK/v1Hi0mQ3e9+Nn7h0pIA5A7jmA7g3Wh+MCjzK3wK+H73tfS+ztjqIoiqIoin5XqC/vUuG+zI1yf/7GBzL3p6dvvC91P5ji787ivnOtOzf6tQo4YNwtJ4qiKIqiKHr4Yrd8Zp6W35Ci/9/gfedK/PyiKIqiKIqif2Cx+27pWe5/dLaUEj8theMXDOFHBfOjCjbK0cVjTTuKoiiKoij6hxa776y3vNt3jQ+k7TsrKOWBxPwZJfF7ekvos8751JOjKIqiKIqi6CGJ3V9yfo8ROoqiKIqiKIqx+/8nPH+RBI34aWfE2B1FURRFURR9pX1JAwSjKIqiKIqiKPrNKL4FURRFURRFURRjdxRFURRFURTF2B1FURRFURRFUYzdURRFURRFUfT37v8CxMyln/8UyKUAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 65 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h20 y196 ff3 fs0 fc5 sc0 ls0 ws0">The nature and operation <span class="_ _8"></span>of DataWalk Group&apos;s long-term cash<span class="_ _5"></span>-<span class="_ _0"></span>settled Incentive Program<span class="_ _5"></span> </div><div class="t m0 x4 h2 y822 ff1 fs0 fc0 sc0 ls0 ws0">On June 30, 2020. The General Meeting of DataWalk S.<span class="_ _5"></span>A. <span class="_ _0"></span>passed a resolution to introduce an Incentiv<span class="_ _8"></span>e Program </div><div class="t m0 x4 h2 y823 ff1 fs0 fc0 sc0 ls0 ws0">(the  &quot;Program&quot;)  aimed <span class="_ _e"> </span>at  members  of <span class="_ _e"> </span>key <span class="_ _e"> </span>personnel  who <span class="_ _e"> </span>are  Employees,  Associates  or <span class="_ _e"> </span>members  of <span class="_ _e"> </span>the </div><div class="t m0 x4 h2 y824 ff1 fs0 fc0 sc0 ls0 ws0">Management <span class="_ _15"></span>Board <span class="_ _13"></span>(&quot;Eligible <span class="_ _13"></span>Persons&quot;) <span class="_ _13"></span>of <span class="_ _13"></span>the <span class="_ _13"></span>Group. <span class="_ _15"></span>The <span class="_ _14"> </span>Regulations <span class="_ _15"></span>of <span class="_ _13"></span>the <span class="_ _13"></span>Program <span class="_ _13"></span>were <span class="_ _13"></span>adopted <span class="_ _13"></span>by <span class="_ _13"></span>the </div><div class="t m0 x4 h2 y825 ff1 fs0 fc0 sc0 ls0 ws0">Management <span class="_ _10"></span>Board <span class="_ _10"></span>of<span class="_ _0"></span> <span class="_ _10"></span>the <span class="_ _15"></span>Company <span class="_ _10"></span>and <span class="_ _10"></span>subsequently <span class="_ _15"></span>a<span class="_ _5"></span>pproved <span class="_ _15"></span>by <span class="_ _10"></span>the <span class="_ _10"></span>Supervisory <span class="_ _15"></span>Board <span class="_ _10"></span>by <span class="_ _10"></span>resolutio<span class="_ _10"></span>n <span class="_ _10"></span>dated </div><div class="t m0 x4 h2 y826 ff1 fs0 fc0 sc0 ls0 ws0">18.03.2022. </div><div class="t m0 x4 h2 y827 ff1 fs0 fc0 sc0 ls0 ws0">The provisions of <span class="_ _0"></span>the Program shall be <span class="_ _0"></span>effective as of<span class="_ _0"></span> the date <span class="_ _0"></span>of adoption of <span class="_ _0"></span>the Regulations by <span class="_ _0"></span>the Supervisory </div><div class="t m0 x4 h2 y828 ff1 fs0 fc0 sc0 ls0 ws0">Board <span class="_ _15"></span>a<span class="_ _5"></span>nd<span class="_ _0"></span> <span class="_ _15"></span>s<span class="_ _5"></span>hall <span class="_ _15"></span>remain <span class="_ _15"></span>in <span class="_ _10"></span>effect <span class="_ _10"></span>until <span class="_ _15"></span>terminated <span class="_ _10"></span>by <span class="_ _15"></span>the <span class="_ _10"></span>Management <span class="_ _15"></span>Board <span class="_ _10"></span>with <span class="_ _15"></span>the <span class="_ _10"></span>effects <span class="_ _15"></span>refe<span class="_ _5"></span>rr<span class="_ _0"></span>ed <span class="_ _15"></span>to <span class="_ _10"></span>in <span class="_ _15"></span>th<span class="_ _8"></span>e </div><div class="t m0 x4 h2 y829 ff1 fs0 fc0 sc0 ls0 ws0">Regulations. <span class="_ _15"></span>The <span class="_ _10"></span>M<span class="_ _0"></span>anagement <span class="_ _15"></span>Board <span class="_ _10"></span>may <span class="_ _15"></span>at <span class="_ _15"></span>any <span class="_ _15"></span>time, <span class="_ _15"></span>with <span class="_ _15"></span>the <span class="_ _15"></span>a<span class="_ _5"></span>pproval <span class="_ _15"></span>of <span class="_ _15"></span>the <span class="_ _15"></span>Supervisory <span class="_ _15"></span>Board, <span class="_ _15"></span>decid<span class="_ _5"></span>e <span class="_ _15"></span>to </div><div class="t m0 x4 h2 y82a ff1 fs0 fc0 sc0 ls0 ws0">terminate the Program or ma<span class="_ _5"></span>ke changes to it. </div><div class="t m0 x4 h2 y82b ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>purpose <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>Program <span class="_ _10"></span>is <span class="_ _0"></span>to <span class="_ _10"></span>attract <span class="_ _10"></span>and <span class="_ _10"></span>retain <span class="_ _0"></span>members <span class="_ _10"></span>of <span class="_ _0"></span>key <span class="_ _10"></span>personnel <span class="_ _0"></span>on <span class="_ _10"></span>a <span class="_ _10"></span>long<span class="_ _0"></span>-term <span class="_ _0"></span>basis <span class="_ _10"></span>for <span class="_ _10"></span>both <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y1c1 ff1 fs0 fc0 sc0 ls0 ws0">Company <span class="_ _0"></span>and/or <span class="_ _10"></span>its <span class="_ _10"></span>Subsidiaries <span class="_ _0"></span>by <span class="_ _10"></span>creating <span class="_ _10"></span>additional <span class="_ _0"></span>market<span class="_ _0"></span>-attractive <span class="_ _10"></span>tools <span class="_ _0"></span>to <span class="_ _10"></span>fully <span class="_ _10"></span>identify <span class="_ _0"></span>and <span class="_ _10"></span>identify <span class="_ _10"></span>key </div><div class="t m0 x4 h2 y82c ff1 fs0 fc0 sc0 ls0 ws0">personnel with <span class="_ _0"></span>the <span class="_ _0"></span>Group, <span class="_ _0"></span>its <span class="_ _0"></span>l<span class="_ _0"></span>ong-term <span class="_ _0"></span>goals, <span class="_ _0"></span>motivating <span class="_ _0"></span>them to <span class="_ _0"></span>pay <span class="_ _0"></span>special <span class="_ _0"></span>attention <span class="_ _0"></span>to <span class="_ _0"></span>the <span class="_ _0"></span>Group&apos;s <span class="_ _0"></span>long<span class="_ _0"></span>-term </div><div class="t m0 x4 h2 y82d ff1 fs0 fc0 sc0 ls0 ws0">performance, <span class="_ _0"></span>maintaining <span class="_ _10"></span>the <span class="_ _0"></span>Group&apos;s <span class="_ _10"></span>dynamic <span class="_ _0"></span>growth <span class="_ _10"></span>in <span class="_ _0"></span>value, <span class="_ _10"></span>and <span class="_ _0"></span>linking <span class="_ _10"></span>the <span class="_ _0"></span>interests <span class="_ _0"></span>of<span class="_ _0"></span> <span class="_ _0"></span>these <span class="_ _10"></span>individuals <span class="_ _0"></span>to </div><div class="t m0 x4 h2 y82e ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _15"></span>interests <span class="_ _10"></span>of <span class="_ _15"></span>the <span class="_ _15"></span>Grou<span class="_ _8"></span>p <span class="_ _15"></span>and, <span class="_ _10"></span>consequently, <span class="_ _15"></span>to <span class="_ _10"></span>the <span class="_ _15"></span>interests <span class="_ _15"></span>of <span class="_ _15"></span>it<span class="_ _5"></span>s <span class="_ _15"></span>shareholders, <span class="_ _15"></span>thereby <span class="_ _10"></span>linking <span class="_ _15"></span>the <span class="_ _10"></span>long<span class="_ _0"></span>-term </div><div class="t m0 x4 h2 y1a0 ff1 fs0 fc0 sc0 ls0 ws0">value of the Group to the lo<span class="_ _5"></span>ng<span class="_ _0"></span>-term goals of the key personne<span class="_ _5"></span>l.<span class="_ _0"></span> </div><div class="t m0 x4 h2 y46c ff1 fs0 fc0 sc0 ls0 ws0">In the <span class="_ _0"></span>case <span class="_ _0"></span>of <span class="_ _0"></span>the Program, <span class="_ _0"></span>the entity <span class="_ _0"></span>required to <span class="_ _0"></span>settle <span class="_ _0"></span>the Program <span class="_ _0"></span>is that <span class="_ _0"></span>company wh<span class="_ _0"></span>ich is <span class="_ _0"></span>the <span class="_ _0"></span>recipient of <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y82f ff1 fs0 fc0 sc0 ls0 ws0">services <span class="_ _15"></span>billed <span class="_ _15"></span>under <span class="_ _15"></span>the <span class="_ _15"></span>Program <span class="_ _15"></span>and <span class="_ _15"></span>has <span class="_ _15"></span>entered <span class="_ _15"></span>into <span class="_ _15"></span>the <span class="_ _15"></span>relevant <span class="_ _15"></span>participation <span class="_ _15"></span>agreement <span class="_ _15"></span>with <span class="_ _15"></span>the <span class="_ _15"></span>Program </div><div class="t m0 x4 h2 y830 ff1 fs0 fc0 sc0 ls0 ws0">participant.  Each<span class="_ _5"></span> of the companies, i.e. DataWalk S.A. and<span class="_ _5"></span> DataWalk Inc. is a party to agreeme<span class="_ _5"></span>nts with Program </div><div class="t m0 x4 h2 y831 ff1 fs0 fc0 sc0 ls0 ws0">participants providing wor<span class="_ _5"></span>k or services to DataWalk S.A. or DataWalk Inc. res<span class="_ _5"></span>pectively. <span class="_ _0"></span> </div><div class="t m0 x4 h2 y832 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y833 ff1 fs0 fc0 sc0 ls0 ws0">On <span class="_ _17"> </span>December <span class="_ _17"> </span>30, <span class="_ _17"> </span>2024, <span class="_ _17"> </span>the <span class="_ _17"> </span>Extraordinary <span class="_ _17"> </span>Shareholders&apos; <span class="_ _17"> </span>Meeting <span class="_ _17"> </span>of <span class="_ _17"> </span>DataWalk <span class="_ _17"> </span>S.A. <span class="_ _17"> </span>passed <span class="_ _17"> </span>a <span class="_ _17"> </span>resolution <span class="_ _17"> </span>to </div><div class="t m0 x4 h2 y53a ff1 fs0 fc0 sc0 ls0 ws0">determine the maximum pool <span class="_ _0"></span>of RSUs under <span class="_ _0"></span>the Program, pursuant to <span class="_ _0"></span>which the previous <span class="_ _0"></span>pool in <span class="_ _0"></span>a total <span class="_ _0"></span>number </div><div class="t m0 x4 h2 y457 ff1 fs0 fc0 sc0 ls0 ws0">not exceeding 1,120,000 RS<span class="_ _8"></span>Us was reduced to a maximum of 980,00<span class="_ _5"></span>0 RSUs. </div><div class="t m0 x4 h2 y834 ff1 fs0 fc0 sc0 ls0 ws0">With <span class="_ _10"></span>the <span class="_ _15"></span>above<span class="_ _5"></span> <span class="_ _15"></span>in <span class="_ _10"></span>mind, <span class="_ _10"></span>as <span class="_ _15"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>balance <span class="_ _15"></span>sheet<span class="_ _8"></span> <span class="_ _10"></span>date <span class="_ _15"></span>of <span class="_ _10"></span>December <span class="_ _10"></span>31, <span class="_ _10"></span>2024, <span class="_ _15"></span>the <span class="_ _10"></span>number <span class="_ _10"></span>of <span class="_ _10"></span>RSUs <span class="_ _15"></span>that <span class="_ _10"></span>may <span class="_ _10"></span>be </div><div class="t m0 x4 h2 y835 ff1 fs0 fc0 sc0 ls0 ws0">granted in total to all Eligible <span class="_ _5"></span>Persons under the Program may not exceed 980,000 units.  </div><div class="t m0 x4 h2 y836 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y837 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>maximum duration <span class="_ _5"></span>of <span class="_ _5"></span>the Eligible <span class="_ _5"></span>Persons&apos; <span class="_ _5"></span>right to <span class="_ _5"></span>exercise <span class="_ _5"></span>RSUs is <span class="_ _5"></span>10 years <span class="_ _5"></span>from <span class="_ _5"></span>the signing <span class="_ _5"></span>of th<span class="_ _5"></span>e Program </div><div class="t m0 x4 h2 y838 ff1 fs0 fc0 sc0 ls0 ws0">Participation Agreement, <span class="_ _0"></span>under which <span class="_ _0"></span>the <span class="_ _0"></span>Eligible Person <span class="_ _0"></span>becomes entitled <span class="_ _0"></span>to <span class="_ _0"></span>receive cash <span class="_ _0"></span>upon meeting <span class="_ _0"></span>certain </div><div class="t m0 x4 h2 y839 ff1 fs0 fc0 sc0 ls0 ws0">vesting conditions.  </div><div class="t m0 x4 h2 y83a ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y83b ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _0"></span>share-based payment <span class="_ _10"></span>transactions, the <span class="_ _0"></span>Group <span class="_ _0"></span>receives <span class="_ _0"></span>services <span class="_ _0"></span>from <span class="_ _0"></span>Eligible <span class="_ _0"></span>Persons <span class="_ _0"></span>and <span class="_ _0"></span>incurs an <span class="_ _0"></span>obligation </div><div class="t m0 x4 h2 y83c ff1 fs0 fc0 sc0 ls0 ws0">to spend cash, which is base<span class="_ _5"></span>d on the price (or value) of the Company&apos;s shares as compensa<span class="_ _5"></span>tion.<span class="_ _0"></span> </div><div class="t m0 x4 h2 y83d ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _15"></span>Eligible <span class="_ _15"></span>Persons <span class="_ _15"></span>were <span class="_ _15"></span>offered <span class="_ _15"></span>to <span class="_ _15"></span>conclude <span class="_ _15"></span>agreements <span class="_ _15"></span>on <span class="_ _15"></span>participation <span class="_ _15"></span>in <span class="_ _15"></span>the <span class="_ _15"></span>Program <span class="_ _15"></span>(the <span class="_ _13"></span>&quot;Participation </div><div class="t m0 x4 h2 y83e ff1 fs0 fc0 sc0 ls0 ws0">Agreement&quot;), <span class="_ _0"></span>which <span class="_ _0"></span>set <span class="_ _0"></span>forth <span class="_ _10"></span>the <span class="_ _0"></span>terms <span class="_ _0"></span>and <span class="_ _0"></span>conditions <span class="_ _0"></span>for <span class="_ _10"></span>the <span class="_ _0"></span>Eligible <span class="_ _0"></span>Persons&apos; <span class="_ _0"></span>entitlement <span class="_ _0"></span>to <span class="_ _10"></span>receive der<span class="_ _0"></span>ivative </div><div class="t m0 x4 h2 y83f ff1 fs0 fc0 sc0 ls0 ws0">financial instrume<span class="_ _5"></span>nts within the meaning <span class="_ _5"></span>of the Act <span class="_ _5"></span>on Trading in <span class="_ _5"></span>Financial Instruments <span class="_ _5"></span>of<span class="_ _0"></span> July <span class="_ _5"></span>29, 2005 (Journal </div><div class="t m0 x4 h2 y840 ff1 fs0 fc0 sc0 ls0 ws0">of Laws <span class="_ _0"></span>No. 183, <span class="_ _0"></span>item 1538, <span class="_ _0"></span>as amended) <span class="_ _0"></span>entitling them <span class="_ _0"></span>to receive <span class="_ _0"></span>payment of <span class="_ _0"></span>a cash <span class="_ _0"></span>amount in <span class="_ _0"></span>the amount <span class="_ _0"></span>and </div><div class="t m0 x4 h2 y841 ff1 fs0 fc0 sc0 ls0 ws0">under <span class="_ _17"> </span>the <span class="_ _17"> </span>terms <span class="_ _17"> </span>and <span class="_ _14"> </span>conditions <span class="_ _17"> </span>set <span class="_ _17"> </span>forth <span class="_ _17"> </span>in <span class="_ _17"> </span>the <span class="_ _17"> </span>Regulations <span class="_ _14"> </span>and <span class="_ _17"> </span>th<span class="_ _0"></span>e <span class="_ _17"> </span>Participation <span class="_ _14"> </span>Agreement <span class="_ _17"> </span>(the <span class="_ _17"> </span>so-called </div><div class="t m0 x4 h2 y842 ff1 fs0 fc0 sc0 ls0 ws0">Restricted Stock Units, herein<span class="_ _5"></span>after the &quot;RSUs&quot;). </div><div class="t m0 x4 h2 y843 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>conditions <span class="_ _10"></span>for <span class="_ _0"></span>the <span class="_ _10"></span>acquisition of<span class="_ _0"></span> <span class="_ _0"></span>RSUs <span class="_ _10"></span>imply <span class="_ _0"></span>the <span class="_ _10"></span>fulfillment <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>established <span class="_ _0"></span>individual <span class="_ _0"></span>go<span class="_ _0"></span>als, <span class="_ _0"></span>if <span class="_ _10"></span>provided </div><div class="t m0 x4 h2 y844 ff1 fs0 fc0 sc0 ls0 ws0">for <span class="_ _14"> </span>in <span class="_ _14"> </span>the <span class="_ _14"> </span>Participation <span class="_ _14"> </span>Agreement, <span class="_ _14"> </span>and/or <span class="_ _14"> </span>the <span class="_ _17"> </span>maintenance <span class="_ _13"></span>of <span class="_ _17"> </span>the <span class="_ _13"></span>Employee <span class="_ _14"> </span>and/or <span class="_ _14"> </span>Associate <span class="_ _17"> </span>and/or <span class="_ _13"></span>Board </div><div class="t m0 x4 h2 y753 ff1 fs0 fc0 sc0 ls0 ws0">Member <span class="_ _10"></span>status <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _10"></span>Group <span class="_ _10"></span>for <span class="_ _15"></span>the <span class="_ _10"></span>period <span class="_ _10"></span>specified <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _10"></span>Participation <span class="_ _10"></span>Agreement <span class="_ _10"></span>and <span class="_ _10"></span>under <span class="_ _10"></span>the <span class="_ _15"></span>ter<span class="_ _5"></span>ms <span class="_ _15"></span>of <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y845 ff1 fs0 fc0 sc0 ls0 ws0">Regulations.  </div><div class="t m0 x4 h2 y846 ff1 fs0 fc0 sc0 ls0 ws0">The conditions relat<span class="_ _5"></span>ed to meeting individual performance <span class="_ _5"></span>targets (performance vesting conditi<span class="_ _5"></span>ons) do not depend </div><div class="t m0 x4 h2 y847 ff1 fs0 fc0 sc0 ls0 ws0">on the market price of the Gr<span class="_ _5"></span>oup&apos;s <span class="_ _0"></span>equity instrume<span class="_ _8"></span>nts and are therefore cl<span class="_ _8"></span>assified as non-market conditions. </div><div class="t m0 x4 h2 y848 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>terms <span class="_ _0"></span>and <span class="_ _10"></span>conditions <span class="_ _0"></span>related <span class="_ _10"></span>to <span class="_ _10"></span>maintaining <span class="_ _0"></span>the <span class="_ _10"></span>status <span class="_ _0"></span>of <span class="_ _10"></span>Employee <span class="_ _0"></span>and/or <span class="_ _10"></span>Associate <span class="_ _0"></span>and/or <span class="_ _10"></span>Member <span class="_ _0"></span>of <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y849 ff1 fs0 fc0 sc0 ls0 ws0">Board <span class="_ _10"></span>of <span class="_ _10"></span>Directors <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _10"></span>Group <span class="_ _10"></span>(service <span class="_ _15"></span>pe<span class="_ _5"></span>riod <span class="_ _15"></span>vestin<span class="_ _5"></span>g <span class="_ _15"></span>conditi<span class="_ _5"></span>on) <span class="_ _15"></span>are <span class="_ _0"></span>concluded <span class="_ _10"></span>for <span class="_ _15"></span>a <span class="_ _0"></span>period <span class="_ _10"></span>of <span class="_ _15"></span>up <span class="_ _10"></span>to <span class="_ _10"></span>4 <span class="_ _10"></span>years, </div><div class="t m0 x4 h2 y84a ff1 fs0 fc0 sc0 ls0 ws0">taking into acc<span class="_ _5"></span>ount the period of service to<span class="_ _5"></span> the Group prior to a<span class="_ _5"></span>pproval of the Regulation<span class="_ _5"></span>s. Vesting takes place on<span class="_ _5"></span> </div><div class="t m0 x4 h2 y84b ff1 fs0 fc0 sc0 ls0 ws0">an annual basis. </div><div class="t m0 x4 h2 y84c ff1 fs0 fc0 sc0 ls0 ws0">Under IFRS <span class="_ _6"></span>2,<span class="_ _0"></span> <span class="_ _5"></span>vesting conditions, <span class="_ _5"></span>other than <span class="_ _5"></span>market conditions<span class="_ _5"></span>, should <span class="_ _5"></span>no<span class="_ _0"></span>t <span class="_ _5"></span>be taken i<span class="_ _5"></span>nto account <span class="_ _5"></span>when estimati<span class="_ _8"></span>ng </div><div class="t m0 x4 h2 y84d ff1 fs0 fc0 sc0 ls0 ws0">the fair value of shares or stock options at <span class="_ _0"></span>the measurement date. Instead, vesting conditions should be taken into </div></div></div><div class="pi" ></div></div><div id="pf42" class="pf w0 h0" ><div class="pc pc42 w0 h0"><img class="bi x4 y335 w17 h4d" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 66 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">account <span class="_ _6"></span>by <span class="_ _5"></span>adjusting <span class="_ _6"></span>the <span class="_ _6"></span>number <span class="_ _5"></span>of <span class="_ _6"></span>equity <span class="_ _5"></span>instruments <span class="_ _6"></span>that <span class="_ _5"></span>are <span class="_ _6"></span>us<span class="_ _0"></span>ed <span class="_ _6"></span>in <span class="_ _5"></span>measuring <span class="_ _6"></span>the <span class="_ _6"></span>value <span class="_ _5"></span>of <span class="_ _5"></span>the <span class="_ _6"></span>entire <span class="_ _5"></span>transaction, </div><div class="t m0 x4 h2 y683 ff1 fs0 fc0 sc0 ls0 ws0">so that <span class="_ _0"></span>the value <span class="_ _0"></span>of <span class="_ _0"></span>the services recognized <span class="_ _0"></span>in exchange <span class="_ _0"></span>for <span class="_ _0"></span>the equity <span class="_ _0"></span>instruments granted takes <span class="_ _0"></span>into account <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y684 ff1 fs0 fc0 sc0 ls0 ws0">number of instruments that will<span class="_ _5"></span> ev<span class="_ _0"></span>entually vest. </div><div class="t m0 x4 h2 y824 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>condition <span class="_ _10"></span>for <span class="_ _10"></span>Realization <span class="_ _10"></span>of <span class="_ _0"></span>payments <span class="_ _10"></span>under <span class="_ _15"></span>t<span class="_ _5"></span>he <span class="_ _10"></span>provisions <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>Program <span class="_ _10"></span>is <span class="_ _10"></span>the <span class="_ _10"></span>fulfillment <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>vesting </div><div class="t m0 x4 h2 y825 ff1 fs0 fc0 sc0 ls0 ws0">conditions (vesting conditiods<span class="_ _5"></span>) <span class="_ _0"></span>and the execution <span class="_ _8"></span>of the Sales Transaction (non vesti<span class="_ _5"></span>ng condition) together. </div><div class="t m0 x4 h2 y84e ff1 fs0 fc0 sc0 ls0 ws0">A Sale Transaction means a si<span class="_ _5"></span>tuation in which all of the following occur: </div><div class="t m0 x4 h2 y84f ff1 fs0 fc0 sc0 ls0 ws0">(i) a<span class="_ _5"></span>n entity <span class="_ _5"></span>or a <span class="_ _5"></span>group of<span class="_ _5"></span> entities <span class="_ _5"></span>acting in <span class="_ _5"></span>concert, r<span class="_ _5"></span>eferred to <span class="_ _5"></span>in Article <span class="_ _5"></span>87 <span class="_ _5"></span>of the <span class="_ _5"></span>Polish Offerin<span class="_ _5"></span>g Act, <span class="_ _5"></span>will exceed </div><div class="t m0 x4 h2 y850 ff1 fs0 fc0 sc0 ls0 ws0">50% <span class="_ _15"></span>of <span class="_ _10"></span>the <span class="_ _15"></span>total <span class="_ _10"></span>number <span class="_ _15"></span>of <span class="_ _15"></span>votes<span class="_ _8"></span> <span class="_ _15"></span>in <span class="_ _10"></span>the <span class="_ _15"></span>Company <span class="_ _15"></span>a<span class="_ _5"></span>s <span class="_ _15"></span>a <span class="_ _15"></span>result <span class="_ _10"></span>of <span class="_ _15"></span>a <span class="_ _15"></span>te<span class="_ _5"></span>nder <span class="_ _15"></span>offer <span class="_ _15"></span>for <span class="_ _10"></span>the <span class="_ _15"></span>sale <span class="_ _15"></span>of <span class="_ _10"></span>all <span class="_ _15"></span>shares <span class="_ _10"></span>in <span class="_ _15"></span>the </div><div class="t m0 x4 h2 y851 ff1 fs0 fc0 sc0 ls0 ws0">Company, <span class="_ _5"></span>referred t<span class="_ _5"></span>o in <span class="_ _5"></span>Article <span class="_ _5"></span>74 Section <span class="_ _6"></span>1 or <span class="_ _5"></span>2 <span class="_ _8"></span>or <span class="_ _5"></span>Article 91 <span class="_ _5"></span>Section <span class="_ _5"></span>5 <span class="_ _5"></span>of the <span class="_ _5"></span>Polish <span class="_ _5"></span>Offering Act. <span class="_ _5"></span>5 <span class="_ _5"></span>of the <span class="_ _5"></span>Polish </div><div class="t m0 x4 h2 y852 ff1 fs0 fc0 sc0 ls0 ws0">Act <span class="_ _10"></span>on <span class="_ _10"></span>Public <span class="_ _10"></span>Offering, <span class="_ _10"></span>whereby <span class="_ _0"></span>for <span class="_ _10"></span>the <span class="_ _10"></span>purposes <span class="_ _10"></span>of <span class="_ _15"></span>cal<span class="_ _5"></span>culating <span class="_ _10"></span>the <span class="_ _10"></span>total <span class="_ _10"></span>number <span class="_ _10"></span>of <span class="_ _10"></span>votes <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _10"></span>Company, <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y82b ff1 fs0 fc0 sc0 ls0 ws0">sum of the number of v<span class="_ _8"></span>otes held - regardle<span class="_ _5"></span>ss of legal title - by all entities belonging to t<span class="_ _5"></span>he same capital group and </div><div class="t m0 x4 h2 y1c1 ff1 fs0 fc0 sc0 ls0 ws0">the number of <span class="_ _0"></span>votes attached to the <span class="_ _0"></span>shares is taken <span class="_ _0"></span>into account, even <span class="_ _0"></span>if the exercise of<span class="_ _0"></span> voting rights therefrom <span class="_ _0"></span>is </div><div class="t m0 x4 h2 y82c ff1 fs0 fc0 sc0 ls0 ws0">limited or exclude<span class="_ _5"></span>d under the Company&apos;s Art<span class="_ _5"></span>icles of Association or un<span class="_ _8"></span>der an agreeme<span class="_ _5"></span>nt or provisions of law, <span class="_ _5"></span>or a </div><div class="t m0 x4 h2 y82d ff1 fs0 fc0 sc0 ls0 ws0">transformation, merger <span class="_ _10"></span>or div<span class="_ _0"></span>ision of <span class="_ _10"></span>the <span class="_ _0"></span>Company <span class="_ _0"></span>takes <span class="_ _0"></span>place, <span class="_ _0"></span>which <span class="_ _0"></span>would <span class="_ _0"></span>not <span class="_ _0"></span>require <span class="_ _0"></span>the <span class="_ _10"></span>announcement of <span class="_ _0"></span>a </div><div class="t m0 x4 h2 y82e ff1 fs0 fc0 sc0 ls0 ws0">tender offer pursuant to Arti<span class="_ _5"></span>cle 92 of the Polish Act on Public Offering; and </div><div class="t m0 x4 h2 y853 ff1 fs0 fc0 sc0 ls0 ws0">(ii) FGP Venture will dispose of at least [587,500] (i<span class="_ _5"></span>n <span class="_ _0"></span>words, [five hundred eighty-seven thousand five hundre<span class="_ _5"></span>d]) </div><div class="t m0 x4 h2 y46c ff1 fs0 fc0 sc0 ls0 ws0">of the <span class="_ _0"></span>Company&apos;s shares held <span class="_ _0"></span>or <span class="_ _0"></span>their equivalent received <span class="_ _0"></span>as a <span class="_ _0"></span>result of<span class="_ _0"></span> the Company&apos;s <span class="_ _0"></span>transformation, merger or </div><div class="t m0 x4 h2 y82f ff1 fs0 fc0 sc0 ls0 ws0">demerger <span class="_ _5"></span>(in <span class="_ _5"></span>response <span class="_ _5"></span>to <span class="_ _5"></span>the <span class="_ _8"></span>tender <span class="_ _5"></span>offer <span class="_ _5"></span>referred <span class="_ _5"></span>to <span class="_ _5"></span>in <span class="_ _5"></span>(i) or <span class="_ _6"></span>independently <span class="_ _5"></span>of <span class="_ _5"></span>that <span class="_ _5"></span>tender <span class="_ _5"></span>offer), or <span class="_ _6"></span>an <span class="_ _5"></span>entity <span class="_ _5"></span>(acting </div><div class="t m0 x4 h2 y830 ff1 fs0 fc0 sc0 ls0 ws0">alone, thro<span class="_ _5"></span>ugh a group <span class="_ _5"></span>of companies <span class="_ _5"></span>or in concert <span class="_ _5"></span>with other <span class="_ _5"></span>entities) other <span class="_ _5"></span>than FGP Ve<span class="_ _5"></span>nture&apos;s shareholders a<span class="_ _8"></span>s of </div><div class="t m0 x4 h2 y831 ff1 fs0 fc0 sc0 ls0 ws0">June 30, 2020, will reach m<span class="_ _8"></span>ore than 50% of the shares in FGP Ve<span class="_ _5"></span>nture, </div><div class="t m0 x4 h2 y832 ff1 fs0 fc0 sc0 ls0 ws0">(iii) Notwithstanding <span class="_ _0"></span>the foregoing, <span class="_ _0"></span>a <span class="_ _0"></span>given transaction <span class="_ _0"></span>shall not <span class="_ _0"></span>constitute <span class="_ _0"></span>a <span class="_ _0"></span>Sale Transaction un<span class="_ _0"></span>less it <span class="_ _0"></span>results <span class="_ _0"></span>in </div><div class="t m0 x4 h2 y833 ff1 fs0 fc0 sc0 ls0 ws0">a change of control within the meaning of Article 409A, <span class="_ _0"></span>i.e. (a) exceeding by an entity or group of entities acting </div><div class="t m0 x4 h2 y854 ff1 fs0 fc0 sc0 ls0 ws0">in concert 50% of the total number of votes in the Company<span class="_ _5"></span> <span class="_ _0"></span>or ownership of 50% of the Company&apos;s assets, or (b)<span class="_ _5"></span> </div><div class="t m0 x4 h2 y5ad ff1 fs0 fc0 sc0 ls0 ws0">achieving actual <span class="_ _0"></span>control over <span class="_ _0"></span>the Company <span class="_ _0"></span>understood as <span class="_ _0"></span>achieving at <span class="_ _0"></span>least <span class="_ _0"></span>30% of <span class="_ _0"></span>the total <span class="_ _0"></span>number <span class="_ _0"></span>of votes, <span class="_ _0"></span>or </div><div class="t m0 x4 h2 y855 ff1 fs0 fc0 sc0 ls0 ws0">(c) <span class="_ _13"></span>acquiring <span class="_ _13"></span>assets <span class="_ _15"></span>of <span class="_ _14"> </span>the <span class="_ _13"></span>Company <span class="_ _15"></span>representing <span class="_ _13"></span>at <span class="_ _13"></span>lea<span class="_ _0"></span>st <span class="_ _13"></span>40% <span class="_ _13"></span>of <span class="_ _13"></span>the <span class="_ _13"></span>gross <span class="_ _13"></span>market <span class="_ _13"></span>value <span class="_ _13"></span>of <span class="_ _13"></span>all <span class="_ _13"></span>assets <span class="_ _13"></span>of <span class="_ _13"></span>the </div><div class="t m0 x4 h2 y856 ff1 fs0 fc0 sc0 ls0 ws0">Company; </div><div class="t m0 x4 h2 y857 ff1 fs0 fc0 sc0 ls0 ws0">According <span class="_ _0"></span>to <span class="_ _0"></span>the <span class="_ _0"></span>Regulations of <span class="_ _0"></span>the <span class="_ _0"></span>Program, <span class="_ _0"></span>the <span class="_ _0"></span>one-time <span class="_ _0"></span>payment <span class="_ _0"></span>resulting <span class="_ _0"></span>from <span class="_ _0"></span>the <span class="_ _0"></span>exercise <span class="_ _0"></span>of <span class="_ _0"></span>RSUs will <span class="_ _0"></span>be </div><div class="t m0 x4 h2 y858 ff1 fs0 fc0 sc0 ls0 ws0">settled within 90 days of the occurrence of the Sale Transaction, but no later than March 14 of the year following </div><div class="t m0 x4 h2 y859 ff1 fs0 fc0 sc0 ls0 ws0">the year in which the Sale T<span class="_ _5"></span>ran<span class="_ _0"></span>saction occurred. </div><div class="t m0 x4 h2 y6af ff1 fs0 fc0 sc0 ls0 ws0">Under <span class="_ _15"></span>IFRS2, <span class="_ _15"></span>the <span class="_ _15"></span>Sale <span class="_ _15"></span>Transaction <span class="_ _15"></span>is <span class="_ _15"></span>understood <span class="_ _15"></span>as <span class="_ _15"></span>a <span class="_ _13"></span>condition <span class="_ _15"></span>other <span class="_ _15"></span>than <span class="_ _15"></span>vesting <span class="_ _15"></span>conditions <span class="_ _15"></span>(so<span class="_ _0"></span>-called <span class="_ _15"></span>non-</div><div class="t m0 x4 h2 y85a ff1 fs0 fc0 sc0 ls0 ws0">vesting condition). </div><div class="t m0 x4 h2 y85b ff1 fs0 fc0 sc0 ls0 ws0">Due <span class="_ _15"></span>to <span class="_ _15"></span>the <span class="_ _10"></span>fact <span class="_ _15"></span>that <span class="_ _15"></span>the <span class="_ _15"></span>occ<span class="_ _8"></span>urrence <span class="_ _15"></span>of <span class="_ _15"></span>the <span class="_ _10"></span>Sale <span class="_ _15"></span>Transaction <span class="_ _15"></span>is <span class="_ _15"></span>a <span class="_ _10"></span>probable <span class="_ _15"></span>future <span class="_ _15"></span>e<span class="_ _5"></span>ven<span class="_ _0"></span>t, <span class="_ _15"></span>however, <span class="_ _10"></span>dependent <span class="_ _15"></span>on </div><div class="t m0 x4 h2 y85c ff1 fs0 fc0 sc0 ls0 ws0">factors that are not filled by the Group, and does not depend on the market price of the Group&apos;s shares <span class="_ _0"></span>- it has not </div><div class="t m0 x4 h2 y85d ff1 fs0 fc0 sc0 ls0 ws0">been included in the val<span class="_ _8"></span>uation estimates of the RSU. </div><div class="t m0 x4 h2 y85e ff1 fs0 fc0 sc0 ls0 ws0">The realization <span class="_ _5"></span>of RSUs consists <span class="_ _5"></span>in a one-time payme<span class="_ _5"></span>nt by the Group <span class="_ _5"></span>of a cash amount <span class="_ _5"></span>in the amount <span class="_ _5"></span>equal to the </div><div class="t m0 x4 h2 y85f ff1 fs0 fc0 sc0 ls0 ws0">product of <span class="_ _5"></span>the number of <span class="_ _5"></span>RSUs granted and<span class="_ _5"></span> the value <span class="_ _5"></span>of RSUs specified <span class="_ _5"></span>in the Regulations, <span class="_ _5"></span>which will depend <span class="_ _5"></span>on </div><div class="t m0 x4 h2 y860 ff1 fs0 fc0 sc0 ls0 ws0">the value/price of the s<span class="_ _5"></span>hares from the Sale Transaction, less mandat<span class="_ _5"></span>ory deductions for advance income tax, social<span class="_ _5"></span> </div><div class="t m0 x4 h2 y861 ff1 fs0 fc0 sc0 ls0 ws0">security, <span class="_ _0"></span>health <span class="_ _10"></span>insurance <span class="_ _0"></span>contributions <span class="_ _0"></span>or <span class="_ _0"></span>any <span class="_ _10"></span>other <span class="_ _0"></span>public <span class="_ _0"></span>and <span class="_ _10"></span>legal <span class="_ _0"></span>dues <span class="_ _10"></span>in <span class="_ _0"></span>the <span class="_ _0"></span>par<span class="_ _0"></span>t <span class="_ _10"></span>charged <span class="_ _0"></span>to <span class="_ _10"></span>the <span class="_ _0"></span>Participant, </div><div class="t m0 x4 h2 y862 ff1 fs0 fc0 sc0 ls0 ws0">which <span class="_ _13"></span>the <span class="_ _13"></span>Group, <span class="_ _13"></span>as <span class="_ _13"></span>the <span class="_ _13"></span>payer, <span class="_ _13"></span>is <span class="_ _15"></span>ob<span class="_ _0"></span>liged <span class="_ _15"></span>to <span class="_ _14"> </span>deduct <span class="_ _13"></span>under <span class="_ _13"></span>applicable <span class="_ _15"></span>regulations. <span class="_ _13"></span>Once <span class="_ _13"></span>the <span class="_ _13"></span>RSUs <span class="_ _13"></span>have <span class="_ _13"></span>been </div><div class="t m0 x4 h2 y863 ff1 fs0 fc0 sc0 ls0 ws0">exercised, i.e<span class="_ _5"></span>., as to <span class="_ _5"></span>which the cash <span class="_ _5"></span>amount due <span class="_ _5"></span>has been <span class="_ _5"></span>paid, the Participa<span class="_ _5"></span>nt is not <span class="_ _5"></span>entitled to a<span class="_ _8"></span>ny additi<span class="_ _8"></span>onal cash </div><div class="t m0 x4 h2 y7f9 ff1 fs0 fc0 sc0 ls0 ws0">or non-cash benefits from the Gr<span class="_ _5"></span>oup under the Program. </div><div class="t m0 x4 h2 y864 ff1 fs0 fc0 sc0 ls0 ws0">If the Sale<span class="_ _5"></span> Transaction does not <span class="_ _5"></span>take place within <span class="_ _5"></span>the period indicated i<span class="_ _5"></span>n the Participation A<span class="_ _5"></span>gr<span class="_ _0"></span>eement entere<span class="_ _5"></span>d into </div><div class="t m0 x4 h2 y5a0 ff1 fs0 fc0 sc0 ls0 ws0">with <span class="_ _13"></span>the <span class="_ _13"></span>relevant <span class="_ _13"></span>Participant <span class="_ _15"></span>of <span class="_ _13"></span>the <span class="_ _13"></span>right <span class="_ _13"></span>to <span class="_ _13"></span>receive <span class="_ _13"></span>RSUs, <span class="_ _13"></span>in <span class="_ _13"></span>view <span class="_ _13"></span>of <span class="_ _13"></span>the <span class="_ _13"></span>inability <span class="_ _13"></span>to <span class="_ _13"></span>fulfill <span class="_ _13"></span>the <span class="_ _13"></span>Performance </div><div class="t m0 x4 h2 y865 ff1 fs0 fc0 sc0 ls0 ws0">Conditions, <span class="_ _10"></span>the <span class="_ _10"></span>Participation <span class="_ _10"></span>Agreement <span class="_ _10"></span>shall <span class="_ _0"></span>be <span class="_ _15"></span>automati<span class="_ _5"></span>cally <span class="_ _10"></span>and <span class="_ _15"></span>imm<span class="_ _5"></span>ediately <span class="_ _10"></span>terminated <span class="_ _10"></span>to <span class="_ _10"></span>the <span class="_ _10"></span>extent <span class="_ _10"></span>of <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y866 ff1 fs0 fc0 sc0 ls0 ws0">RSUs <span class="_ _14"> </span>in <span class="_ _17"> </span>question, <span class="_ _17"> </span>without <span class="_ _14"> </span>any <span class="_ _17"> </span>performance <span class="_ _14"> </span>obligation <span class="_ _17"> </span>on <span class="_ _17"> </span>the <span class="_ _14"> </span>part <span class="_ _17"> </span>of <span class="_ _14"> </span>the <span class="_ _17"> </span>Company <span class="_ _17"> </span>or <span class="_ _17"> </span>the <span class="_ _14"> </span>Subsidiary. <span class="_ _17"> </span>The </div><div class="t m0 x4 h2 y443 ff1 fs0 fc0 sc0 ls0 ws0">Participant <span class="_ _5"></span>shall <span class="_ _5"></span>not <span class="_ _5"></span>be <span class="_ _5"></span>entitled <span class="_ _5"></span>to <span class="_ _5"></span>any cl<span class="_ _5"></span>aims <span class="_ _8"></span>for <span class="_ _5"></span>payment, <span class="_ _5"></span>including <span class="_ _5"></span>any <span class="_ _5"></span>claims <span class="_ _5"></span>for <span class="_ _5"></span>damages <span class="_ _5"></span>against <span class="_ _5"></span>the <span class="_ _5"></span>Company, </div><div class="t m0 x4 h2 y867 ff1 fs0 fc0 sc0 ls0 ws0">the Subsidiary, their sharehol<span class="_ _5"></span>der<span class="_ _0"></span>s or members of their b<span class="_ _5"></span>od<span class="_ _0"></span>ies.  </div><div class="t m0 x4 h2 y868 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _17"> </span>the <span class="_ _17"> </span>event <span class="_ _14"> </span>that <span class="_ _17"> </span>a <span class="_ _17"> </span>Sale <span class="_ _17"> </span>Transaction <span class="_ _14"> </span>occurs <span class="_ _17"> </span>prior <span class="_ _17"> </span>to <span class="_ _17"> </span>the <span class="_ _14"> </span>fu<span class="_ _0"></span>lfillment <span class="_ _14"> </span>of <span class="_ _17"> </span>the <span class="_ _17"> </span>specified <span class="_ _17"> </span>Award <span class="_ _14"> </span>Conditions, <span class="_ _17"> </span>the </div><div class="t m0 x4 h2 y869 ff1 fs0 fc0 sc0 ls0 ws0">Participation Agree<span class="_ _5"></span>ment shall be terminated t<span class="_ _5"></span>o the extent covering the<span class="_ _5"></span> RSUs in question, and t<span class="_ _5"></span>he Participant shall </div><div class="t m0 x4 h2 y86a ff1 fs0 fc0 sc0 ls0 ws0">forfeit <span class="_ _15"></span>any <span class="_ _15"></span>furt<span class="_ _5"></span>her<span class="_ _0"></span> <span class="_ _15"></span>participati<span class="_ _5"></span>on<span class="_ _0"></span> <span class="_ _15"></span>in <span class="_ _15"></span>the <span class="_ _15"></span>P<span class="_ _5"></span>rogram <span class="_ _15"></span>to <span class="_ _15"></span>the <span class="_ _15"></span>aforementione<span class="_ _5"></span>d <span class="_ _15"></span>extent, <span class="_ _15"></span>including <span class="_ _15"></span>the <span class="_ _10"></span>right <span class="_ _15"></span>to <span class="_ _15"></span>award <span class="_ _15"></span>and </div><div class="t m0 x4 h2 y86b ff1 fs0 fc0 sc0 ls0 ws0">exercise <span class="_ _5"></span>the R<span class="_ _5"></span>SU<span class="_ _0"></span>s <span class="_ _5"></span>in questi<span class="_ _5"></span>on. The <span class="_ _5"></span>Participant <span class="_ _5"></span>will <span class="_ _5"></span>not be <span class="_ _6"></span>entitled to <span class="_ _5"></span>any <span class="_ _5"></span>claims for <span class="_ _6"></span>payment, includi<span class="_ _5"></span>ng any <span class="_ _5"></span>claims </div></div></div><div class="pi" ></div></div><div id="pf43" class="pf w0 h0" ><div class="pc pc43 w0 h0"><img class="bi x4 y335 w17 h4d" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 67 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">for damages against the Company, the Subsidiary, their shareholde<span class="_ _5"></span>rs <span class="_ _0"></span>or members of their bodies. However, if the </div><div class="t m0 x4 h2 y683 ff1 fs0 fc0 sc0 ls0 ws0">Terms <span class="_ _0"></span>and <span class="_ _0"></span>Conditions <span class="_ _0"></span>of <span class="_ _0"></span>Award <span class="_ _0"></span>of <span class="_ _10"></span>a given <span class="_ _0"></span>Participant <span class="_ _10"></span>included only <span class="_ _10"></span>the maintenance <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _10"></span>status of <span class="_ _0"></span>Emp<span class="_ _0"></span>loyee </div><div class="t m0 x4 h2 y684 ff1 fs0 fc0 sc0 ls0 ws0">and/or <span class="_ _5"></span>Asso<span class="_ _0"></span>ciate <span class="_ _5"></span>and/or Board <span class="_ _5"></span>Member in t<span class="_ _5"></span>he Company a<span class="_ _5"></span>nd/or Subsidiary <span class="_ _5"></span>on the te<span class="_ _5"></span>rms and conditi<span class="_ _5"></span>ons set forth<span class="_ _5"></span> in </div><div class="t m0 x4 h2 y86c ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _10"></span>Terms <span class="_ _10"></span>and <span class="_ _10"></span>Conditions <span class="_ _10"></span>for <span class="_ _10"></span>the <span class="_ _15"></span>perio<span class="_ _5"></span>d <span class="_ _15"></span>of <span class="_ _10"></span>time <span class="_ _10"></span>specified <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _10"></span>Participation <span class="_ _10"></span>Agreement, <span class="_ _10"></span>excluding <span class="_ _10"></span>additional </div><div class="t m0 x4 h2 y86d ff1 fs0 fc0 sc0 ls0 ws0">individual <span class="_ _10"></span>objectives <span class="_ _10"></span>referred <span class="_ _10"></span>to <span class="_ _10"></span>in <span class="_ _15"></span>the <span class="_ _0"></span>Terms <span class="_ _15"></span>and <span class="_ _10"></span>Conditions, <span class="_ _0"></span>while <span class="_ _15"></span>no <span class="_ _10"></span>Cause <span class="_ _10"></span>occurred, <span class="_ _10"></span>the <span class="_ _15"></span>Parti<span class="_ _5"></span>cipant <span class="_ _15"></span>will<span class="_ _8"></span> <span class="_ _10"></span>be </div><div class="t m0 x4 h2 y86e ff1 fs0 fc0 sc0 ls0 ws0">awarded RSUs as of the date of the Sale Transaction in such amount as if the Sale Transaction ha<span class="_ _5"></span>d <span class="_ _0"></span>occurred after </div><div class="t m0 x4 h2 y86f ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _10"></span>expiration <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>aforementioned <span class="_ _10"></span>required <span class="_ _0"></span>minimum <span class="_ _10"></span>period <span class="_ _10"></span>of <span class="_ _0"></span>maintenance <span class="_ _10"></span>of <span class="_ _10"></span>status <span class="_ _0"></span>as <span class="_ _10"></span>an <span class="_ _10"></span>Employee <span class="_ _10"></span>and/or </div><div class="t m0 x4 h2 y870 ff1 fs0 fc0 sc0 ls0 ws0">Associate  and/<span class="_ _5"></span>or  Member  of <span class="_ _17"> </span>the  Board  of <span class="_ _17"> </span>Directors  in  the <span class="_ _17"> </span>Company  and/or <span class="_ _17"> </span>Subsidiary.  The  Pa<span class="_ _5"></span>rticipation </div><div class="t m0 x4 h2 y871 ff1 fs0 fc0 sc0 ls0 ws0">Agreement <span class="_ _14"> </span>may <span class="_ _14"> </span>regulate <span class="_ _17"> </span>differently <span class="_ _14"> </span>the <span class="_ _14"> </span>consequences <span class="_ _14"> </span>of <span class="_ _17"> </span>the <span class="_ _14"> </span>occurrence <span class="_ _14"> </span>of <span class="_ _17"> </span>a <span class="_ _14"> </span>Sales <span class="_ _14"> </span>Transaction <span class="_ _17"> </span>prior <span class="_ _14"> </span>to <span class="_ _14"> </span>the </div><div class="t m0 x4 h2 y872 ff1 fs0 fc0 sc0 ls0 ws0">fulfillment of the Conditi<span class="_ _5"></span>on<span class="_ _0"></span>s of Allocation. </div><div class="t m0 x4 h2 y873 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y874 ff3 fs0 fc5 sc0 ls0 ws0">Assumptions used to value t<span class="_ _8"></span>he Program </div><div class="t m0 x4 h2 y875 ff1 fs0 fc0 sc0 ls0 ws0">Employee <span class="_ _0"></span>services <span class="_ _0"></span>received <span class="_ _10"></span>in <span class="_ _0"></span>the <span class="_ _0"></span>form <span class="_ _10"></span>of <span class="_ _0"></span>cash-settled <span class="_ _10"></span>share-based <span class="_ _0"></span>payments <span class="_ _0"></span>are <span class="_ _10"></span>measured <span class="_ _0"></span>indirectly <span class="_ _0"></span>at <span class="_ _0"></span>the <span class="_ _10"></span>fair </div><div class="t m0 x4 h2 y876 ff1 fs0 fc0 sc0 ls0 ws0">value <span class="_ _0"></span>of the <span class="_ _0"></span>liability <span class="_ _0"></span>at <span class="_ _0"></span>the <span class="_ _0"></span>date <span class="_ _0"></span>of <span class="_ _0"></span>grant. The <span class="_ _0"></span>initial <span class="_ _0"></span>measurement <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>liability is <span class="_ _0"></span>based <span class="_ _0"></span>on <span class="_ _0"></span>the <span class="_ _0"></span>fair value <span class="_ _0"></span>of <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y877 ff1 fs0 fc0 sc0 ls0 ws0">underlying <span class="_ _10"></span>instruments. <span class="_ _10"></span>Measurement <span class="_ _10"></span>of <span class="_ _15"></span>t<span class="_ _5"></span>he <span class="_ _15"></span>liabili<span class="_ _5"></span>ty <span class="_ _15"></span>takes <span class="_ _10"></span>into <span class="_ _10"></span>account <span class="_ _10"></span>the <span class="_ _15"></span>e<span class="_ _5"></span>xtent <span class="_ _15"></span>to <span class="_ _10"></span>which <span class="_ _10"></span>services <span class="_ _10"></span>have <span class="_ _10"></span>been </div><div class="t m0 x4 h2 y878 ff1 fs0 fc0 sc0 ls0 ws0">rendered. </div><div class="t m0 x4 h2 y879 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _15"></span>entity <span class="_ _10"></span>determines <span class="_ _15"></span>the <span class="_ _15"></span>fai<span class="_ _5"></span>r <span class="_ _15"></span>value <span class="_ _15"></span>of <span class="_ _15"></span>a <span class="_ _10"></span>cash<span class="_ _0"></span>-settled <span class="_ _15"></span>liabi<span class="_ _5"></span>lity <span class="_ _15"></span>by <span class="_ _15"></span>considerin<span class="_ _8"></span>g <span class="_ _15"></span>only <span class="_ _10"></span>market <span class="_ _15"></span>conditions <span class="_ _10"></span>and <span class="_ _15"></span>non-</div><div class="t m0 x4 h2 y87a ff1 fs0 fc0 sc0 ls0 ws0">vesting <span class="_ _15"></span>conditions, <span class="_ _10"></span>which <span class="_ _15"></span>means <span class="_ _15"></span>that <span class="_ _15"></span>vesting <span class="_ _15"></span>conditi<span class="_ _8"></span>ons <span class="_ _15"></span>and <span class="_ _15"></span>non-market <span class="_ _15"></span>condit<span class="_ _5"></span>ion<span class="_ _0"></span>s <span class="_ _15"></span>affect <span class="_ _10"></span>the <span class="_ _15"></span>valuation <span class="_ _15"></span>of <span class="_ _15"></span>the </div><div class="t m0 x4 h2 y87b ff1 fs0 fc0 sc0 ls0 ws0">liability by adjusting the num<span class="_ _5"></span>ber of rights to receive cash based on estimates of performa<span class="_ _5"></span>nce to be met. </div><div class="t m0 x4 h2 y87c ff1 fs0 fc0 sc0 ls0 ws0">At each reporting date, and ultimately at the date of settlem<span class="_ _5"></span>ent, the fair value of the recognized liability is subject </div><div class="t m0 x4 h2 y87d ff1 fs0 fc0 sc0 ls0 ws0">to remeas<span class="_ _5"></span>ur<span class="_ _0"></span>ement. <span class="_ _5"></span>The remeasurement <span class="_ _5"></span>applies to <span class="_ _5"></span>the recognized <span class="_ _5"></span>portion of <span class="_ _5"></span>the liability <span class="_ _5"></span>up to t<span class="_ _5"></span>he vesting <span class="_ _8"></span>date. T<span class="_ _5"></span>he </div><div class="t m0 x4 h2 y3fb ff1 fs0 fc0 sc0 ls0 ws0">full amount is subject to remeasurement from t<span class="_ _5"></span>he vesting date to the settlement date. The cumulative net cost and </div><div class="t m0 x4 h2 y87e ff1 fs0 fc0 sc0 ls0 ws0">amounts recognized in the income statement that will ultimate<span class="_ _5"></span>ly b<span class="_ _0"></span>e recognized in connection with the<span class="_ _5"></span> <span class="_ _0"></span>transaction </div><div class="t m0 x4 h2 yb8 ff1 fs0 fc0 sc0 ls0 ws0">will be equal to the amount <span class="_ _8"></span>paid to settle the liability. </div><div class="t m0 x4 h2 y253 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>effects <span class="_ _10"></span>of <span class="_ _0"></span>remeasurement <span class="_ _0"></span>during <span class="_ _0"></span>the <span class="_ _10"></span>vesting <span class="_ _0"></span>period <span class="_ _0"></span>are <span class="_ _10"></span>recognized <span class="_ _0"></span>immediately <span class="_ _0"></span>in <span class="_ _0"></span>the <span class="_ _10"></span>income <span class="_ _0"></span>statement <span class="_ _0"></span>(in </div><div class="t m0 x4 h2 y87f ff1 fs0 fc0 sc0 ls0 ws0">the corresponding expense item) to the <span class="_ _0"></span>extent that they relate to <span class="_ _0"></span>past services, and to <span class="_ _0"></span>the extent that they relate <span class="_ _0"></span>to </div><div class="t m0 x4 h2 y880 ff1 fs0 fc0 sc0 ls0 ws0">future services, the effect of remeasu<span class="_ _5"></span>rement is spread over the remaining vesting peri<span class="_ _5"></span>od.<span class="_ _0"></span> </div><div class="t m0 x4 h2 y881 ff1 fs0 fc0 sc0 ls0 ws0">This <span class="_ _10"></span>means <span class="_ _15"></span>that <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _15"></span>revaluation <span class="_ _10"></span>period <span class="_ _10"></span>there <span class="_ _15"></span>is <span class="_ _10"></span>a <span class="_ _10"></span>supplementary <span class="_ _15"></span>a<span class="_ _5"></span>djustment <span class="_ _15"></span>for <span class="_ _10"></span>previous <span class="_ _10"></span>periods, <span class="_ _15"></span>so <span class="_ _10"></span>that <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">recognized liability at each re<span class="_ _8"></span>porting date is equal to the tot<span class="_ _5"></span>al fair value of the liability. </div><div class="t m0 x4 h2 y882 ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _5"></span>of t<span class="_ _5"></span>he balance <span class="_ _6"></span>sheet date <span class="_ _6"></span>of December <span class="_ _6"></span>31, 2024, <span class="_ _6"></span>the Grou<span class="_ _5"></span>p has <span class="_ _5"></span>valued <span class="_ _5"></span>the <span class="_ _5"></span>RSUs for <span class="_ _6"></span>wh<span class="_ _0"></span>ich <span class="_ _5"></span>vesting <span class="_ _5"></span>has occurre<span class="_ _5"></span>d </div><div class="t m0 x4 h2 y883 ff1 fs0 fc0 sc0 ls0 ws0">based on <span class="_ _10"></span>the Group&apos;s <span class="_ _0"></span>internal <span class="_ _0"></span>estimates. <span class="_ _0"></span>A <span class="_ _0"></span>decision on <span class="_ _0"></span>the <span class="_ _0"></span>final <span class="_ _0"></span>number <span class="_ _0"></span>of <span class="_ _0"></span>RSUs <span class="_ _0"></span>granted <span class="_ _0"></span>and their <span class="_ _0"></span>value <span class="_ _0"></span>has <span class="_ _0"></span>not </div><div class="t m0 x4 h2 y884 ff1 fs0 fc0 sc0 ls0 ws0">been <span class="_ _0"></span>made <span class="_ _0"></span>as <span class="_ _0"></span>of <span class="_ _10"></span>the date <span class="_ _10"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>financial <span class="_ _0"></span>statements, <span class="_ _0"></span>as <span class="_ _0"></span>there <span class="_ _10"></span>were no <span class="_ _10"></span>events <span class="_ _0"></span>specified <span class="_ _0"></span>in <span class="_ _0"></span>the <span class="_ _0"></span>Regulations <span class="_ _0"></span>giving </div><div class="t m0 x4 h2 y885 ff1 fs0 fc0 sc0 ls0 ws0">Eligible Persons the right to gr<span class="_ _5"></span>ant and benefit from the RSUs granted. </div><div class="t m0 x4 h2 y886 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>fair <span class="_ _10"></span>value <span class="_ _0"></span>of <span class="_ _10"></span>RSUs <span class="_ _0"></span>as <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>balance <span class="_ _10"></span>sheet date <span class="_ _10"></span>of <span class="_ _0"></span>December <span class="_ _0"></span>31, <span class="_ _10"></span>2024 <span class="_ _0"></span>was <span class="_ _10"></span>determined <span class="_ _0"></span>based <span class="_ _0"></span>on <span class="_ _0"></span>the <span class="_ _10"></span>market </div><div class="t m0 x4 h2 y887 ff1 fs0 fc0 sc0 ls0 ws0">price <span class="_ _10"></span>of<span class="_ _0"></span> <span class="_ _10"></span>DataWalk <span class="_ _15"></span>S.A. <span class="_ _10"></span>shares. <span class="_ _15"></span>Under <span class="_ _10"></span>the <span class="_ _15"></span>terms <span class="_ _10"></span>of <span class="_ _15"></span>the <span class="_ _10"></span>Regulations, <span class="_ _15"></span>t<span class="_ _5"></span>he <span class="_ _15"></span>value <span class="_ _10"></span>of<span class="_ _0"></span> <span class="_ _15"></span>t<span class="_ _5"></span>he <span class="_ _15"></span>RSUs <span class="_ _10"></span>will <span class="_ _15"></span>be <span class="_ _10"></span>determined </div><div class="t m0 x4 h2 y888 ff1 fs0 fc0 sc0 ls0 ws0">based <span class="_ _0"></span>on <span class="_ _0"></span>the <span class="_ _0"></span>share <span class="_ _0"></span>price <span class="_ _0"></span>from <span class="_ _0"></span>the <span class="_ _0"></span>Sale <span class="_ _0"></span>Transaction. The <span class="_ _0"></span>RS<span class="_ _0"></span>Us <span class="_ _0"></span>will <span class="_ _0"></span>be <span class="_ _0"></span>granted <span class="_ _0"></span>at <span class="_ _0"></span>no <span class="_ _0"></span>cost <span class="_ _0"></span>to <span class="_ _0"></span>the <span class="_ _0"></span>Eligible <span class="_ _0"></span>Persons. </div><div class="t m0 x4 h2 y889 ff1 fs0 fc0 sc0 ls0 ws0">RSUs do <span class="_ _8"></span>not carry <span class="_ _5"></span>the right to <span class="_ _5"></span>dividends and therefore <span class="_ _5"></span>the expected dividend <span class="_ _5"></span>yield is 0. <span class="_ _5"></span>There are no ot<span class="_ _5"></span>her<span class="_ _0"></span> market </div><div class="t m0 x4 h2 y88a ff1 fs0 fc0 sc0 ls0 ws0">conditions in t<span class="_ _5"></span>he valuation of RSUs in<span class="_ _5"></span> the Program. In this sit<span class="_ _5"></span>uation, the valuation of the <span class="_ _5"></span>RSUs at a given balance<span class="_ _5"></span> </div><div class="t m0 x4 h2 y88b ff1 fs0 fc0 sc0 ls0 ws0">sheet date <span class="_ _0"></span>should be equal <span class="_ _0"></span>to the fair <span class="_ _0"></span>value of the <span class="_ _0"></span>Company&apos;s shares at <span class="_ _0"></span>that date. On <span class="_ _0"></span>the other <span class="_ _0"></span>hand, the total <span class="_ _0"></span>cost </div><div class="t m0 x4 h2 y88c ff1 fs0 fc0 sc0 ls0 ws0">of the P<span class="_ _5"></span>rogram should be dete<span class="_ _5"></span>rmined at each <span class="_ _5"></span>balance sheet date <span class="_ _5"></span>taking into account <span class="_ _5"></span>oth<span class="_ _0"></span>er non-market <span class="_ _5"></span>factors. The </div><div class="t m0 x4 h2 y7a6 ff1 fs0 fc0 sc0 ls0 ws0">Company performed <span class="_ _0"></span>a <span class="_ _0"></span>sample simulation <span class="_ _0"></span>of the <span class="_ _0"></span>valuation <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>RSU using <span class="_ _0"></span>the <span class="_ _0"></span>Black<span class="_ _0"></span>-Scholes model <span class="_ _0"></span>to <span class="_ _0"></span>confirm </div><div class="t m0 x4 h2 y88d ff1 fs0 fc0 sc0 ls0 ws0">the validity <span class="_ _0"></span>of <span class="_ _0"></span>this approach, <span class="_ _0"></span>and <span class="_ _0"></span>the result <span class="_ _0"></span>of <span class="_ _0"></span>the valuation <span class="_ _0"></span>confirms that <span class="_ _0"></span>it is <span class="_ _0"></span>reasonable to <span class="_ _0"></span>take <span class="_ _0"></span>the valuation <span class="_ _0"></span>of </div><div class="t m0 x4 h2 y88e ff1 fs0 fc0 sc0 ls0 ws0">the RSU at the fair value of the sha<span class="_ _5"></span>res under the aforementioned assumptions. </div><div class="t m0 x4 h2 y88f ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _15"></span>average <span class="_ _15"></span>a<span class="_ _5"></span>nnual <span class="_ _15"></span>percentage <span class="_ _15"></span>of <span class="_ _15"></span>forfeitures <span class="_ _10"></span>for <span class="_ _15"></span>RSUs, <span class="_ _15"></span>based <span class="_ _15"></span>on <span class="_ _10"></span>expectations <span class="_ _15"></span>of, <span class="_ _15"></span>for <span class="_ _15"></span>exam<span class="_ _5"></span>ple, <span class="_ _15"></span>the <span class="_ _15"></span>number <span class="_ _15"></span>of </div><div class="t m0 x4 h2 y890 ff1 fs0 fc0 sc0 ls0 ws0">employees  and  as<span class="_ _5"></span>sociates  leaving  the  Group <span class="_ _17"> </span>before  the  vesting  date, <span class="_ _17"> </span>was  assumed  to  be <span class="_ _17"> </span>0%.  The  Group </div><div class="t m0 x4 h2 y891 ff1 fs0 fc0 sc0 ls0 ws0">periodically reviews these e<span class="_ _8"></span>stimates and, in the event of mate<span class="_ _5"></span>rial deviations, updates them. </div><div class="t m0 x4 h2 y892 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y893 ff3 fs0 fc5 sc0 ls0 ws0">Recognition of the Program for the peri<span class="_ _5"></span>od from January 1, 2024 to December 31, 2024.<span class="ff1"> </span></div><div class="t m0 x4 h2 y894 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>following <span class="_ _6"></span>table <span class="_ _5"></span>shows <span class="_ _5"></span>the <span class="_ _6"></span>numb<span class="_ _0"></span>er <span class="_ _6"></span>of <span class="_ _5"></span>RSUs <span class="_ _5"></span>granted <span class="_ _5"></span>as <span class="_ _5"></span>of <span class="_ _6"></span>December <span class="_ _5"></span>31, <span class="_ _5"></span>2024, <span class="_ _5"></span>by <span class="_ _5"></span>vesting <span class="_ _5"></span>conditions <span class="_ _6"></span>and <span class="_ _5"></span>degree </div><div class="t m0 x4 h2 y895 ff1 fs0 fc0 sc0 ls0 ws0">of exercise. </div></div></div><div class="pi" ></div></div><div id="pf44" class="pf w0 h0" ><div class="pc pc44 w0 h0"><img class="bi x4 y896 w17 h7f" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 68 </div></div><div class="c xd6 y897 wd9 h75"><div class="t m0 x4d h15 y7b2 ff3 fsa fc0 sc0 ls0 ws0">Conditions for vesting </div></div><div class="c x104 y897 wda h75"><div class="t m0 x34 h15 y7b1 ff3 fsa fc0 sc0 ls0 ws0">Entitlement</div><div class="t m0 x48 h15 y7b2 ff3 fsa fc0 sc0 ls0 ws0">s granted  </div><div class="t m0 x5d h15 y781 ff3 fsa fc0 sc0 ls0 ws0">(in pcs.) </div></div><div class="c x105 y897 wdb h75"><div class="t m0 x18 h15 y898 ff3 fsa fc0 sc0 ls0 ws0">Degree of </div><div class="t m0 xf3 h15 y899 ff3 fsa fc0 sc0 ls0 ws0">fulfillment </div><div class="t m0 x43 h15 y89a ff3 fsa fc0 sc0 ls0 ws0">of the </div><div class="t m0 x31 h15 y7b0 ff3 fsa fc0 sc0 ls0 ws0">conditions </div><div class="t m0 x72 h15 y89b ff3 fsa fc0 sc0 ls0 ws0">of </div><div class="t m0 xa8 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">acquisition </div></div><div class="c x106 y897 wdc h75"><div class="t m0 xa8 h15 y899 ff3 fsa fc0 sc0 ls0 ws0">N<span class="fc6 sc0">umb</span><span class="fc6 sc0">er </span>of </div><div class="t m0 x43 h15 y89a ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">rights</span><span class="fc6 sc0"> </span></div><div class="t m0 x44 h15 y7b0 ff3 fsa fc0 sc0 ls0 ws0">acq<span class="fc6 sc0">uired</span> (in </div><div class="t m0 x4f h15 y89b ff3 fsa fc0 sc0 ls0 ws0">pcs.) </div></div><div class="c x107 y897 wdd h75"><div class="t m0 x31 h15 y790 ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Est</span><span class="fc6 sc0">imat</span><span class="fc6 sc0">ed </span></div><div class="t m0 xf3 h15 y89c ff3 fsa fc0 sc0 ls0 ws0">n<span class="fc6 sc0">um</span><span class="fc6 sc0">ber </span>of </div><div class="t m0 x33 h15 y7b1 ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">vest</span><span class="fc6 sc0">ed </span></div><div class="t m0 x17 h15 y7b2 ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">rights</span><span class="fc6 sc0"> </span><span class="fc6 sc0">as</span><span class="fc6 sc0"> </span><span class="fc6 sc0">of</span><span class="fc6 sc0"> </span></div><div class="t m0 x35 h15 y781 ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">th</span><span class="fc6 sc0">e b</span><span class="fc6 sc0">alance</span> </div><div class="t m0 x31 h15 yf0 ff3 fsa fc0 sc0 ls0 ws0">s<span class="fc6 sc0">heet </span><span class="fc6 sc0">dat</span><span class="fc6 sc0">e</span>  </div><div class="t m0 x5d h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">(in</span><span class="fc6 sc0"> </span><span class="fc6 sc0">pcs</span><span class="fc6 sc0">.</span><span class="fc6 sc0">)</span><span class="fc6 sc0"> </span></div></div><div class="c xf9 y897 wde h75"><div class="t m0 x17 h15 y899 ff3 fsa fc0 sc0 ls0 ws0">Remains in </div><div class="t m0 x17 h15 y89a ff3 fsa fc0 sc0 ls0 ws0">the process </div><div class="t m0 x18 h15 y7b0 ff3 fsa fc0 sc0 ls0 ws0">of vesting </div><div class="t m0 x5d h15 y89b ff3 fsa fc0 sc0 ls0 ws0">(in pcs.) </div></div><div class="c xd6 y89d wd9 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Acquired rights (vested) </div></div><div class="c x104 y89d wda h1c"><div class="t m0 x4d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">862 490 </div></div><div class="c x105 y89d wdb h1c"><div class="t m0 xe7 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x106 y89d wdc h1c"><div class="t m0 x4d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">862 490 </div></div><div class="c x107 y89d wdd h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xf9 y89d wde h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y89e wd9 h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Provision of services until </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">30.</span><span class="fc6 sc0">06.</span><span class="fc6 sc0">2025</span><span class="fc6 sc0"> </span></div></div><div class="c x104 y89e wda h19"><div class="t m0 xf2 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">13 500 </div></div><div class="c x105 y89e wdb h19"><div class="t m0 x72 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">71,52% </div></div><div class="c x106 y89e wdc h19"><div class="t m0 x2d h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x107 y89e wdd h19"><div class="t m0 x5a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">9 655 </div></div><div class="c xf9 y89e wde h19"><div class="t m0 x5a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">3 845 </div></div><div class="c xd6 y89f wd9 h31"><div class="t m0 x2 h18 y149 ff1 fsa fc0 sc0 ls0 ws0">Provision of services until </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2025</span><span class="fc6 sc0"> </span></div></div><div class="c x104 y89f wda h31"><div class="t m0 xf2 h18 y15d ff1 fsa fc0 sc0 ls0 ws0">16 250 </div></div><div class="c x105 y89f wdb h31"><div class="t m0 x72 h18 y15d ff1 fsa fc0 sc0 ls0 ws0">50,77% </div></div><div class="c x106 y89f wdc h31"><div class="t m0 x2d h18 y15d ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x107 y89f wdd h31"><div class="t m0 x5a h18 y15d ff1 fsa fc0 sc0 ls0 ws0">8 250 </div></div><div class="c xf9 y89f wde h31"><div class="t m0 x5a h18 y15d ff1 fsa fc0 sc0 ls0 ws0">8 000 </div></div><div class="c xd6 y8a0 wd9 h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Provision of services until </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">30.</span><span class="fc6 sc0">06.</span><span class="fc6 sc0">2026</span><span class="fc6 sc0"> </span></div></div><div class="c x104 y8a0 wda h19"><div class="t m0 xf2 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">12 475 </div></div><div class="c x105 y8a0 wdb h19"><div class="t m0 x72 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">45,81% </div></div><div class="c x106 y8a0 wdc h19"><div class="t m0 x2d h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x107 y8a0 wdd h19"><div class="t m0 x5a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">5 715 </div></div><div class="c xf9 y8a0 wde h19"><div class="t m0 x5a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">6 760 </div></div><div class="c xd6 y8a1 wd9 h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Provision of services until </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2026</span><span class="fc6 sc0"> </span></div></div><div class="c x104 y8a1 wda h19"><div class="t m0 xf2 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">14 625 </div></div><div class="c x105 y8a1 wdb h19"><div class="t m0 x72 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">28,38% </div></div><div class="c x106 y8a1 wdc h19"><div class="t m0 x2d h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x107 y8a1 wdd h19"><div class="t m0 x5a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">4 150 </div></div><div class="c xf9 y8a1 wde h19"><div class="t m0 xf2 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">10 475 </div></div><div class="c xd6 y8a2 wd9 h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Provision of services until </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">30.</span><span class="fc6 sc0">06.</span><span class="fc6 sc0">2027</span><span class="fc6 sc0"> </span></div></div><div class="c x104 y8a2 wda h19"><div class="t m0 x5a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">2 775 </div></div><div class="c x105 y8a2 wdb h19"><div class="t m0 x72 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">37,84% </div></div><div class="c x106 y8a2 wdc h19"><div class="t m0 x2d h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x107 y8a2 wdd h19"><div class="t m0 x5a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">1 050 </div></div><div class="c xf9 y8a2 wde h19"><div class="t m0 x5a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">1 725 </div></div><div class="c xd6 y8a3 wd9 h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Provision of services until </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2027</span><span class="fc6 sc0"> </span></div></div><div class="c x104 y8a3 wda h19"><div class="t m0 xc6 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">750 </div></div><div class="c x105 y8a3 wdb h19"><div class="t m0 x72 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">25,33% </div></div><div class="c x106 y8a3 wdc h19"><div class="t m0 x2d h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x107 y8a3 wdd h19"><div class="t m0 xc6 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">190 </div></div><div class="c xf9 y8a3 wde h19"><div class="t m0 xc6 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">560 </div></div><div class="c xd6 y8a4 wd9 h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x104 y8a4 wda h1c"><div class="t m0 x4d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">922 865 </div></div><div class="c x105 y8a4 wdb h1c"><div class="t m0 x4d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">93,46% </div></div><div class="c x106 y8a4 wdc h1c"><div class="t m0 x4d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">862 490 </div></div><div class="c x107 y8a4 wdd h1c"><div class="t m0 x57 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">29 010 </div></div><div class="c xf9 y8a4 wde h1c"><div class="t m0 xf2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31 365 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y691 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _5"></span>accordance <span class="_ _5"></span>with IFRS <span class="_ _5"></span>2, <span class="_ _5"></span>the Group <span class="_ _5"></span>has <span class="_ _5"></span>updated <span class="_ _5"></span>the fair <span class="_ _5"></span>value <span class="_ _5"></span>of RSUs<span class="_ _8"></span> <span class="_ _5"></span>as of <span class="_ _5"></span>the <span class="_ _5"></span>balance s<span class="_ _5"></span>heet date <span class="_ _5"></span>of <span class="_ _5"></span>December </div><div class="t m0 x4 h2 y692 ff1 fs0 fc0 sc0 ls0 ws0">31, 2024<span class="ls2">. </span> </div><div class="t m0 x4 h2 y693 ff1 fs0 fc0 sc0 ls0 ws0">Accordingly, the Group has det<span class="_ _5"></span>ermined the following events affecting the estimates: </div><div class="t m0 x4 h3f y8a5 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">the <span class="_ _0"></span>fair value <span class="_ _0"></span>as of December <span class="_ _0"></span>31, 2024 <span class="_ _0"></span>differed from <span class="_ _0"></span>the value <span class="_ _0"></span>obtained as <span class="_ _0"></span>of the <span class="_ _0"></span>previous balance <span class="_ _0"></span>sheet date </span></span></div><div class="t m0 x7e h2 y36b ff1 fs0 fc0 sc0 ls0 ws0">(the difference resulting from the cha<span class="_ _5"></span>nge in the Company&apos;s share price), </div><div class="t m0 x4 h3f y855 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">further RSUs <span class="_ _5"></span>for <span class="_ _5"></span>which the <span class="_ _5"></span>acquisition condi<span class="_ _5"></span>tions are <span class="_ _5"></span>estimated to <span class="_ _5"></span>have been <span class="_ _5"></span>met <span class="_ _8"></span>should <span class="_ _5"></span>have been <span class="_ _5"></span>valued a<span class="_ _5"></span>nd </span></span></div><div class="t m0 x7e h2 y856 ff1 fs0 fc0 sc0 ls0 ws0">recognized, </div><div class="t m0 x4 h3f y8a6 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">There <span class="_ _10"></span>were <span class="_ _10"></span>no <span class="_ _10"></span>events <span class="_ _0"></span>that <span class="_ _10"></span>resulted <span class="_ _0"></span>in <span class="_ _10"></span>the <span class="_ _10"></span>need <span class="_ _10"></span>to <span class="_ _10"></span>adjust <span class="_ _0"></span>the <span class="_ _10"></span>cost <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>Program <span class="_ _10"></span>for <span class="_ _10"></span>RSUs <span class="_ _0"></span>lost <span class="_ _10"></span>as <span class="_ _10"></span>a <span class="_ _0"></span>result <span class="_ _10"></span>of </span></span></div><div class="t m0 x7e h2 y8a7 ff1 fs0 fc0 sc0 ls0 ws0">non-fulfillment of vesting condit<span class="_ _5"></span>ions. </div><div class="t m0 x4 h2 y61e ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _6"></span>following <span class="_ _6"></span>table <span class="_ _5"></span>shows <span class="_ _6"></span>the <span class="_ _6"></span>items <span class="_ _5"></span>affecting <span class="_ _6"></span>the <span class="_ _5"></span>conversion <span class="_ _6"></span>of <span class="_ _6"></span>the <span class="_ _6"></span>value <span class="_ _5"></span>of <span class="_ _6"></span>the <span class="_ _5"></span>liability <span class="_ _6"></span>and <span class="_ _6"></span>the <span class="_ _5"></span>cost <span class="_ _6"></span>of <span class="_ _5"></span>the <span class="_ _6"></span>Program </div><div class="t m0 x4 h2 y8a8 ff1 fs0 fc0 sc0 ls0 ws0">recognized in the consoli<span class="_ _8"></span>dated financial statements. </div></div><div class="c xd6 y8a9 wdf h80"><div class="t m0 x99 h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Specification </div></div><div class="c x108 y8a9 we0 h80"><div class="t m0 x6e h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Quantity </div></div><div class="c x3d y8a9 we1 h80"><div class="t m0 x1c h15 y163 ff3 fsa fc0 sc0 ls0 ws0">Weighted average </div><div class="t m0 xe7 h15 y142 ff3 fsa fc0 sc0 ls0 ws0">fair value  </div><div class="t m0 x46 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">(in PLN) </div></div><div class="c xd5 y8a9 we2 h80"><div class="t m0 x34 h15 y78c ff3 fsa fc0 sc0 ls0 ws0">Cost according to </div><div class="t m0 x34 h15 y163 ff3 fsa fc0 sc0 ls0 ws0">weighted average </div><div class="t m0 xe7 h15 y142 ff3 fsa fc0 sc0 ls0 ws0">fair value  </div><div class="t m0 x54 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">(in PLN </div><div class="t m0 x2c h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">th</span><span class="fc6 sc0">ous</span><span class="fc6 sc0">ands</span><span class="fc6 sc0">)</span><span class="fc6 sc0"> </span></div></div><div class="c xd6 y8aa wdf h19"><div class="t m0 x2 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Estimated number of vested rights<span class="_ _0"></span> as of </div><div class="t m0 x2 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">01.</span><span class="fc6 sc0">01.</span><span class="fc6 sc0">2024</span><span class="fc6 sc0"> </span></div></div><div class="c x108 y8aa we0 h19"><div class="t m0 x28 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">814 310 </div></div><div class="c x3d y8aa we1 h19"><div class="t m0 xb7 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">36,30 </div></div><div class="c xd5 y8aa we2 h19"><div class="t m0 x63 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">29 560 </div></div><div class="c xd6 y8ab wdf h19"><div class="t m0 x2 h25 ybc ff4 fsa fc0 sc0 ls0 ws0">Estimated number of vested rights as of </div><div class="t m0 x2 h25 ybd ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Dece</span><span class="fc6 sc0">m</span><span class="fc6 sc0">ber </span><span class="fc6 sc0">31,</span><span class="fc6 sc0"> </span><span class="fc6 sc0">2023.</span><span class="fc6 sc0"> </span></div></div><div class="c x108 y8ab we0 h19"><div class="t m0 x28 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">814 310 </div></div><div class="c x3d y8ab we1 h19"><div class="t m0 x63 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">20,30* </div></div><div class="c xd5 y8ab we2 h19"><div class="t m0 x63 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">16 530 </div></div><div class="c xd6 y8ac wdf h19"><div class="t m0 x2 h25 ybc ff4 fsa fc0 sc0 ls0 ws0">Estimated number of vested r<span class="_ _0"></span>ights during the </div><div class="t m0 x2 h25 ybd ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">period</span><span class="fc6 sc0"> </span></div></div><div class="c x108 y8ac we0 h19"><div class="t m0 x63 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">77 190 </div></div><div class="c x3d y8ac we1 h19"><div class="t m0 xb7 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">56,60 </div></div><div class="c xd5 y8ac we2 h19"><div class="t m0 xb7 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">4 369 </div></div><div class="c xd6 y8ad wdf h1d"><div class="t m0 x2 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">Number of rights lost during the period<span class="_ _0"></span> </div></div><div class="c x108 y8ad we0 h1d"><div class="t m0 x60 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x3d y8ad we1 h1d"><div class="t m0 x79 h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd5 y8ad we2 h1d"><div class="t m0 x60 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y8ae wdf h19"><div class="t m0 x2 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Estimated number of vested rights<span class="_ _0"></span> as of </div><div class="t m0 x2 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2024</span><span class="fc6 sc0"> </span></div></div><div class="c x108 y8ae we0 h19"><div class="t m0 x28 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">891 500 </div></div><div class="c x3d y8ae we1 h19"><div class="t m0 xb7 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">56,60 </div></div><div class="c xd5 y8ae we2 h19"><div class="t m0 x63 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">50 459 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h25 y8af ff4 fsa fc0 sc0 ls0 ws0">* <span class="_ _20"> </span>The <span class="_ _24"> </span>difference <span class="_ _24"> </span>between <span class="_ _20"> </span>the <span class="_ _24"> </span>weighted <span class="_ _20"> </span>average <span class="_ _24"> </span>fair <span class="_ _20"> </span>values <span class="_ _24"> </span>of <span class="_ _20"> </span>RSUs <span class="_ _24"> </span>as <span class="_ _20"> </span>of <span class="_ _24"> </span>December <span class="_ _20"> </span>31, <span class="_ _20"> </span>2024<span class="ls3">. </span> </div><div class="t m0 x4 h25 y8b0 ff4 fsa fc0 sc0 ls0 ws0">and December 31, 2023. </div><div class="t m0 x4 h2 y8b1 ff1 fs0 fc0 sc0 ls0 ws0">There <span class="_ _0"></span>were <span class="_ _0"></span>no <span class="_ _10"></span>expirations of <span class="_ _10"></span>RSUs <span class="_ _0"></span>during <span class="_ _0"></span>the <span class="_ _10"></span>reporting <span class="_ _0"></span>period. <span class="_ _0"></span>In <span class="_ _0"></span>addition, <span class="_ _10"></span>there were <span class="_ _10"></span>no <span class="_ _0"></span>RSUs <span class="_ _0"></span>that <span class="_ _0"></span>have <span class="_ _10"></span>been </div><div class="t m0 x4 h2 y8b2 ff1 fs0 fc0 sc0 ls0 ws0">exercised, as well as no e<span class="_ _5"></span>xer<span class="_ _0"></span>cisable RSUs as of the <span class="_ _5"></span>balance sheet date of December 31, 2024. </div><div class="t m0 x4 h2 y8b3 ff1 fs0 fc0 sc0 ls0 ws0">The total cost of the<span class="_ _5"></span> Program recognized in the financial stat<span class="_ _5"></span>ements for the 12 months ended December <span class="_ _5"></span>31, 2024, </div><div class="t m0 x4 h2 y8b4 ff1 fs0 fc0 sc0 ls0 ws0">estimated according to vested rig<span class="_ _5"></span>hts, was PLN 20,899 thousand. </div></div></div><div class="pi" ></div></div><div id="pf45" class="pf w0 h0" ><div class="pc pc45 w0 h0"><img class="bi x4 y8b5 w17 h81" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 69 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">The following table presents the inclusion of the Program&apos;s costs in individual items of the consolidated financial </div><div class="t m0 x4 h2 y683 ff1 fs0 fc0 sc0 ls0 ws0">statements, <span class="_ _17"> </span>along <span class="_ _14"> </span>with  in<span class="_ _5"></span>formation <span class="_ _17"> </span>on <span class="_ _17"> </span>the <span class="_ _17"> </span>involvement <span class="_ _17"> </span>of <span class="_ _17"> </span>individual <span class="_ _14"> </span>compan<span class="_ _0"></span>ies <span class="_ _17"> </span>in <span class="_ _14"> </span>the  Iss<span class="_ _5"></span>uer  G<span class="_ _5"></span>roup<span class="_ _0"></span> <span class="_ _17"> </span>in <span class="_ _17"> </span>the </div><div class="t m0 x4 h2 y684 ff1 fs0 fc0 sc0 ls0 ws0">implementation of the Progra<span class="_ _8"></span>m. </div></div><div class="c xd6 y8b6 we3 h31"><div class="t m0 xcb h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Specification </div></div><div class="c x109 y8b6 we3 h31"><div class="t m0 xd4 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Position </div></div><div class="c xb4 y8b6 we4 h31"><div class="t m0 x48 h15 y149 ff3 fsa fc0 sc0 ls0 ws0">DataWalk </div><div class="t m0 x46 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">S.</span><span class="fc6 sc0">A.</span><span class="fc6 sc0"> </span></div></div><div class="c xb5 y8b6 we5 h31"><div class="t m0 x48 h15 y149 ff3 fsa fc0 sc0 ls0 ws0">DataWalk </div><div class="t m0 x46 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">I</span><span class="fc6 sc0">nc.</span><span class="fc6 sc0"> </span></div></div><div class="c xb6 y8b6 we4 h31"><div class="t m0 x48 h15 y149 ff3 fsa fc0 sc0 ls0 ws0">DataWalk </div><div class="t m0 x43 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Group</span><span class="fc6 sc0"> </span></div></div><div class="c xd6 y8b7 we3 h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Estimated number of vested </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">right</span><span class="fc6 sc0">s</span><span class="fc6 sc0"> </span><span class="fc6 sc0">as </span><span class="fc6 sc0">of</span><span class="fc6 sc0"> </span><span class="fc6 sc0">31.</span><span class="fc6 sc0">1</span><span class="fc6 sc0">2.</span><span class="fc6 sc0">2024 </span><span class="fc6 sc0">(pcs</span><span class="fc6 sc0">.</span><span class="fc6 sc0">).</span><span class="_ _0"></span><span class="fc6 sc0"> </span></div></div><div class="c x109 y8b7 we3 h19"><div class="t m0 x66 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">- </div></div><div class="c xb4 y8b7 we4 h19"><div class="t m0 xcf h18 ybb ff1 fsa fc0 sc0 ls0 ws0">72 925 </div></div><div class="c xb5 y8b7 we5 h19"><div class="t m0 xe0 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">818 575 </div></div><div class="c xb6 y8b7 we4 h19"><div class="t m0 xe0 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">891 500 </div></div><div class="c xd6 y8b8 we3 h62"><div class="t m0 x2 h18 y148 ff1 fsa fc0 sc0 ls0 ws0">Profit and loss account / </div><div class="t m0 x2 h18 y149 ff1 fsa fc0 sc0 ls0 ws0">Operating expenses (PLN </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">thous</span><span class="fc6 sc0">and)</span><span class="fc6 sc0"> </span></div></div><div class="c x109 y8b8 we3 h62"><div class="t m0 x2 h18 y14a ff1 fsa fc0 sc0 ls0 ws0">Employee benefits -  </div><div class="t m0 x2 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">Share-based payments </div></div><div class="c xb4 y8b8 we4 h62"><div class="t m0 x40 h18 y149 ff1 fsa fc0 sc0 ls0 ws0">3 378 </div></div><div class="c xb5 y8b8 we5 h62"><div class="t m0 xcf h18 y149 ff1 fsa fc0 sc0 ls0 ws0">17 521 </div></div><div class="c xb6 y8b8 we4 h62"><div class="t m0 xcf h18 y149 ff1 fsa fc0 sc0 ls0 ws0">20 899 </div></div><div class="c xd6 y8b9 we3 h19"><div class="t m0 x2 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">Equity (thousands of PLN) </div></div><div class="c x109 y8b9 we3 h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Financial result of the current </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">year</span><span class="fc6 sc0"> </span></div></div><div class="c xb4 y8b9 we4 h19"><div class="t m0 x40 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">3 378 </div></div><div class="c xb5 y8b9 we5 h19"><div class="t m0 xcf h18 ybb ff1 fsa fc0 sc0 ls0 ws0">17 521 </div></div><div class="c xb6 y8b9 we4 h19"><div class="t m0 xcf h18 ybb ff1 fsa fc0 sc0 ls0 ws0">20 899 </div></div><div class="c xd6 y8ba we3 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Equity (thousands of PLN) </div></div><div class="c x109 y8ba we3 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Retained earnings </div></div><div class="c xb4 y8ba we4 h1c"><div class="t m0 xa7 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">749 </div></div><div class="c xb5 y8ba we5 h1c"><div class="t m0 xcf h18 ybf ff1 fsa fc0 sc0 ls0 ws0">28 810 </div></div><div class="c xb6 y8ba we4 h1c"><div class="t m0 xcf h18 ybf ff1 fsa fc0 sc0 ls0 ws0">29 559 </div></div><div class="c xd6 y8bb we3 h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Short-term liabilities  </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">(P</span><span class="fc6 sc0">LN </span><span class="fc6 sc0">thous</span><span class="fc6 sc0">ands)</span><span class="fc6 sc0"> </span></div></div><div class="c x109 y8bb we3 h19"><div class="t m0 x2 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">Incentive program liabilities </div></div><div class="c xb4 y8bb we4 h19"><div class="t m0 x40 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">4 128 </div></div><div class="c xb5 y8bb we5 h19"><div class="t m0 xcf h18 ybb ff1 fsa fc0 sc0 ls0 ws0">46 331 </div></div><div class="c xb6 y8bb we4 h19"><div class="t m0 xcf h18 ybb ff1 fsa fc0 sc0 ls0 ws0">50 459 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y8bc ff1 fs0 fc0 sc0 ls0 ws0">The total <span class="_ _5"></span>carrying amount<span class="_ _5"></span> of consolidate<span class="_ _5"></span>d liabilities <span class="_ _5"></span>under the <span class="_ _5"></span>Program as <span class="_ _5"></span>of December <span class="_ _5"></span>31, 2024 was <span class="_ _5"></span>PLN 50,459 </div><div class="t m0 x4 h2 y8bd ff1 fs0 fc0 sc0 ls0 ws0">thousand. </div><div class="t m0 x4 h2 y8be ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _15"></span>of <span class="_ _13"></span>the <span class="_ _13"></span>balance <span class="_ _13"></span>sheet <span class="_ _15"></span>date <span class="_ _13"></span>and <span class="_ _15"></span>as <span class="_ _13"></span>of <span class="_ _13"></span>the <span class="_ _15"></span>date <span class="_ _13"></span>of <span class="_ _13"></span>approval <span class="_ _15"></span>of <span class="_ _13"></span>these <span class="_ _13"></span>financial <span class="_ _15"></span>statements <span class="_ _13"></span>for <span class="_ _13"></span>publication, <span class="_ _15"></span>the </div><div class="t m0 x4 h2 y8bf ff1 fs0 fc0 sc0 ls0 ws0">liabilities <span class="_ _0"></span>under <span class="_ _0"></span>the <span class="_ _10"></span>Program were <span class="_ _10"></span>not <span class="_ _0"></span>due, <span class="_ _0"></span>due <span class="_ _10"></span>to <span class="_ _0"></span>the <span class="_ _0"></span>fact <span class="_ _10"></span>that <span class="_ _0"></span>no <span class="_ _0"></span>Sale <span class="_ _10"></span>Transaction had <span class="_ _10"></span>taken <span class="_ _0"></span>place. <span class="_ _0"></span>In <span class="_ _10"></span>addition, </div><div class="t m0 x4 h2 y5d0 ff1 fs0 fc0 sc0 ls0 ws0">the Group&apos;s Management had not <span class="_ _0"></span>taken any actions, nor was it in possession of <span class="_ _0"></span>any information indicating a high </div><div class="t m0 x4 h2 y8c0 ff1 fs0 fc0 sc0 ls0 ws0">probability <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>occurrence <span class="_ _0"></span>of <span class="_ _10"></span>events <span class="_ _10"></span>as <span class="_ _10"></span>a <span class="_ _0"></span>resu<span class="_ _0"></span>lt <span class="_ _0"></span>of <span class="_ _10"></span>which, <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _0"></span>next <span class="_ _10"></span>12 <span class="_ _10"></span>months, <span class="_ _0"></span>a <span class="_ _10"></span>Sale <span class="_ _10"></span>Transaction <span class="_ _0"></span>could <span class="_ _10"></span>be </div><div class="t m0 x4 h2 y8c1 ff1 fs0 fc0 sc0 ls0 ws0">concluded, and thus the proce<span class="_ _8"></span>ss of Program execution (cas<span class="_ _5"></span>h <span class="_ _0"></span>settlement) could be initiated. <span class="_ _d"> </span> </div></div></div><div class="pi" ></div></div><div id="pf46" class="pf w0 h0" ><div class="pc pc46 w0 h0"><img class="bi x67 y8c2 w31 h82" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 70 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">The following <span class="_ _5"></span>table shows the settlement <span class="_ _5"></span>of RSUs under the <span class="_ _5"></span>Program by exercise status<span class="_ _5"></span> and their fair <span class="_ _8"></span>values as <span class="_ _5"></span>of </div><div class="t m0 x4 h2 y683 ff1 fs0 fc0 sc0 ls0 ws0">December 31, 2024. </div></div><div class="c xd6 y8c3 we6 h83"><div class="t m0 x21 h15 y89b ff3 fsa fc0 sc0 ls0 ws0">Specification </div></div><div class="c xc8 y8c3 we7 h83"><div class="t m0 x18 h15 y781 ff3 fsa fc0 sc0 ls0 ws0">Number of </div><div class="t m0 x53 h15 yf0 ff3 fsa fc0 sc0 ls0 ws0">units </div></div><div class="c x90 y8c3 we8 h83"><div class="t m0 x53 h15 y781 ff3 fsa fc0 sc0 ls0 ws0">% of </div><div class="t m0 x1f h15 yf0 ff3 fsa fc0 sc0 ls0 ws0">Program </div></div><div class="c xc2 y8c3 we9 h83"><div class="t m0 xc7 h15 y781 ff3 fsa fc0 sc0 ls0 ws0">Fair value  </div><div class="t m0 x1f h15 yf0 ff3 fsa fc0 sc0 ls0 ws0">(in PLN) </div></div><div class="c xd2 y8c3 we7 h83"><div class="t m0 x43 h15 y7b2 ff3 fsa fc0 sc0 ls0 ws0">Cost at  </div><div class="t m0 x49 h15 y781 ff3 fsa fc0 sc0 ls0 ws0">fair value  </div><div class="t m0 x3a h15 yf0 ff3 fsa fc0 sc0 ls0 ws0">(in PLN </div><div class="t m0 x6c h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">th</span><span class="fc6 sc0">ous</span><span class="fc6 sc0">ands</span><span class="fc6 sc0">)</span><span class="fc6 sc0"> </span></div></div><div class="c xd6 y8c4 we6 h19"><div class="t m0 x2 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">The maximum number of units <span class="_ _0"></span>in the </div><div class="t m0 x2 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Program</span><span class="fc6 sc0">,</span><span class="fc6 sc0"> </span><span class="fc6 sc0">includi</span><span class="fc6 sc0">ng:</span><span class="fc6 sc0"> </span></div></div><div class="c xc8 y8c4 we7 h19"><div class="t m0 xf2 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">980 000 </div></div><div class="c x90 y8c4 we8 h19"><div class="t m0 xf4 h15 ybb ff1 fsa fc0 sc0 ls0 ws0">100%<span class="ff3"> </span></div></div><div class="c xc2 y8c4 we9 h19"><div class="t m0 x2f h15 ybb ff1 fsa fc0 sc0 ls0 ws0">56,60<span class="ff3"> </span></div></div><div class="c xd2 y8c4 we7 h19"><div class="t m0 x5a h15 ybb ff3 fsa fc0 sc0 ls0 ws0">55 468 </div></div><div class="c xd6 y8c5 we6 h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">- RSUs granted under the Participation </div><div class="t m0 x48 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Agreements</span><span class="fc6 sc0">,</span><span class="fc6 sc0"> </span><span class="fc6 sc0">co</span><span class="fc6 sc0">ns</span><span class="fc6 sc0">is</span><span class="fc6 sc0">ting </span><span class="fc6 sc0">of:</span><span class="fc6 sc0"> </span></div></div><div class="c xc8 y8c5 we7 h19"><div class="t m0 xf2 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">922 865 </div></div><div class="c x90 y8c5 we8 h19"><div class="t m0 xc4 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">94% </div></div><div class="c xc2 y8c5 we9 h19"><div class="t m0 x2f h18 ybb ff1 fsa fc0 sc0 ls0 ws0">56,60 </div></div><div class="c xd2 y8c5 we7 h19"><div class="t m0 x5a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">52 234 </div></div><div class="c xd6 y89f we6 h1d"><div class="t m0 x2 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Tranche of 01.04.2022 </div></div><div class="c xc8 y89f we7 h1d"><div class="t m0 xf2 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">781 650 </div></div><div class="c x90 y89f we8 h1d"><div class="t m0 xc4 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">80% </div></div><div class="c xc2 y89f we9 h1d"><div class="t m0 x2f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">56,60 </div></div><div class="c xd2 y89f we7 h1d"><div class="t m0 x5a h25 ybf ff4 fsa fc0 sc0 ls0 ws0">44 241 </div></div><div class="c xd6 y8c6 we6 h1c"><div class="t m0 x2 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Tranche of 01.07.2022 </div></div><div class="c xc8 y8c6 we7 h1c"><div class="t m0 x5a h25 ybf ff4 fsa fc0 sc0 ls0 ws0">10 500 </div></div><div class="c x90 y8c6 we8 h1c"><div class="t m0 x28 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">1% </div></div><div class="c xc2 y8c6 we9 h1c"><div class="t m0 x2f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">56,60 </div></div><div class="c xd2 y8c6 we7 h1c"><div class="t m0 xd4 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">594 </div></div><div class="c xd6 y1d4 we6 h1d"><div class="t m0 x2 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Tranche of 01.01.2023 </div></div><div class="c xc8 y1d4 we7 h1d"><div class="t m0 x5a h25 ybf ff4 fsa fc0 sc0 ls0 ws0">10 250 </div></div><div class="c x90 y1d4 we8 h1d"><div class="t m0 x28 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">1% </div></div><div class="c xc2 y1d4 we9 h1d"><div class="t m0 x2f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">56,60 </div></div><div class="c xd2 y1d4 we7 h1d"><div class="t m0 xd4 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">580 </div></div><div class="c xd6 y8c7 we6 h1c"><div class="t m0 x2 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Tranche of 01.05.2023 </div></div><div class="c xc8 y8c7 we7 h1c"><div class="t m0 x5a h25 ybf ff4 fsa fc0 sc0 ls0 ws0">37 000 </div></div><div class="c x90 y8c7 we8 h1c"><div class="t m0 x28 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">4% </div></div><div class="c xc2 y8c7 we9 h1c"><div class="t m0 x2f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">56,60 </div></div><div class="c xd2 y8c7 we7 h1c"><div class="t m0 x2f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 094 </div></div><div class="c xd6 y8c8 we6 h1d"><div class="t m0 x2 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Tranche of 01.07.2023 </div></div><div class="c xc8 y8c8 we7 h1d"><div class="t m0 x5a h25 ybf ff4 fsa fc0 sc0 ls0 ws0">17 225 </div></div><div class="c x90 y8c8 we8 h1d"><div class="t m0 x28 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2% </div></div><div class="c xc2 y8c8 we9 h1d"><div class="t m0 x2f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">56,60 </div></div><div class="c xd2 y8c8 we7 h1d"><div class="t m0 xd4 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">975 </div></div><div class="c xd6 y8c9 we6 h1c"><div class="t m0 x2 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Tranche of 01.01.2024 </div></div><div class="c xc8 y8c9 we7 h1c"><div class="t m0 x2f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">5 750 </div></div><div class="c x90 y8c9 we8 h1c"><div class="t m0 x28 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">1% </div></div><div class="c xc2 y8c9 we9 h1c"><div class="t m0 x2f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">56,60 </div></div><div class="c xd2 y8c9 we7 h1c"><div class="t m0 xd4 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">325 </div></div><div class="c xd6 y8ca we6 h1d"><div class="t m0 x2 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Tranche of 01.02.2024 </div></div><div class="c xc8 y8ca we7 h1d"><div class="t m0 x5a h25 ybf ff4 fsa fc0 sc0 ls0 ws0">52 490 </div></div><div class="c x90 y8ca we8 h1d"><div class="t m0 x28 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">5% </div></div><div class="c xc2 y8ca we9 h1d"><div class="t m0 x2f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">56,60 </div></div><div class="c xd2 y8ca we7 h1d"><div class="t m0 x2f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 971 </div></div><div class="c xd6 y2f9 we6 h1c"><div class="t m0 x2 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Tranche of 01.07.2024 </div></div><div class="c xc8 y2f9 we7 h1c"><div class="t m0 x2f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">8 000 </div></div><div class="c x90 y2f9 we8 h1c"><div class="t m0 x28 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">1% </div></div><div class="c xc2 y2f9 we9 h1c"><div class="t m0 x2f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">56,60 </div></div><div class="c xd2 y2f9 we7 h1c"><div class="t m0 xd4 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">453 </div></div><div class="c xd6 y8cb we6 h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">- Number of RSUs to be gr<span class="_ _0"></span>anted in future </div><div class="t m0 x48 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">periods</span><span class="fc6 sc0"> </span></div></div><div class="c xc8 y8cb we7 h19"><div class="t m0 x5a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">57 135 </div></div><div class="c x90 y8cb we8 h19"><div class="t m0 x28 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">6% </div></div><div class="c xc2 y8cb we9 h19"><div class="t m0 x2f h18 ybb ff1 fsa fc0 sc0 ls0 ws0">56,60 </div></div><div class="c xd2 y8cb we7 h19"><div class="t m0 x2f h18 ybb ff1 fsa fc0 sc0 ls0 ws0">3 234 </div></div><div class="c xd6 y8cc we6 h1c"><div class="t m0 x2 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xc8 y8cc we7 h1c"><div class="t m0 xc5 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x90 y8cc we8 h1c"><div class="t m0 x66 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xc2 y8cc we9 h1c"><div class="t m0 xc5 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y8cc we7 h1c"><div class="t m0 xc5 h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y8cd we6 h19"><div class="t m0 x2 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">RSUs granted under the Participation </div><div class="t m0 x2 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Agree</span><span class="fc6 sc0">me</span><span class="fc6 sc0">nt</span><span class="fc6 sc0">s</span><span class="fc6 sc0">,</span><span class="fc6 sc0"> </span><span class="fc6 sc0">in</span><span class="fc6 sc0">cluding:</span><span class="fc6 sc0"> </span></div></div><div class="c xc8 y8cd we7 h19"><div class="t m0 xf2 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">922 865 </div></div><div class="c x90 y8cd we8 h19"><div class="t m0 xc6 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">94% </div></div><div class="c xc2 y8cd we9 h19"><div class="t m0 x2f h15 ybb ff1 fsa fc0 sc0 ls0 ws0">56,60<span class="ff3"> </span></div></div><div class="c xd2 y8cd we7 h19"><div class="t m0 x5a h15 ybb ff3 fsa fc0 sc0 ls0 ws0">52 234 </div></div><div class="c xd6 y8ce we6 h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">- There has been vesting (vested)<span class="_ _0"></span> </div></div><div class="c xc8 y8ce we7 h1d"><div class="t m0 xf2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">862 490 </div></div><div class="c x90 y8ce we8 h1d"><div class="t m0 xc4 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">88% </div></div><div class="c xc2 y8ce we9 h1d"><div class="t m0 x2f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">56,60 </div></div><div class="c xd2 y8ce we7 h1d"><div class="t m0 x5a h18 ybf ff1 fsa fc0 sc0 ls0 ws0">48 817 </div></div><div class="c xd6 y8cf we6 h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">- Remains in the process of <span class="_ _0"></span>vesting, </div><div class="t m0 x48 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">including:</span><span class="fc6 sc0"> </span></div></div><div class="c xc8 y8cf we7 h19"><div class="t m0 x5a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">60 375 </div></div><div class="c x90 y8cf we8 h19"><div class="t m0 x28 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">6% </div></div><div class="c xc2 y8cf we9 h19"><div class="t m0 x2f h18 ybb ff1 fsa fc0 sc0 ls0 ws0">56,60 </div></div><div class="c xd2 y8cf we7 h19"><div class="t m0 x2f h18 ybb ff1 fsa fc0 sc0 ls0 ws0">3 417 </div></div><div class="c xd6 y324 we6 h23"><div class="t m0 x49 h25 ybc ff4 fsa fc0 sc0 ls0 ws0">(a) for which it is estimated that the </div><div class="t m0 x49 h25 ybd ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">conditions</span><span class="fc6 sc0"> </span><span class="fc6 sc0">for</span><span class="fc6 sc0"> </span><span class="fc6 sc0">acquisi</span><span class="fc6 sc0">tion </span><span class="fc6 sc0">have </span><span class="fc6 sc0">been met</span><span class="_ _0"></span><span class="fc6 sc0"> </span></div></div><div class="c xc8 y324 we7 h23"><div class="t m0 x5a h25 ybb ff4 fsa fc0 sc0 ls0 ws0">29 010 </div></div><div class="c x90 y324 we8 h23"><div class="t m0 x28 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">3% </div></div><div class="c xc2 y324 we9 h23"><div class="t m0 x2f h25 ybb ff4 fsa fc0 sc0 ls0 ws0">56,60 </div></div><div class="c xd2 y324 we7 h23"><div class="t m0 x2f h25 ybb ff4 fsa fc0 sc0 ls0 ws0">1 642 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y8d0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y8d1 ff1 fs0 fc0 sc0 ls0 ws0">As of the balance sheet date of De<span class="_ _8"></span>cember 31, 2024, the Incentive P<span class="_ _5"></span>rogram remains ongoing.  </div><div class="t m0 x4 h2 y8d2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hc y8d3 ff1 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y8d4 ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">20 </span>Trade payables </div></div><div class="c xd6 y8d5 w18 h84"><div class="t m0 xed h15 y8d6 ff3 fsa fc0 sc0 ls0 ws0">Trade payables </div></div><div class="c x8a y8d5 wd h84"><div class="t m0 x1a h15 y8d6 ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y8d5 w69 h84"><div class="t m0 xbd h15 y8d6 ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y8d7 w18 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Towards other entities, including:<span class="_ _0"></span> </div></div><div class="c x8a y8d7 wd h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2 263 </div></div><div class="c x8b y8d7 w69 h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2 808 </div></div><div class="c xd6 y8d8 w18 h1d"><div class="t m0 x5f h25 y503 ff4 fsa fc0 sc0 ls0 ws0">- invoiced liabilities </div></div><div class="c x8a y8d8 wd h1d"><div class="t m0 xb h25 y503 ff4 fsa fc0 sc0 ls0 ws0">2 263 </div></div><div class="c x8b y8d8 w69 h1d"><div class="t m0 xb h25 y503 ff4 fsa fc0 sc0 ls0 ws0">2 808 </div></div><div class="c xd6 y8d9 w18 h1c"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x8a y8d9 wd h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2 263 </div></div><div class="c x8b y8d9 w69 h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2 808 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y8da ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y8db ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">20</span>.<span class="ls1">1 </span>Maturity structure of trade payables </div></div><div class="c xd6 y8dc w67 h1c"><div class="t m0 xed h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Trade payables </div></div><div class="c x8a y8dc w68 h1c"><div class="t m0 x1a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y8dc w69 h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y37c w67 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- up to one month </div></div><div class="c x8a y37c w68 h1c"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 201 </div></div><div class="c x8b y37c w69 h1c"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 728 </div></div><div class="c xd6 y58 w67 h1a"><div class="t m0 x5f h25 y16e ff4 fsa fc0 sc0 ls0 ws0">- over a month to 3 months </div></div><div class="c x8a y58 w68 h1a"><div class="t m0 xd6 h25 y16e ff4 fsa fc0 sc0 ls0 ws0">62 </div></div><div class="c x8b y58 w69 h1a"><div class="t m0 xd6 h25 y16e ff4 fsa fc0 sc0 ls0 ws0">57 </div></div><div class="c xd6 y7ab w67 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- overdue </div></div><div class="c x8a y7ab w68 h1c"><div class="t m0 x8c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x8b y7ab w69 h1c"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">23 </div></div><div class="c xd6 y8dd w67 h1c"><div class="t m0 x84 h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> Total </div></div><div class="c x8a y8dd w68 h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2 263 </div></div><div class="c x8b y8dd w69 h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2 808 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y8de ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf47" class="pf w0 h0" ><div class="pc pc47 w0 h0"><img class="bi x67 y8df w31 h85" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 71 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">20</span>.<span class="ls1">2 </span>Currency structure of trade payables<span class="_ _0"></span> </div></div><div class="c xd6 y567 w44 h1c"><div class="t m0 xed h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Trade payables </div></div><div class="c x8a y567 wd h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y567 we h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y568 w44 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Nominated in PLN<span class="ls0"> </span></div></div><div class="c x8a y568 wd h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2 135 </div></div><div class="c x8b y568 we h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2 306 </div></div><div class="c xd6 y569 w44 h1a"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Nominated in USD<span class="ls0"> </span></div></div><div class="c x8a y569 wd h1a"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">128 </div></div><div class="c x8b y569 we h1a"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">446 </div></div><div class="c xd6 y643 w44 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls5 ws0">Nominated in EUR<span class="_ _0"></span><span class="ls0"> </span></div></div><div class="c x8a y643 wd h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x8b y643 we h1c"><div class="t m0 xd6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">56 </div></div><div class="c xd6 y644 w44 h1c"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x8a y644 wd h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2 263 </div></div><div class="c x8b y644 we h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2 808 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y8e0 ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">21 </span>Other liabilities (short<span class="_ _0"></span>-term) </div></div><div class="c xd6 y8e1 w18 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Other <span class="ls7">liabilities (short</span>-term) </div></div><div class="c x8a y8e1 wd h1c"><div class="t m0 x1a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y8e1 w69 h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y7b7 w18 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Towards other entities, including:<span class="_ _0"></span> </div></div><div class="c x8a y7b7 wd h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">929 </div></div><div class="c x8b y7b7 w69 h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">657 </div></div><div class="c xd6 yea w18 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">a) due to taxes and other public and legal services<span class="_ _0"></span> </div></div><div class="c x8a yea wd h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">672 </div></div><div class="c x8b yea w69 h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">393 <span class="fc6 sc0"> </span></div></div><div class="c xd6 y8e2 w18 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">(b) wages </div></div><div class="c x8a y8e2 wd h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">254 </div></div><div class="c x8b y8e2 w69 h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">262 </div></div><div class="c xd6 y2a6 w18 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">(c) others </div></div><div class="c x8a y2a6 wd h1c"><div class="t m0 x8c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">3 </div></div><div class="c x8b y2a6 w69 h1c"><div class="t m0 x8c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 </div></div><div class="c xd6 y8e3 w18 h1c"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x8a y8e3 wd h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">929 </div></div><div class="c x8b y8e3 w69 h1c"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">657 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hd y8e4 ff3 fs6 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y8e5 ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">22</span>.1 Other provisions (short-term)<span class="_ _0"></span> </div><div class="t m0 x4 h20 y8e6 ff3 fs0 fc5 sc0 ls0 ws0">Information on estimates </div><div class="t m0 x4 h2 y8e7 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>Group <span class="_ _5"></span>estimates <span class="_ _5"></span>the <span class="_ _5"></span>value <span class="_ _5"></span>of<span class="_ _0"></span> <span class="_ _5"></span>liabilities <span class="_ _5"></span>based <span class="_ _5"></span>on <span class="_ _5"></span>its ass<span class="_ _5"></span>umptions a<span class="_ _5"></span>nd<span class="_ _0"></span> <span class="_ _5"></span>methodology <span class="_ _6"></span>by assessing <span class="_ _6"></span>the <span class="_ _5"></span>probability </div><div class="t m0 x4 h2 y8e8 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _10"></span>an <span class="_ _15"></span>out<span class="_ _5"></span>flow <span class="_ _15"></span>from <span class="_ _10"></span>the <span class="_ _10"></span>Group <span class="_ _10"></span>of <span class="_ _15"></span>funds <span class="_ _10"></span>containing <span class="_ _10"></span>economic <span class="_ _10"></span>benefits. <span class="_ _10"></span>It <span class="_ _10"></span>recognizes <span class="_ _10"></span>as <span class="_ _15"></span>li<span class="_ _5"></span>abilities <span class="_ _15"></span>those <span class="_ _10"></span>amounts </div><div class="t m0 x4 h2 y8e9 ff1 fs0 fc0 sc0 ls0 ws0">whose <span class="_ _0"></span>probability <span class="_ _10"></span>and <span class="_ _0"></span>timing <span class="_ _10"></span>of <span class="_ _0"></span>expenditure <span class="_ _10"></span>at <span class="_ _10"></span>the <span class="_ _0"></span>balance <span class="_ _10"></span>sheet <span class="_ _0"></span>date <span class="_ _10"></span>is <span class="_ _0"></span>high. <span class="_ _10"></span>Provisions <span class="_ _0"></span>for <span class="_ _15"></span>sales<span class="_ _5"></span> <span class="_ _10"></span>commissions </div><div class="t m0 x4 h2 y8ea ff1 fs0 fc0 sc0 ls0 ws0">mostly depend on estimates <span class="_ _8"></span>of the value of sales revenues ac<span class="_ _5"></span>hieved by the Group. </div><div class="t m0 x88 h2 y8eb ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y3df w67 h1c"><div class="t m0 xa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Other provisions (short<span class="_ _0"></span>-term) </div></div><div class="c x8a y3df w68 h1c"><div class="t m0 x1a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y3df w69 h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y8ec w67 h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Provisions for pensions and similar benefits<span class="_ _0"></span>, including: </div></div><div class="c x8a y8ec w68 h1d"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">171 </div></div><div class="c x8b y8ec w69 h1d"><div class="t m0 x32 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">218 </div></div><div class="c xd6 y8ed w67 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">a) for unused leave </div></div><div class="c x8a y8ed w68 h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">171 </div></div><div class="c x8b y8ed w69 h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">218 </div></div><div class="c xd6 y8ee w67 h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Other reserves, including:<span class="_ _0"></span> </div></div><div class="c x8a y8ee w68 h1d"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 545 </div></div><div class="c x8b y8ee w69 h1d"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 215 </div></div><div class="c xd6 y8ef w67 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">(a) provision for audit of financial statements<span class="_ _0"></span> </div></div><div class="c x8a y8ef w68 h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">380 </div></div><div class="c x8b y8ef w69 h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">227 </div></div><div class="c xd6 y8f0 w67 h1d"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">(b) provision for financial statements and accounting <span class="_ _0"></span>services<span class="_ _0"></span> </div></div><div class="c x8a y8f0 w68 h1d"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">104 </div></div><div class="c x8b y8f0 w69 h1d"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">186 </div></div><div class="c xd6 y8f1 w67 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">(c) provision for sales commissions<span class="_ _0"></span> </div></div><div class="c x8a y8f1 w68 h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">587 </div></div><div class="c x8b y8f1 w69 h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">582 </div></div><div class="c xd6 y3e6 w67 h1d"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">(d) provision for bonuses  </div></div><div class="c x8a y3e6 w68 h1d"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">123 </div></div><div class="c x8b y3e6 w69 h1d"><div class="t m0 x8c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y8f2 w67 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">(e) legal and consulting services<span class="_ _0"></span> </div></div><div class="c x8a y8f2 w68 h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">146 </div></div><div class="c x8b y8f2 w69 h1c"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">62 </div></div><div class="c xd6 y8f3 w67 h1d"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">(f) cloud services </div></div><div class="c x8a y8f3 w68 h1d"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">185 </div></div><div class="c x8b y8f3 w69 h1d"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">128 </div></div><div class="c xd6 y8f4 w67 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">(g) other reserves </div></div><div class="c x8a y8f4 w68 h1c"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">20 </div></div><div class="c x8b y8f4 w69 h1c"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">30 </div></div><div class="c xd6 y441 w67 h1d"><div class="t m0 x8d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x8a y441 w68 h1d"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 716 </div></div><div class="c x8b y441 w69 h1d"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 433 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y8f5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y8f6 ff4 fs0 fc0 sc0 ls0 ws0">Provision for sales commissions<span class="ff1"> </span></div><div class="t m0 x4 h2 y8f7 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _13"></span>this <span class="_ _13"></span>provision <span class="_ _13"></span>item, <span class="_ _13"></span>the <span class="_ _15"></span>Group <span class="_ _13"></span>recognizes <span class="_ _13"></span>expected <span class="_ _13"></span>liabilities <span class="_ _13"></span>related <span class="_ _13"></span>to <span class="_ _13"></span>commissions <span class="_ _13"></span>payable <span class="_ _15"></span>to <span class="_ _13"></span>sales <span class="_ _14"> </span>and </div><div class="t m0 x4 h2 y8f8 ff1 fs0 fc0 sc0 ls0 ws0">implementation service provi<span class="_ _5"></span>der<span class="_ _0"></span>s in connection with sal<span class="_ _5"></span>es processes performed for the Group. </div><div class="t m0 x4 h7 y8f9 ff3 fs2 fc3 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf48" class="pf w0 h0" ><div class="pc pc48 w0 h0"><img class="bi x67 y8fa w31 h86" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 72 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">22</span>.<span class="ls1">2 </span>Change in other provisions (short<span class="_ _0"></span>-term) </div><div class="t m0 x4 h20 y4a7 ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>24 <span class="_ _0"></span>to 31.12.2024<span class="ff1"> </span></div></div><div class="c xd6 y8fb wea h87"><div class="t m0 xbe h15 y8fc ff3 fsa fc0 sc0 ls0 ws0">Specification </div></div><div class="c x109 y8fb web h87"><div class="t m0 x6c h88 y8fd ff3 fs5 fc0 sc0 ls0 ws0">Value as of </div><div class="t m0 x48 h88 y8fe ff3 fs5 fc0 sc0 ls0 ws0">01.01.2024 </div></div><div class="c x10a y8fb wec h87"><div class="t m0 x5d h88 y8ff ff3 fs5 fc0 sc0 ls0 ws0">Increases </div></div><div class="c x10b y8fb wec h87"><div class="t m0 xbd h88 y8ff ff3 fs5 fc0 sc0 ls0 ws0">Use of </div></div><div class="c x10c y8fb web h87"><div class="t m0 x50 h88 y8ff ff3 fs5 fc0 sc0 ls0 ws0">Solution </div></div><div class="c x10d y8fb wec h87"><div class="t m0 x6c h88 y8fd ff3 fs5 fc0 sc0 ls0 ws0">Value as of </div><div class="t m0 x48 h88 y8fe ff3 fs5 fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xd6 y243 wea h19"><div class="t m0 x5f h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Provisions for pensions and </div><div class="t m0 x5f h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">s</span><span class="fc6 sc0">imi</span><span class="fc6 sc0">lar b</span><span class="fc6 sc0">enefit</span><span class="fc6 sc0">s</span><span class="fc6 sc0">,</span><span class="fc6 sc0"> </span><span class="fc6 sc0">includi</span><span class="fc6 sc0">ng:</span><span class="_ _0"></span><span class="fc6 sc0"> </span></div></div><div class="c x109 y243 web h19"><div class="t m0 x55 h88 y900 ff3 fs5 fc0 sc0 ls0 ws0">218 </div></div><div class="c x10a y243 wec h19"><div class="t m0 x2d h88 y900 ff3 fs5 fc0 sc0 ls0 ws0">32 </div></div><div class="c x10b y243 wec h19"><div class="t m0 x2d h88 y900 ff3 fs5 fc0 sc0 ls0 ws0">80 </div></div><div class="c x10c y243 web h19"><div class="t m0 x64 h88 y900 ff3 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y243 wec h19"><div class="t m0 x55 h88 y900 ff3 fs5 fc0 sc0 ls0 ws0">171 </div></div><div class="c xd6 y901 wea h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">a) for unused leave </div></div><div class="c x109 y901 web h1c"><div class="t m0 x55 h89 y305 ff4 fs5 fc0 sc0 ls0 ws0">218 </div></div><div class="c x10a y901 wec h1c"><div class="t m0 x2d h89 y305 ff4 fs5 fc0 sc0 ls0 ws0">32 </div></div><div class="c x10b y901 wec h1c"><div class="t m0 x2d h89 y305 ff4 fs5 fc0 sc0 ls0 ws0">80 </div></div><div class="c x10c y901 web h1c"><div class="t m0 x64 h89 y305 ff4 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y901 wec h1c"><div class="t m0 x55 h89 y305 ff4 fs5 fc0 sc0 ls0 ws0">171 </div></div><div class="c xd6 y902 wea h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Other reserves, including:<span class="_ _0"></span> </div></div><div class="c x109 y902 web h1c"><div class="t m0 x2e h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">1 215 </div></div><div class="c x10a y902 wec h1c"><div class="t m0 x2e h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">5 174 </div></div><div class="c x10b y902 wec h1c"><div class="t m0 x2e h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">4 785 </div></div><div class="c x10c y902 web h1c"><div class="t m0 x2d h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">59 </div></div><div class="c x10d y902 wec h1c"><div class="t m0 x2e h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">1 545 </div></div><div class="c xd6 y792 wea h19"><div class="t m0 x5f h25 ybc ff4 fsa fc0 sc0 ls0 ws0">(a) provision for audit of </div><div class="t m0 x5f h25 ybd ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">financial </span><span class="fc6 sc0">s</span><span class="fc6 sc0">tatem</span><span class="fc6 sc0">ents</span><span class="fc6 sc0"> </span></div></div><div class="c x109 y792 web h19"><div class="t m0 x55 h89 y900 ff4 fs5 fc0 sc0 ls0 ws0">323 </div></div><div class="c x10a y792 wec h19"><div class="t m0 x55 h89 y900 ff4 fs5 fc0 sc0 ls0 ws0">178 </div></div><div class="c x10b y792 wec h19"><div class="t m0 x55 h89 y900 ff4 fs5 fc0 sc0 ls0 ws0">121 </div></div><div class="c x10c y792 web h19"><div class="t m0 x64 h89 y900 ff4 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y792 wec h19"><div class="t m0 x55 h89 y900 ff4 fs5 fc0 sc0 ls0 ws0">380 </div></div><div class="c xd6 y903 wea h2c"><div class="t m0 x5f h25 y142 ff4 fsa fc0 sc0 ls0 ws0">(b) provision for financial </div><div class="t m0 x5f h25 ybc ff4 fsa fc0 sc0 ls0 ws0">statements and accounting </div><div class="t m0 x5f h25 ybd ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">s</span><span class="fc6 sc0">ervices</span><span class="fc6 sc0"> </span></div></div><div class="c x109 y903 web h2c"><div class="t m0 x2d h89 y904 ff4 fs5 fc0 sc0 ls0 ws0">89 </div></div><div class="c x10a y903 wec h2c"><div class="t m0 x55 h89 y904 ff4 fs5 fc0 sc0 ls0 ws0">449 </div></div><div class="c x10b y903 wec h2c"><div class="t m0 x55 h89 y904 ff4 fs5 fc0 sc0 ls0 ws0">427 </div></div><div class="c x10c y903 web h2c"><div class="t m0 x64 h89 y904 ff4 fs5 fc0 sc0 ls0 ws0">7 </div></div><div class="c x10d y903 wec h2c"><div class="t m0 x55 h89 y904 ff4 fs5 fc0 sc0 ls0 ws0">104 </div></div><div class="c xd6 y2cc wea h31"><div class="t m0 x5f h25 y149 ff4 fsa fc0 sc0 ls0 ws0">(c) provision for sales </div><div class="t m0 x5f h25 y15c ff4 fsa fc0 sc0 ls0 ws0">commissions </div></div><div class="c x109 y2cc web h31"><div class="t m0 x55 h89 y905 ff4 fs5 fc0 sc0 ls0 ws0">582 </div></div><div class="c x10a y2cc wec h31"><div class="t m0 x2e h89 y905 ff4 fs5 fc0 sc0 ls0 ws0">1 812 </div></div><div class="c x10b y2cc wec h31"><div class="t m0 x2e h89 y905 ff4 fs5 fc0 sc0 ls0 ws0">1 785 </div></div><div class="c x10c y2cc web h31"><div class="t m0 x2d h89 y905 ff4 fs5 fc0 sc0 ls0 ws0">23 </div></div><div class="c x10d y2cc wec h31"><div class="t m0 x55 h89 y905 ff4 fs5 fc0 sc0 ls0 ws0">587 </div></div><div class="c xd6 y906 wea h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">(d) provision for bonuses  </div></div><div class="c x109 y906 web h1c"><div class="t m0 x64 h89 y307 ff4 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x10a y906 wec h1c"><div class="t m0 x55 h89 y307 ff4 fs5 fc0 sc0 ls0 ws0">123 </div></div><div class="c x10b y906 wec h1c"><div class="t m0 x64 h89 y307 ff4 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x10c y906 web h1c"><div class="t m0 x64 h89 y307 ff4 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y906 wec h1c"><div class="t m0 x55 h89 y307 ff4 fs5 fc0 sc0 ls0 ws0">123 </div></div><div class="c xd6 y907 wea h19"><div class="t m0 x5f h25 ybc ff4 fsa fc0 sc0 ls0 ws0">(e) legal and consulting </div><div class="t m0 x5f h25 ybd ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">s</span><span class="fc6 sc0">ervices</span><span class="fc6 sc0"> </span></div></div><div class="c x109 y907 web h19"><div class="t m0 x2d h89 y900 ff4 fs5 fc0 sc0 ls0 ws0">62 </div></div><div class="c x10a y907 wec h19"><div class="t m0 x55 h89 y900 ff4 fs5 fc0 sc0 ls0 ws0">375 </div></div><div class="c x10b y907 wec h19"><div class="t m0 x55 h89 y900 ff4 fs5 fc0 sc0 ls0 ws0">276 </div></div><div class="c x10c y907 web h19"><div class="t m0 x2d h89 y900 ff4 fs5 fc0 sc0 ls0 ws0">15 </div></div><div class="c x10d y907 wec h19"><div class="t m0 x55 h89 y900 ff4 fs5 fc0 sc0 ls0 ws0">146 </div></div><div class="c xd6 y908 wea h1d"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">(f) cloud services </div></div><div class="c x109 y908 web h1d"><div class="t m0 x55 h89 y307 ff4 fs5 fc0 sc0 ls0 ws0">128 </div></div><div class="c x10a y908 wec h1d"><div class="t m0 x2e h89 y307 ff4 fs5 fc0 sc0 ls0 ws0">1 332 </div></div><div class="c x10b y908 wec h1d"><div class="t m0 x2e h89 y307 ff4 fs5 fc0 sc0 ls0 ws0">1 274 </div></div><div class="c x10c y908 web h1d"><div class="t m0 x64 h89 y307 ff4 fs5 fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y908 wec h1d"><div class="t m0 x55 h89 y307 ff4 fs5 fc0 sc0 ls0 ws0">185 </div></div><div class="c xd6 y909 wea h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">(g) other reserves </div></div><div class="c x109 y909 web h1c"><div class="t m0 x2d h89 y307 ff4 fs5 fc0 sc0 ls0 ws0">30 </div></div><div class="c x10a y909 wec h1c"><div class="t m0 x55 h89 y307 ff4 fs5 fc0 sc0 ls0 ws0">904 </div></div><div class="c x10b y909 wec h1c"><div class="t m0 x55 h89 y307 ff4 fs5 fc0 sc0 ls0 ws0">901 </div></div><div class="c x10c y909 web h1c"><div class="t m0 x2d h89 y307 ff4 fs5 fc0 sc0 ls0 ws0">14 </div></div><div class="c x10d y909 wec h1c"><div class="t m0 x2d h89 y307 ff4 fs5 fc0 sc0 ls0 ws0">20 </div></div><div class="c xd6 y90a wea h1d"><div class="t m0 x2d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x109 y90a web h1d"><div class="t m0 x2e h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">1 433 </div></div><div class="c x10a y90a wec h1d"><div class="t m0 x2e h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">5 206 </div></div><div class="c x10b y90a wec h1d"><div class="t m0 x2e h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">4 865 </div></div><div class="c x10c y90a web h1d"><div class="t m0 x2d h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">59 </div></div><div class="c x10d y90a wec h1d"><div class="t m0 x2e h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">1 716 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y6fc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y347 ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>23 <span class="_ _0"></span>to 31.12.2023<span class="ff1"> </span></div></div><div class="c xd6 y36d wea h87"><div class="t m0 xbe h15 y8fc ff3 fsa fc0 sc0 ls0 ws0">Specification </div></div><div class="c x109 y36d web h87"><div class="t m0 x6c h88 y8fd ff3 fs5 fc0 sc0 ls0 ws0">Value as of </div><div class="t m0 x48 h88 y0 ff3 fs5 fc0 sc0 ls0 ws0">01.01.2023 </div></div><div class="c x10a y36d wec h87"><div class="t m0 x5d h88 y8ff ff3 fs5 fc0 sc0 ls0 ws0">Increases </div></div><div class="c x10b y36d wec h87"><div class="t m0 xbd h88 y8ff ff3 fs5 fc0 sc0 ls0 ws0">Use of </div></div><div class="c x10c y36d web h87"><div class="t m0 x50 h88 y8ff ff3 fs5 fc0 sc0 ls0 ws0">Solution </div></div><div class="c x10d y36d wec h87"><div class="t m0 x6c h88 y8fd ff3 fs5 fc0 sc0 ls0 ws0">Value as of </div><div class="t m0 x48 h88 y0 ff3 fs5 fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y22a wea h19"><div class="t m0 x5f h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Provisions for pensions and </div><div class="t m0 x5f h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">s</span><span class="fc6 sc0">imi</span><span class="fc6 sc0">lar b</span><span class="fc6 sc0">enefit</span><span class="fc6 sc0">s</span><span class="fc6 sc0">,</span><span class="fc6 sc0"> </span><span class="fc6 sc0">includi</span><span class="fc6 sc0">ng:</span><span class="_ _0"></span><span class="fc6 sc0"> </span></div></div><div class="c x109 y22a web h19"><div class="t m0 xd4 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">431<span class="ff1"> </span></div></div><div class="c x10a y22a wec h19"><div class="t m0 x2d h15 ybb ff3 fsa fc0 sc0 ls0 ws0">37<span class="ff1"> </span></div></div><div class="c x10b y22a wec h19"><div class="t m0 xd4 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">250<span class="ff1"> </span></div></div><div class="c x10c y22a web h19"><div class="t m0 x64 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">0<span class="ff1"> </span></div></div><div class="c x10d y22a wec h19"><div class="t m0 xd4 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">218<span class="ff1"> </span></div></div><div class="c xd6 y90b wea h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">a) for unused leave </div></div><div class="c x109 y90b web h1c"><div class="t m0 xd4 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">431 </div></div><div class="c x10a y90b wec h1c"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">37 </div></div><div class="c x10b y90b wec h1c"><div class="t m0 xd4 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">250 </div></div><div class="c x10c y90b web h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y90b wec h1c"><div class="t m0 xd4 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">218 </div></div><div class="c xd6 y4c0 wea h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Other reserves, including:<span class="_ _0"></span> </div></div><div class="c x109 y4c0 web h1c"><div class="t m0 x2f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 495<span class="ff1"> </span></div></div><div class="c x10a y4c0 wec h1c"><div class="t m0 x2f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">5 854<span class="ff1"> </span></div></div><div class="c x10b y4c0 wec h1c"><div class="t m0 x2f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">5 781<span class="ff1"> </span></div></div><div class="c x10c y4c0 web h1c"><div class="t m0 xd4 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">354<span class="ff1"> </span></div></div><div class="c x10d y4c0 wec h1c"><div class="t m0 x2f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 215<span class="ff1"> </span></div></div><div class="c xd6 y90c wea h31"><div class="t m0 x5f h25 y149 ff4 fsa fc0 sc0 ls0 ws0">(a) provision for audit of </div><div class="t m0 x5f h25 y15c ff4 fsa fc0 sc0 ls0 ws0">financial statements </div></div><div class="c x109 y90c web h31"><div class="t m0 x2d h25 y15d ff4 fsa fc0 sc0 ls0 ws0">95 </div></div><div class="c x10a y90c wec h31"><div class="t m0 xd4 h25 y15d ff4 fsa fc0 sc0 ls0 ws0">260 </div></div><div class="c x10b y90c wec h31"><div class="t m0 xd4 h25 y15d ff4 fsa fc0 sc0 ls0 ws0">128 </div></div><div class="c x10c y90c web h31"><div class="t m0 x64 h25 y15d ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y90c wec h31"><div class="t m0 xd4 h25 y15d ff4 fsa fc0 sc0 ls0 ws0">227 </div></div><div class="c xd6 y90d wea h2c"><div class="t m0 x5f h25 y142 ff4 fsa fc0 sc0 ls0 ws0">(b) provision for financial </div><div class="t m0 x5f h25 ybc ff4 fsa fc0 sc0 ls0 ws0">statements and accounting </div><div class="t m0 x5f h25 ybd ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">s</span><span class="fc6 sc0">ervices</span><span class="fc6 sc0"> </span></div></div><div class="c x109 y90d web h2c"><div class="t m0 xd4 h25 ybc ff4 fsa fc0 sc0 ls0 ws0">178 </div></div><div class="c x10a y90d wec h2c"><div class="t m0 xd4 h25 ybc ff4 fsa fc0 sc0 ls0 ws0">518 </div></div><div class="c x10b y90d wec h2c"><div class="t m0 xd4 h25 ybc ff4 fsa fc0 sc0 ls0 ws0">474 </div></div><div class="c x10c y90d web h2c"><div class="t m0 x2d h25 ybc ff4 fsa fc0 sc0 ls0 ws0">37 </div></div><div class="c x10d y90d wec h2c"><div class="t m0 xd4 h25 ybc ff4 fsa fc0 sc0 ls0 ws0">186 </div></div><div class="c xd6 y90e wea h19"><div class="t m0 x5f h25 ybc ff4 fsa fc0 sc0 ls0 ws0">(c) provision for sales </div><div class="t m0 x5f h25 ybd ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">commiss</span><span class="fc6 sc0">ions</span><span class="fc6 sc0"> </span></div></div><div class="c x109 y90e web h19"><div class="t m0 xd4 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">807 </div></div><div class="c x10a y90e wec h19"><div class="t m0 x2f h25 ybb ff4 fsa fc0 sc0 ls0 ws0">1 536 </div></div><div class="c x10b y90e wec h19"><div class="t m0 x2f h25 ybb ff4 fsa fc0 sc0 ls0 ws0">1 761 </div></div><div class="c x10c y90e web h19"><div class="t m0 x64 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y90e wec h19"><div class="t m0 xd4 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">582 </div></div><div class="c xd6 y90f wea h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">(d) provision for royalties </div></div><div class="c x109 y90f web h1c"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">46 </div></div><div class="c x10a y90f wec h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10b y90f wec h1c"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">46 </div></div><div class="c x10c y90f web h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y90f wec h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y910 wea h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">(e) provision for bonuses  </div></div><div class="c x109 y910 web h1c"><div class="t m0 xd4 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">115 </div></div><div class="c x10a y910 wec h1c"><div class="t m0 xd4 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">100 </div></div><div class="c x10b y910 wec h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10c y910 web h1c"><div class="t m0 xd4 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">215 </div></div><div class="c x10d y910 wec h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y911 wea h19"><div class="t m0 x5f h25 ybc ff4 fsa fc0 sc0 ls0 ws0">(f) legal and consulting </div><div class="t m0 x5f h25 ybd ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">s</span><span class="fc6 sc0">ervices</span><span class="fc6 sc0"> </span></div></div><div class="c x109 y911 web h19"><div class="t m0 xd4 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">166 </div></div><div class="c x10a y911 wec h19"><div class="t m0 xd4 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">547 </div></div><div class="c x10b y911 wec h19"><div class="t m0 xd4 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">564 </div></div><div class="c x10c y911 web h19"><div class="t m0 x2d h25 ybb ff4 fsa fc0 sc0 ls0 ws0">86 </div></div><div class="c x10d y911 wec h19"><div class="t m0 x2d h25 ybb ff4 fsa fc0 sc0 ls0 ws0">62 </div></div><div class="c xd6 y912 wea h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">(g) cloud services </div></div><div class="c x109 y912 web h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10a y912 wec h1c"><div class="t m0 x2f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 250 </div></div><div class="c x10b y912 wec h1c"><div class="t m0 x2f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 122 </div></div><div class="c x10c y912 web h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y912 wec h1c"><div class="t m0 xd4 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">128 </div></div><div class="c xd6 y263 wea h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">(h) other reserves </div></div><div class="c x109 y263 web h1c"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">88 </div></div><div class="c x10a y263 wec h1c"><div class="t m0 xd4 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">643 </div></div><div class="c x10b y263 wec h1c"><div class="t m0 xd4 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">686 </div></div><div class="c x10c y263 web h1c"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">15 </div></div><div class="c x10d y263 wec h1c"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">30 </div></div><div class="c xd6 y913 wea h1c"><div class="t m0 x2d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x109 y913 web h1c"><div class="t m0 x2f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 926 </div></div><div class="c x10a y913 wec h1c"><div class="t m0 x2f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">5 892 </div></div><div class="c x10b y913 wec h1c"><div class="t m0 x2f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">6 031 </div></div><div class="c x10c y913 web h1c"><div class="t m0 xd4 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">354 </div></div><div class="c x10d y913 wec h1c"><div class="t m0 x2f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 433 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y310 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span><span class="ff3 fs2 fc3"> </span></div></div></div><div class="pi" ></div></div><div id="pf49" class="pf w0 h0" ><div class="pc pc49 w0 h0"><img class="bi x67 y914 w31 h8a" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 73 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">23</span>.1 Sales revenue - by type </div><div class="t m0 x4 h20 y4a7 ff3 fs0 fc5 sc0 ls0 ws0">Information on estimates </div><div class="t m0 x4 h2 y4d9 ff1 fs0 fc0 sc0 ls0 ws0">The Company <span class="_ _5"></span>performs performa<span class="_ _5"></span>nce obligations, am<span class="_ _5"></span>ong which some<span class="_ _5"></span>, particularly those <span class="_ _5"></span>related to <span class="_ _5"></span>the fulfillment </div><div class="t m0 x4 h2 y4da ff1 fs0 fc0 sc0 ls0 ws0">of contracts <span class="_ _0"></span>in the <span class="_ _0"></span>area of <span class="_ _0"></span>DataWalk software implementation, <span class="_ _0"></span>are valued according <span class="_ _0"></span>to the <span class="_ _0"></span>degree of <span class="_ _0"></span>progress of </div><div class="t m0 x4 h2 y4db ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _10"></span>service. <span class="_ _15"></span>Preparatio<span class="_ _5"></span>n <span class="_ _15"></span>of <span class="_ _10"></span>this <span class="_ _10"></span>typ<span class="_ _0"></span>e <span class="_ _10"></span>of <span class="_ _15"></span>valua<span class="_ _5"></span>tion <span class="_ _15"></span>requires <span class="_ _10"></span>estimation <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _15"></span>remaining <span class="_ _10"></span>costs <span class="_ _10"></span>to <span class="_ _15"></span>be<span class="_ _8"></span> <span class="_ _10"></span>incurred <span class="_ _15"></span>an<span class="_ _5"></span>d </div><div class="t m0 x4 h2 y4dc ff1 fs0 fc0 sc0 ls0 ws0">revenues i<span class="_ _5"></span>n order to <span class="_ _5"></span>measure the <span class="_ _5"></span>degree of <span class="_ _5"></span>progress of <span class="_ _5"></span>work under a <span class="_ _5"></span>given c<span class="_ _5"></span>on<span class="_ _0"></span>tract. T<span class="_ _5"></span>he degree of <span class="_ _5"></span>progress of <span class="_ _5"></span>the </div><div class="t m0 x4 h2 y915 ff1 fs0 fc0 sc0 ls0 ws0">contract <span class="_ _0"></span>may <span class="_ _0"></span>be <span class="_ _0"></span>determined <span class="_ _0"></span>in <span class="_ _0"></span>two <span class="_ _0"></span>ways: <span class="_ _10"></span>a) according <span class="_ _10"></span>to the <span class="_ _0"></span>doc<span class="_ _0"></span>umented <span class="_ _0"></span>advancement <span class="_ _0"></span>of <span class="_ _0"></span>work <span class="_ _0"></span>on <span class="_ _10"></span>the <span class="_ _0"></span>contract </div><div class="t m0 x4 h2 y916 ff1 fs0 fc0 sc0 ls0 ws0">(possible <span class="_ _14"> </span>do<span class="_ _0"></span>cuments: <span class="_ _14"> </span>minutes <span class="_ _17"> </span>of <span class="_ _17"> </span>receipt <span class="_ _17"> </span>of <span class="_ _17"> </span>successive <span class="_ _14"> </span>stages <span class="_ _17"> </span>of <span class="_ _17"> </span>work, <span class="_ _17"> </span>settlement <span class="_ _14"> </span>of  w<span class="_ _5"></span>orking <span class="_ _17"> </span>hours <span class="_ _17"> </span>on <span class="_ _17"> </span>the </div><div class="t m0 x4 h2 y917 ff1 fs0 fc0 sc0 ls0 ws0">contract), b) <span class="_ _0"></span>if it <span class="_ _0"></span>is <span class="_ _0"></span>not possible <span class="_ _0"></span>to <span class="_ _0"></span>assess the <span class="_ _0"></span>degree of <span class="_ _0"></span>progress <span class="_ _0"></span>of work, <span class="_ _0"></span>it is <span class="_ _0"></span>possible <span class="_ _0"></span>to <span class="_ _0"></span>assume that<span class="_ _0"></span> <span class="_ _0"></span>the <span class="_ _0"></span>degree </div><div class="t m0 x4 h2 y918 ff1 fs0 fc0 sc0 ls0 ws0">of pro<span class="_ _5"></span>gr<span class="_ _0"></span>ess <span class="_ _5"></span>of<span class="_ _0"></span> t<span class="_ _5"></span>he contract <span class="_ _5"></span>is proportional <span class="_ _5"></span>to the <span class="_ _5"></span>costs incurred <span class="_ _5"></span>during the <span class="_ _5"></span>period. The <span class="_ _5"></span>preparation of <span class="_ _5"></span>the valuati<span class="_ _5"></span>on </div><div class="t m0 x4 h2 y919 ff1 fs0 fc0 sc0 ls0 ws0">and the resulting <span class="_ _5"></span>revenue recognition in eac<span class="_ _5"></span>h case requires the exercise <span class="_ _5"></span>of professional judgment a<span class="_ _5"></span>nd appropriate </div><div class="t m0 x4 h2 y75b ff1 fs0 fc0 sc0 ls0 ws0">estimates. <span class="fc8">The Company is no<span class="_ _5"></span>t a party to agreements under which it would be a lessor. </span></div><div class="t m0 x10e h2 y91a ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y91b wed h1c"><div class="t m0 x7e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Sales revenue </div></div><div class="c xaf y91b wee h1c"><div class="t m0 xf3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">01.01.2024 - 31.12.2024 </div></div><div class="c x10f y91b wef h1c"><div class="t m0 xf3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">01.01.2023 - 31.12.2023 </div></div><div class="c xd6 y91c wed h1d"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">License sales </div></div><div class="c xaf y91c wee h1d"><div class="t m0 xa9 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">8 323 </div></div><div class="c x10f y91c wef h1d"><div class="t m0 x78 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">11 971 </div></div><div class="c xd6 y91d wed h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Deployments </div></div><div class="c xaf y91d wee h1c"><div class="t m0 xa9 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">6 125 </div></div><div class="c x10f y91d wef h1c"><div class="t m0 xa9 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4 171 </div></div><div class="c xd6 y6fa wed h1d"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Technical assistance </div></div><div class="c xaf y6fa wee h1d"><div class="t m0 x78 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">10 018 </div></div><div class="c x10f y6fa wef h1d"><div class="t m0 xa9 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">9 266 </div></div><div class="c xd6 y91e wed h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other income </div></div><div class="c xaf y91e wee h1c"><div class="t m0 xaa h18 ybf ff1 fsa fc0 sc0 ls0 ws0">166 </div></div><div class="c x10f y91e wef h1c"><div class="t m0 xaa h18 ybf ff1 fsa fc0 sc0 ls0 ws0">356 </div></div><div class="c xd6 y91f wed h1d"><div class="t m0 xac h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xaf y91f wee h1d"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">24 632 </div></div><div class="c x10f y91f wef h1d"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">25 764 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y920 ff3 fs2 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y6c8 ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">23</span>.<span class="ls1">2 </span>Sales revenue - territorial structure </div></div><div class="c xd6 y921 wed h1c"><div class="t m0 x7e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Sales revenue </div></div><div class="c xaf y921 wee h1c"><div class="t m0 xf3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">01.01.2024 - 31.12.2024 </div></div><div class="c x10f y921 wef h1c"><div class="t m0 xf3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">01.01.2023 - 31.12.2023 </div></div><div class="c xd6 y922 wed h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Sales Poland </div></div><div class="c xaf y922 wee h1c"><div class="t m0 xa9 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">7 225 </div></div><div class="c x10f y922 wef h1c"><div class="t m0 xa9 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">6 860 </div></div><div class="c xd6 y923 wed h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Sales North and South America.<span class="_ _0"></span> </div></div><div class="c xaf y923 wee h1c"><div class="t m0 xa9 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">8 535 </div></div><div class="c x10f y923 wef h1c"><div class="t m0 x78 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">14 159 </div></div><div class="c xd6 y924 wed h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other regions </div></div><div class="c xaf y924 wee h1c"><div class="t m0 xa9 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">8 873 </div></div><div class="c x10f y924 wef h1c"><div class="t m0 xa9 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4 745 </div></div><div class="c xd6 y767 wed h1c"><div class="t m0 xac h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xaf y767 wee h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">24 632 </div></div><div class="c x10f y767 wef h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">25 764 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y925 ff3 fs2 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y926 ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">23</span>.<span class="ls1">3 </span>Sales revenue - customer groups </div></div><div class="c xd6 y927 wed h1c"><div class="t m0 x7e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Sales revenue </div></div><div class="c xaf y927 wee h1c"><div class="t m0 xf3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">01.01.2024 - 31.12.2024 </div></div><div class="c x10f y927 wef h1c"><div class="t m0 xf3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">01.01.2023 - 31.12.2023 </div></div><div class="c xd6 y842 wed h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Government sector </div></div><div class="c xaf y842 wee h1c"><div class="t m0 x78 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">10 530 </div></div><div class="c x10f y842 wef h1c"><div class="t m0 x78 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">13 427 </div></div><div class="c xd6 y928 wed h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Private sector </div></div><div class="c xaf y928 wee h1c"><div class="t m0 x78 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">14 102 </div></div><div class="c x10f y928 wef h1c"><div class="t m0 x78 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">12 337 </div></div><div class="c xd6 y929 wed h1c"><div class="t m0 xac h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xaf y929 wee h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">24 632 </div></div><div class="c x10f y929 wef h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">25 764 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h37 y92a ff3 fs8 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y92b ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span><span class="ff3 fs2 fc3"> </span></div></div></div><div class="pi" ></div></div><div id="pf4a" class="pf w0 h0" ><div class="pc pc4a w0 h0"><img class="bi x67 y8df w31 h85" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 74 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">23</span>.4 Sales revenue - by method of recognit<span class="_ _0"></span>ion in the income statement<span class="_ _0"></span> </div></div><div class="c xd6 y567 wf0 h1c"><div class="t m0 x7e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Sales revenue </div></div><div class="c xaf y567 wa4 h1c"><div class="t m0 xf3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">01.01.2024 - 31.12.2024 </div></div><div class="c x10f y567 wf1 h1c"><div class="t m0 xf3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">01.01.2023 - 31.12.2023 </div></div><div class="c xd6 y568 wf0 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Revenue recognized at a point <span class="_ _0"></span>in time: </div></div><div class="c xaf y568 wa4 h1c"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">8 489 </div></div><div class="c x10f y568 wf1 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">12 326 </div></div><div class="c xd6 y569 wf0 h1a"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- license sales </div></div><div class="c xaf y569 wa4 h1a"><div class="t m0 xa9 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">8 323 </div></div><div class="c x10f y569 wf1 h1a"><div class="t m0 x78 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">11 971 </div></div><div class="c xd6 y643 wf0 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- other income </div></div><div class="c xaf y643 wa4 h1c"><div class="t m0 xaa h25 ybf ff4 fsa fc0 sc0 ls0 ws0">166 </div></div><div class="c x10f y643 wf1 h1c"><div class="t m0 xaa h25 ybf ff4 fsa fc0 sc0 ls0 ws0">355 </div></div><div class="c xd6 y644 wf0 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Revenue recognized over time: </div></div><div class="c xaf y644 wa4 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">16 143 </div></div><div class="c x10f y644 wf1 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">13 437 </div></div><div class="c xd6 y645 wf0 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- sales of implementation services <span class="_ _0"></span> </div></div><div class="c xaf y645 wa4 h1c"><div class="t m0 xa9 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">6 125 </div></div><div class="c x10f y645 wf1 h1c"><div class="t m0 xa9 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">4 171 </div></div><div class="c xd6 y646 wf0 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- sales of  assistance services <span class="_ _0"></span> </div></div><div class="c xaf y646 wa4 h1c"><div class="t m0 x78 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">10 018 </div></div><div class="c x10f y646 wf1 h1c"><div class="t m0 xa9 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">9 266 </div></div><div class="c xd6 y647 wf0 h1c"><div class="t m0 xac h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xaf y647 wa4 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">24 632 </div></div><div class="c x10f y647 wf1 h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">25 764 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 yad ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y92c ff3 fs0 fc5 sc0 ls0 ws0">Other performance obligat<span class="_ _5"></span>ions </div><div class="t m0 x4 h2 y92d ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _5"></span>of Dece<span class="_ _5"></span>mber 31<span class="lsd">, <span class="_ _5"></span><span class="ls0">2024<span class="ls2">, <span class="_ _5"></span><span class="ls0">the Gro<span class="_ _5"></span>up analyzed <span class="_ _6"></span>the total <span class="_ _6"></span>amount <span class="_ _5"></span>of<span class="_ _0"></span> <span class="_ _5"></span>the tra<span class="_ _5"></span>nsaction price <span class="_ _6"></span>attributable <span class="_ _5"></span>to pe<span class="_ _5"></span>rformance </span></span></span></span></div><div class="t m0 x4 h2 yfd ff1 fs0 fc0 sc0 ls0 ws0">obligations <span class="_ _6"></span>that <span class="_ _5"></span>remained <span class="_ _6"></span>wholly <span class="_ _5"></span>or <span class="_ _5"></span>partially <span class="_ _6"></span>unfulfilled <span class="_ _5"></span>as <span class="_ _5"></span>of <span class="_ _5"></span>the <span class="_ _6"></span>balance <span class="_ _5"></span>sheet <span class="_ _5"></span>date <span class="_ _6"></span>and <span class="_ _5"></span>decided <span class="_ _5"></span>to <span class="_ _6"></span>us<span class="_ _0"></span>e <span class="_ _6"></span>the <span class="_ _5"></span>practical </div><div class="t m0 x4 h2 y91c ff1 fs0 fc0 sc0 ls0 ws0">exception <span class="_ _5"></span>for <span class="_ _5"></span>performance <span class="_ _5"></span>obligations <span class="_ _5"></span>that <span class="_ _5"></span>are <span class="_ _5"></span>par<span class="_ _0"></span>t <span class="_ _5"></span>of <span class="_ _5"></span>a co<span class="_ _5"></span>ntract <span class="_ _5"></span>with an <span class="_ _6"></span>expected <span class="_ _5"></span>original <span class="_ _5"></span>term of <span class="_ _6"></span>up to <span class="_ _6"></span>12 m<span class="_ _8"></span>onths<span class="lsd">. </span></div><div class="t m0 x4 h2 y6c4 ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _0"></span>a <span class="_ _10"></span>result <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _10"></span>analysis, it <span class="_ _10"></span>was <span class="_ _0"></span>determined <span class="_ _0"></span>that, <span class="_ _0"></span>as <span class="_ _10"></span>of <span class="_ _0"></span>December <span class="_ _0"></span>31<span class="ls2">, <span class="_ _10"></span></span>2024, <span class="_ _0"></span>all <span class="_ _0"></span>performance <span class="_ _10"></span>obligations valued </div><div class="t m0 x4 h2 y92e ff1 fs0 fc0 sc0 ls0 ws0">according <span class="_ _14"> </span>to <span class="_ _14"> </span>the <span class="_ _17"> </span>stage <span class="_ _14"></span>of <span class="_ _14"> </span>completion <span class="_ _14"> </span>arise <span class="_ _14"> </span>from <span class="_ _17"> </span>contracts <span class="_ _13"></span>ending <span class="_ _17"> </span>before <span class="_ _14"> </span>December <span class="_ _14"> </span>31 <span class="_ _17"> </span>2025<span class="ls2">. <span class="_ _14"> </span></span>In <span class="_ _14"> </span>the <span class="_ _17"> </span>case <span class="_ _14"> </span>of </div><div class="t m0 x4 h2 y92f ff1 fs0 fc0 sc0 ls0 ws0">DataWalk (<span class="_ _5"></span>maintenance) contracts, <span class="_ _5"></span>the vast majority <span class="_ _5"></span>are indefi<span class="_ _5"></span>nite term contracts <span class="_ _5"></span>with a <span class="_ _5"></span>notice period <span class="_ _5"></span>of less than </div><div class="t m0 x4 h2 y7cf ff1 fs0 fc0 sc0 ls0 ws0">12 months, so the Group considers the resulting performanc<span class="_ _5"></span>e obligations to be short-term and has decided to take </div><div class="t m0 x4 h2 y930 ff1 fs0 fc0 sc0 ls0 ws0">advantage of the practical exception me<span class="_ _5"></span>ntioned above. </div><div class="t m0 x4 h2 y931 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y3ff ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">24 </span>Cost by nature </div></div><div class="c xd6 y932 wed h1c"><div class="t m0 x15 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Costs by type </div></div><div class="c xaf y932 wee h1c"><div class="t m0 xf3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">01.01.2024 - 31.12.2024 </div></div><div class="c x10f y932 wef h1c"><div class="t m0 xf3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">01.01.2023 - 31.12.2023 </div></div><div class="c xd6 y933 wed h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Depreciation </div></div><div class="c xaf y933 wee h1c"><div class="t m0 xa9 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">3 664 </div></div><div class="c x10f y933 wef h1c"><div class="t m0 xa9 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4 586 </div></div><div class="c xd6 y934 wed h1d"><div class="t m0 x5f h18 y503 ff1 fsa fc0 sc0 ls0 ws0">Consumption of materials and energy<span class="_ _0"></span> </div></div><div class="c xaf y934 wee h1d"><div class="t m0 xaa h18 y503 ff1 fsa fc0 sc0 ls0 ws0">137 </div></div><div class="c x10f y934 wef h1d"><div class="t m0 xaa h18 y503 ff1 fsa fc0 sc0 ls0 ws0">207 </div></div><div class="c xd6 y935 wed h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Third-party services </div></div><div class="c xaf y935 wee h1c"><div class="t m0 x78 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">26 336 </div></div><div class="c x10f y935 wef h1c"><div class="t m0 x78 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">30 098 </div></div><div class="c xd6 y2dc wed h1d"><div class="t m0 x5f h18 y503 ff1 fsa fc0 sc0 ls0 ws0">Taxes and fees </div></div><div class="c xaf y2dc wee h1d"><div class="t m0 xad h18 y503 ff1 fsa fc0 sc0 ls0 ws0">75 </div></div><div class="c x10f y2dc wef h1d"><div class="t m0 xaa h18 y503 ff1 fsa fc0 sc0 ls0 ws0">225 </div></div><div class="c xd6 y936 wed h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Salaries, including: </div></div><div class="c xaf y936 wee h1c"><div class="t m0 x78 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">37 887 </div></div><div class="c x10f y936 wef h1c"><div class="t m0 x9d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-3 914 </div></div><div class="c xd6 y937 wed h1d"><div class="t m0 x5f h25 y503 ff4 fsa fc0 sc0 ls0 ws0">- wages </div></div><div class="c xaf y937 wee h1d"><div class="t m0 x78 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">13 649 </div></div><div class="c x10f y937 wef h1d"><div class="t m0 x78 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">23 060 </div></div><div class="c xd6 y938 wed h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- Incentive program costs (settled in cash)<span class="_ _0"></span> </div></div><div class="c xaf y938 wee h1c"><div class="t m0 x78 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">20 899 </div></div><div class="c x10f y938 wef h1c"><div class="t m0 x7c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-38 897 </div></div><div class="c xd6 y939 wed h1d"><div class="t m0 x5f h18 y503 ff4 fsa fc0 sc0 ls0 ws0">- Incentive program costs (equity-<span class="_ _0"></span>settled)<span class="ff1"> </span></div></div><div class="c xaf y939 wee h1d"><div class="t m0 xa9 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">3 338 </div></div><div class="c x10f y939 wef h1d"><div class="t m0 x78 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">11 923 </div></div><div class="c xd6 y93a wed h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Social security and other benefits<span class="_ _0"></span> </div></div><div class="c xaf y93a wee h1c"><div class="t m0 xa9 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">3 272 </div></div><div class="c x10f y93a wef h1c"><div class="t m0 xa9 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4 665 </div></div><div class="c xd6 y93b wed h1d"><div class="t m0 x5f h18 y503 ff1 fsa fc0 sc0 ls0 ws0">Other costs by type </div></div><div class="c xaf y93b wee h1d"><div class="t m0 xa9 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">1 297 </div></div><div class="c x10f y93b wef h1d"><div class="t m0 xa9 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">1 977 </div></div><div class="c xd6 y2e3 wed h1c"><div class="t m0 x20 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total costs by nature </div></div><div class="c xaf y2e3 wee h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">72 669 </div></div><div class="c x10f y2e3 wef h1c"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">37 843 </div></div><div class="c xd6 y93c wed h1d"><div class="t m0 x5f h18 y503 ff1 fsa fc0 sc0 ls0 ws0">Cost of sales, including: </div></div><div class="c xaf y93c wee h1d"><div class="t m0 xab h18 y503 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10f y93c wef h1d"><div class="t m0 xab h18 y503 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y93d wed h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- value of goods and materials sold<span class="_ _0"></span> </div></div><div class="c xaf y93d wee h1c"><div class="t m0 xab h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0<span class="ff4"> </span></div></div><div class="c x10f y93d wef h1c"><div class="t m0 xab h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y3ea wed h1d"><div class="t m0 xac h15 y503 ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xaf y3ea wee h1d"><div class="t m0 x78 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">72 669 </div></div><div class="c x10f y3ea wef h1d"><div class="t m0 x78 h15 y503 ff3 fsa fc0 sc0 ls0 ws0">37 843 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y93e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y93f ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y940 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4b" class="pf w0 h0" ><div class="pc pc4b w0 h0"><img class="bi x67 y941 w31 h8b" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 75 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">25 </span>Other operating income </div></div><div class="c xd6 y942 wed h8c"><div class="t m0 x65 h15 y943 ff3 fsa fc0 sc0 ls0 ws0">Other operating income </div></div><div class="c xaf y942 wee h8c"><div class="t m0 xf3 h15 y943 ff3 fsa fc0 sc0 ls0 ws0">01.01.2024 - 31.12.2024 </div></div><div class="c x10f y942 wef h8c"><div class="t m0 xf3 h15 y943 ff3 fsa fc0 sc0 ls0 ws0">01.01.2023 - 31.12.2023 </div></div><div class="c xd6 y944 wed h1a"><div class="t m0 x5f h15 y16e ff3 fsa fc0 sc0 ls0 ws0">Profit on disposal of non<span class="_ _0"></span>-financial fixed assets </div></div><div class="c xaf y944 wee h1a"><div class="t m0 xad h15 y16e ff3 fsa fc0 sc0 ls0 ws0">64 </div></div><div class="c x10f y944 wef h1a"><div class="t m0 xad h15 y16e ff3 fsa fc0 sc0 ls0 ws0">40 </div></div><div class="c xd6 ye1 wed h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Other operating income, including:<span class="_ _0"></span> </div></div><div class="c xaf ye1 wee h1c"><div class="t m0 xaa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">295 </div></div><div class="c x10f ye1 wef h1c"><div class="t m0 xaa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">798 </div></div><div class="c xd6 y945 wed h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- rental income </div></div><div class="c xaf y945 wee h1c"><div class="t m0 xaa h18 ybf ff1 fsa fc0 sc0 ls0 ws0">270<span class="ff4"> </span></div></div><div class="c x10f y945 wef h1c"><div class="t m0 xaa h25 ybf ff4 fsa fc0 sc0 ls0 ws0">398 </div></div><div class="c xd6 y44b wed h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y44b wee h1c"><div class="t m0 xab h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10f y44b wef h1c"><div class="t m0 xaa h25 ybf ff4 fsa fc0 sc0 ls0 ws0">380 </div></div><div class="c xd6 y946 wed h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- others </div></div><div class="c xaf y946 wee h1c"><div class="t m0 xad h25 ybf ff4 fsa fc0 sc0 ls0 ws0">25 </div></div><div class="c x10f y946 wef h1c"><div class="t m0 xad h25 ybf ff4 fsa fc0 sc0 ls0 ws0">20 </div></div><div class="c xd6 y947 wed h1c"><div class="t m0 xac h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xaf y947 wee h1c"><div class="t m0 xaa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">359 </div></div><div class="c x10f y947 wef h1c"><div class="t m0 xaa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">838 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y948 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y949 ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">26 </span>Other operating expenses </div></div><div class="c xd6 y94a wed h1c"><div class="t m0 xc5 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Other operating expenses </div></div><div class="c xaf y94a wee h1c"><div class="t m0 xf3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">01.01.2024 - 31.12.2024 </div></div><div class="c x10f y94a wef h1c"><div class="t m0 xf3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">01.01.2023 - 31.12.2023 </div></div><div class="c xd6 y94b wed h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Loss on disposal of non<span class="_ _0"></span>-financial fixed assets </div></div><div class="c xaf y94b wee h1d"><div class="t m0 xad h15 ybf ff3 fsa fc0 sc0 ls0 ws0">39 </div></div><div class="c x10f y94b wef h1d"><div class="t m0 xab h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3 </div></div><div class="c xd6 y94c wed h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Revaluation of non-fin<span class="_ _0"></span>ancial fixed assets </div></div><div class="c xaf y94c wee h1c"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3 260 </div></div><div class="c x10f y94c wef h1c"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">9 029 <span class="fc6 sc0"> </span></div></div><div class="c xd6 y94d wed h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Other operating expenses </div></div><div class="c xaf y94d wee h1d"><div class="t m0 xab h15 ybf ff3 fsa fc0 sc0 ls0 ws0">8 </div></div><div class="c x10f y94d wef h1d"><div class="t m0 xaa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">242 </div></div><div class="c xd6 y94e wed h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- others </div></div><div class="c xaf y94e wee h1c"><div class="t m0 xab h25 ybf ff4 fsa fc0 sc0 ls0 ws0">8 </div></div><div class="c x10f y94e wef h1c"><div class="t m0 xaa h25 ybf ff4 fsa fc0 sc0 ls0 ws0">242 </div></div><div class="c xd6 y94f wed h1d"><div class="t m0 xac h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xaf y94f wee h1d"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">3 307 </div></div><div class="c x10f y94f wef h1d"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">9 273 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y950 ff1 fs0 fc0 sc0 ls0 ws0">As a <span class="_ _0"></span>result of <span class="_ _0"></span>the asset impairment <span class="_ _0"></span>test carried out <span class="_ _0"></span>as of <span class="_ _0"></span>the balance <span class="_ _0"></span>sheet date of <span class="_ _0"></span>December 31, 2024, <span class="_ _0"></span>in view <span class="_ _0"></span>of </div><div class="t m0 x4 h2 y951 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _10"></span>result <span class="_ _0"></span>obtained <span class="_ _10"></span>and <span class="_ _10"></span>based <span class="_ _10"></span>on <span class="_ _10"></span>the <span class="_ _0"></span>principle <span class="_ _10"></span>of <span class="_ _10"></span>prudence, <span class="_ _0"></span>the <span class="_ _10"></span>Company&apos;s <span class="_ _10"></span>Management <span class="_ _0"></span>Board <span class="_ _10"></span>decided <span class="_ _10"></span>to <span class="_ _10"></span>write </div><div class="t m0 x4 h2 y396 ff1 fs0 fc0 sc0 ls0 ws0">down the value of assets in the total<span class="_ _5"></span> <span class="_ _0"></span>amount of PLN 3,260 thousa<span class="_ _5"></span>nd.  </div><div class="t m0 x4 h2 y952 ff1 fs0 fc0 sc0 ls0 ws0">Details <span class="_ _6"></span>of <span class="_ _5"></span>the <span class="_ _5"></span>impairment <span class="_ _6"></span>charge <span class="_ _6"></span>are <span class="_ _5"></span>presented <span class="_ _6"></span>in <span class="_ _5"></span>Note <span class="_ _6"></span><span class="ls1">30 <span class="_ _5"></span><span class="ls0">- <span class="_ _6"></span>&quot;Asset <span class="_ _5"></span>impairment <span class="_ _6"></span>tests&quot; <span class="_ _5"></span>to <span class="_ _6"></span>these <span class="_ _5"></span>consolidated <span class="_ _6"></span>financial </span></span></div><div class="t m0 x4 h37 y953 ff1 fs0 fc0 sc0 ls0 ws0">statements.<span class="ff3 fs8 fca"> </span></div><div class="t m0 x4 h20 y954 ff3 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y955 ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">27 </span>Financial income </div></div><div class="c xd6 y7d6 wed h1c"><div class="t m0 x77 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Financial income </div></div><div class="c xaf y7d6 wee h1c"><div class="t m0 xf3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">01.01.2024 - 31.12.2024 </div></div><div class="c x10f y7d6 wef h1c"><div class="t m0 xf3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">01.01.2023 - 31.12.2023 </div></div><div class="c xd6 y7d7 wed h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Interest of other entities<span class="_ _0"></span>, including: </div></div><div class="c xaf y7d7 wee h1c"><div class="t m0 xaa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">267 </div></div><div class="c x10f y7d7 wef h1c"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 242 </div></div><div class="c xd6 y7d8 wed h1d"><div class="t m0 x5f h25 y503 ff4 fsa fc0 sc0 ls0 ws0">- interest on deposits and bank accounts<span class="_ _0"></span> </div></div><div class="c xaf y7d8 wee h1d"><div class="t m0 xaa h25 y503 ff4 fsa fc0 sc0 ls0 ws0">267 </div></div><div class="c x10f y7d8 wef h1d"><div class="t m0 xa9 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">1 242 </div></div><div class="c xd6 y7d9 wed h1c"><div class="t m0 xac h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xaf y7d9 wee h1c"><div class="t m0 xaa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">267 </div></div><div class="c x10f y7d9 wef h1c"><div class="t m0 xa9 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 242 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h20 y49d ff3 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y956 ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">28 </span>Finance costs </div></div><div class="c xd6 y7de wed h1d"><div class="t m0 x78 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Financial costs </div></div><div class="c xaf y7de wee h1d"><div class="t m0 xf3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">01.01.2024 - 31.12.2024 </div></div><div class="c x10f y7de wef h1d"><div class="t m0 xf3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">01.01.2023 - 31.12.2023 </div></div><div class="c xd6 y957 wed h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Interest of other entities<span class="_ _0"></span>, including: </div></div><div class="c xaf y957 wee h1c"><div class="t m0 xad h15 ybf ff3 fsa fc0 sc0 ls0 ws0">86 </div></div><div class="c x10f y957 wef h1c"><div class="t m0 xaa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">110 </div></div><div class="c xd6 y958 wed h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- interest lease </div></div><div class="c xaf y958 wee h1c"><div class="t m0 xad h25 ybf ff4 fsa fc0 sc0 ls0 ws0">64 </div></div><div class="c x10f y958 wef h1c"><div class="t m0 xad h25 ybf ff4 fsa fc0 sc0 ls0 ws0">87 </div></div><div class="c xd6 y959 wed h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- interest other </div></div><div class="c xaf y959 wee h1c"><div class="t m0 xad h25 ybf ff4 fsa fc0 sc0 ls0 ws0">22 </div></div><div class="c x10f y959 wef h1c"><div class="t m0 xad h25 ybf ff4 fsa fc0 sc0 ls0 ws0">23 </div></div><div class="c xd6 y95a wed h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Others, including: </div></div><div class="c xaf y95a wee h1c"><div class="t m0 xaa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">105 </div></div><div class="c x10f y95a wef h1c"><div class="t m0 xaa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">109 </div></div><div class="c xd6 y95b wed h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- <span class="ls15">exchange rate dif<span class="_ _0"></span>ferences</span> </div></div><div class="c xaf y95b wee h1c"><div class="t m0 xaa h25 ybf ff4 fsa fc0 sc0 ls0 ws0">105 </div></div><div class="c x10f y95b wef h1c"><div class="t m0 xaa h25 ybf ff4 fsa fc0 sc0 ls0 ws0">109 </div></div><div class="c xd6 y95c wed h1c"><div class="t m0 xac h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xaf y95c wee h1c"><div class="t m0 xaa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">191 </div></div><div class="c x10f y95c wef h1c"><div class="t m0 xaa h15 ybf ff3 fsa fc0 sc0 ls0 ws0">219 </div></div></div><div class="pi" ></div></div><div id="pf4c" class="pf w0 h0" ><div class="pc pc4c w0 h0"><img class="bi x67 y95d w31 h8d" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 76 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">29</span> Income tax </div><div class="t m0 x4 h20 y4a7 ff3 fs0 fc5 sc0 ls0 ws0">Information on estimates </div><div class="t m0 x4 h2 y4d9 ff1 fs0 fc0 sc0 ls0 ws0">When t<span class="_ _5"></span>he Group <span class="_ _5"></span>determines that <span class="_ _5"></span>it is <span class="_ _5"></span>probable <span class="_ _5"></span>that the a<span class="_ _5"></span>pproach taken <span class="_ _5"></span>to a <span class="_ _5"></span>selected tax <span class="_ _5"></span>issue or <span class="_ _5"></span>group <span class="_ _5"></span>of tax <span class="_ _5"></span>issues </div><div class="t m0 x4 h2 y4da ff1 fs0 fc0 sc0 ls0 ws0">will be accepted <span class="_ _0"></span>by a tax <span class="_ _0"></span>authority, the <span class="_ _0"></span>Group determines <span class="_ _0"></span>taxable income or tax <span class="_ _0"></span>loss, tax base, <span class="_ _0"></span>unused tax losses, </div><div class="t m0 x4 h2 y4db ff1 fs0 fc0 sc0 ls0 ws0">unused <span class="_ _15"></span>tax <span class="_ _15"></span>credits <span class="_ _13"></span>and <span class="_ _15"></span>tax <span class="_ _15"></span>rates <span class="_ _13"></span>taking <span class="_ _15"></span>into <span class="_ _13"></span>account <span class="_ _15"></span>the <span class="_ _15"></span>approach <span class="_ _15"></span>taken <span class="_ _15"></span>in <span class="_ _13"></span>its <span class="_ _15"></span>tax <span class="_ _13"></span>return. <span class="_ _15"></span>In <span class="_ _13"></span>determining <span class="_ _15"></span>such </div><div class="t m0 x4 h2 y4dc ff1 fs0 fc0 sc0 ls0 ws0">probability, <span class="_ _0"></span>the <span class="_ _10"></span>Group <span class="_ _0"></span>assumes <span class="_ _10"></span>that <span class="_ _0"></span>tax <span class="_ _10"></span>authorities <span class="_ _0"></span>authorized <span class="_ _0"></span>to <span class="_ _10"></span>audit <span class="_ _0"></span>and <span class="_ _10"></span>challenge <span class="_ _0"></span>the <span class="_ _0"></span>approach <span class="_ _10"></span>to <span class="_ _0"></span>a <span class="_ _10"></span>tax <span class="_ _0"></span>issue </div><div class="t m0 x4 h2 y915 ff1 fs0 fc0 sc0 ls0 ws0">will conduct such an a<span class="_ _8"></span>udit and have access to<span class="_ _5"></span> all necessary informatio<span class="ls3">n.</span> </div><div class="t m0 x4 h2 y4de ff1 fs0 fc0 sc0 ls9 ws0">If <span class="ls0">the Group <span class="_ _5"></span>determines that it is probable <span class="_ _5"></span>that the tax authority will <span class="_ _5"></span>not accept the Group&apos;s approach t<span class="_ _8"></span>o a selected </span></div><div class="t m0 x4 h2 y29f ff1 fs0 fc0 sc0 ls0 ws0">tax <span class="_ _6"></span>issue <span class="_ _5"></span>or <span class="_ _6"></span>group <span class="_ _5"></span>of <span class="_ _5"></span>tax <span class="_ _6"></span>issues, <span class="_ _5"></span>then <span class="_ _6"></span>the <span class="_ _5"></span>Group <span class="_ _5"></span>shows <span class="_ _6"></span>the <span class="_ _5"></span>effects <span class="_ _6"></span>of <span class="_ _5"></span>such <span class="_ _6"></span>uncertainty <span class="_ _5"></span>in <span class="_ _6"></span>the <span class="_ _5"></span>tax <span class="_ _6"></span>accounting <span class="_ _5"></span>treatment </div><div class="t m0 x4 h2 y6f2 ff1 fs0 fc0 sc0 ls0 ws0">in <span class="_ _5"></span>the period <span class="_ _5"></span>in <span class="_ _5"></span>which it <span class="_ _5"></span>made <span class="_ _5"></span>such determinati<span class="_ _5"></span>on<span class="_ _0"></span>. <span class="_ _5"></span>When estimating <span class="_ _5"></span>the <span class="_ _5"></span>value of <span class="_ _5"></span>an <span class="_ _5"></span>income tax <span class="_ _5"></span>liability, <span class="_ _8"></span>the <span class="_ _5"></span>Group </div><div class="t m0 x4 h2 y6f3 ff1 fs0 fc0 sc0 ls0 ws0">either <span class="_ _0"></span>selects the <span class="_ _0"></span>most <span class="_ _0"></span>probable <span class="_ _0"></span>value <span class="_ _0"></span>resulting from <span class="_ _0"></span>among <span class="_ _0"></span>the <span class="_ _0"></span>scenarios that <span class="_ _0"></span>have <span class="_ _0"></span>been <span class="_ _0"></span>outlined, or <span class="_ _0"></span>determines </div><div class="t m0 x4 h2 yae ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _5"></span>expected <span class="_ _6"></span>value <span class="_ _5"></span>of<span class="_ _0"></span> <span class="_ _5"></span>such <span class="_ _5"></span>liability <span class="_ _6"></span>by deter<span class="_ _5"></span>mi<span class="_ _0"></span>ning <span class="_ _5"></span>it <span class="_ _5"></span>using <span class="_ _5"></span>a <span class="_ _5"></span>weighted <span class="_ _5"></span>average <span class="_ _5"></span>(probability) <span class="_ _6"></span>for <span class="_ _5"></span>po<span class="_ _0"></span>ssible <span class="_ _6"></span>outcomes. </div><div class="t m0 x4 h2 y77c ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _15"></span>c<span class="_ _5"></span>ho<span class="_ _0"></span>ice <span class="_ _10"></span>of <span class="_ _15"></span>one <span class="_ _10"></span>of <span class="_ _15"></span>the <span class="_ _10"></span>above <span class="_ _15"></span>methods <span class="_ _10"></span>depends <span class="_ _15"></span>on <span class="_ _10"></span>which <span class="_ _15"></span>one <span class="_ _10"></span>more <span class="_ _15"></span>accurately <span class="_ _10"></span>reflects <span class="_ _10"></span>the <span class="_ _15"></span>way <span class="_ _15"></span>i<span class="_ _5"></span>n <span class="_ _15"></span>which <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y95e ff1 fs0 fc0 sc0 ls0 ws0">uncertainty may material<span class="_ _8"></span>ize. </div><div class="t m0 x88 h2 y95f ff1 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y390 ff3 fs0 fc5 sc0 ls0 ws0">Reconciliation of the effec<span class="_ _5"></span>tive tax rate </div><div class="t m0 x4 h2 y960 ff1 fs0 fc0 sc0 ls0 ws0">A <span class="_ _15"></span>reconciliation <span class="_ _15"></span>of <span class="_ _15"></span>income <span class="_ _10"></span>tax <span class="_ _15"></span>on <span class="_ _15"></span>pre-tax <span class="_ _15"></span>profit/(loss) <span class="_ _15"></span>at <span class="_ _15"></span>the <span class="_ _15"></span>statutor<span class="_ _5"></span>y <span class="_ _15"></span>tax <span class="_ _15"></span>rate <span class="_ _15"></span>to <span class="_ _15"></span>income <span class="_ _15"></span>tax <span class="_ _15"></span>calculated <span class="_ _15"></span>at <span class="_ _15"></span>the </div><div class="t m0 x4 h2 y961 ff1 fs0 fc0 sc0 ls0 ws0">Group&apos;s effective tax rate for t<span class="_ _5"></span>he year ended December 31, 2024 and December 31, 2023 is as follo<span class="_ _5"></span>ws: </div></div><div class="c xd6 y962 w67 h1c"><div class="t m0 x102 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Specification </div></div><div class="c x8a y962 w68 h1c"><div class="t m0 x1a h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b y962 w69 h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y963 w67 h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Profit (loss) before taxation </div></div><div class="c x8a y963 w68 h1c"><div class="t m0 x2d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-52 640 </div></div><div class="c x8b y963 w69 h1c"><div class="t m0 x2d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-19 140 </div></div><div class="c xd6 y964 w67 h1c"><div class="t m0 x5f h18 y523 ff1 fsa fc0 sc0 ls0 ws0">Tax rate applied by the parent company<span class="_ _0"></span> </div></div><div class="c x8a y964 w68 h1c"><div class="t m0 xa1 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">19% </div></div><div class="c x8b y964 w69 h1c"><div class="t m0 xa1 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">19% </div></div><div class="c xd6 y965 w67 h1c"><div class="t m0 x5f h15 y523 ff3 fsa fc0 sc0 ls0 ws0">Income tax at the parent company&apos;s dom<span class="_ _0"></span>estic rate </div></div><div class="c x8a y965 w68 h1c"><div class="t m0 x2d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-10 002 </div></div><div class="c x8b y965 w69 h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-3 637 </div></div><div class="c xd6 y966 w67 h1a"><div class="t m0 x5f h25 y523 ff4 fsa fc0 sc0 ls0 ws0">Reconciliation of income tax on account of:<span class="_ _0"></span> </div></div><div class="c x8a y966 w68 h1a"><div class="t m0 xa h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x8b y966 w69 h1a"><div class="t m0 xa h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y967 w67 h1c"><div class="t m0 x5f h18 y523 ff1 fsa fc0 sc0 ls5 ws0">Application of a differ<span class="_ _0"></span>ent tax rate in Group <span class="_ _0"></span><span class="ls0">companies (+/-) </span></div></div><div class="c x8a y967 w68 h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">173 </div></div><div class="c x8b y967 w69 h1c"><div class="t m0 x32 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">390 </div></div><div class="c xd6 y7c3 w67 h1c"><div class="t m0 x5f h18 y523 ff1 fsa fc0 sc0 ls5 ws0">Non<span class="ls0">-taxable income (-<span class="_ _0"></span>) </span></div></div><div class="c x8a y7c3 w68 h1c"><div class="t m0 xa1 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-112 </div></div><div class="c x8b y7c3 w69 h1c"><div class="t m0 x37 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-74 </div></div><div class="c xd6 y968 w67 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Permanently non-deductible costs<span class="_ _0"></span> (+) </div></div><div class="c x8a y968 w68 h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 366 </div></div><div class="c x8b y968 w69 h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">5 558 </div></div><div class="c xd6 y969 w67 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Use of previously unrecognized <span class="_ _0"></span>tax losses (-) </div></div><div class="c x8a y969 w68 h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x8b y969 w69 h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y96a w67 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Unrecognized deferred tax asset on <span class="_ _0"></span>deductible temporary differences (+)<span class="_ _0"></span> </div></div><div class="c x8a y96a w68 h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2 655 </div></div><div class="c x8b y96a w69 h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">6 771 </div></div><div class="c xd6 y96b w67 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Reversal of allowance for deferred tax asset<span class="_ _0"></span> </div></div><div class="c x8a y96b w68 h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2 240 </div></div><div class="c x8b y96b w69 h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y96c w67 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Reversal of allowance for tax loss asset<span class="_ _0"></span> </div></div><div class="c x8a y96c w68 h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x8b y96c w69 h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y96d w67 h1c"><div class="t m0 x5f h15 y523 ff3 fsa fc0 sc0 ls0 ws0">Income tax </div></div><div class="c x8a y96d w68 h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-3 679 </div></div><div class="c x8b y96d w69 h1c"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">9 909 </div></div><div class="c xd6 y1ac w67 h1c"><div class="t m0 x5f h18 y523 ff1 fsa fc0 sc0 ls0 ws0">The average tax rate used </div></div><div class="c x8a y1ac w68 h1c"><div class="t m0 x37 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">7% </div></div><div class="c x8b y1ac w69 h1c"><div class="t m0 xc5 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-47% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h20 y96e ff3 fs0 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y96f ff3 fs0 fc3 sc0 ls0 ws0"> <span class="_ _d"> </span> </div></div></div><div class="pi" ></div></div><div id="pf4d" class="pf w0 h0" ><div class="pc pc4d w0 h0"><img class="bi x67 y970 w31 h8e" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 77 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">30 </span>Asset impairment tests </div><div class="t m0 x4 h20 y4a7 ff3 fs0 fc5 sc0 ls0 ws0">Information on estimates </div><div class="t m0 x4 h2 y971 ff1 fs0 fc0 sc0 ls0 ws0">Under <span class="_ _0"></span>IAS 36, <span class="_ _0"></span>an <span class="_ _10"></span>entity is <span class="_ _0"></span>required <span class="_ _0"></span>to <span class="_ _0"></span>assess <span class="_ _0"></span>at <span class="_ _0"></span>each <span class="_ _0"></span>balance <span class="_ _0"></span>sheet <span class="_ _0"></span>date <span class="_ _0"></span>whether <span class="_ _0"></span>there are <span class="_ _0"></span>indications <span class="_ _0"></span>that <span class="_ _0"></span>any <span class="_ _0"></span>of </div><div class="t m0 x4 h2 y972 ff1 fs0 fc0 sc0 ls0 ws0">the assets <span class="_ _0"></span>may hav<span class="_ _0"></span>e been <span class="_ _0"></span>impaired. If <span class="_ _0"></span>there is <span class="_ _0"></span>an <span class="_ _0"></span>indication that <span class="_ _0"></span>an asset <span class="_ _0"></span>may have <span class="_ _0"></span>been impaired, <span class="_ _0"></span>it <span class="_ _0"></span>is necessary </div><div class="t m0 x4 h2 y973 ff1 fs0 fc0 sc0 ls0 ws0">to perform an impairment test to est<span class="_ _5"></span>imate its recoverable amount.  </div><div class="t m0 x4 h2 y974 ff1 fs0 fc0 sc0 ls0 ws0">Paragraph 10 of <span class="_ _0"></span>the aforementioned standard introduces regulations that <span class="_ _0"></span>indicate that regardless of <span class="_ _0"></span>whether there </div><div class="t m0 x4 h2 y975 ff1 fs0 fc0 sc0 ls0 ws0">are <span class="_ _10"></span>indications <span class="_ _10"></span>that <span class="_ _15"></span>an <span class="_ _10"></span>asset <span class="_ _10"></span>is <span class="_ _10"></span>impaired, <span class="_ _15"></span>an <span class="_ _10"></span>entity <span class="_ _10"></span>is <span class="_ _10"></span>required <span class="_ _15"></span>to <span class="_ _10"></span>perform <span class="_ _10"></span>an <span class="_ _10"></span>annual <span class="_ _15"></span>im<span class="_ _5"></span>pairment <span class="_ _15"></span>test <span class="_ _10"></span>for, <span class="_ _10"></span>among </div><div class="t m0 x4 h2 y976 ff1 fs0 fc0 sc0 ls0 ws0">other things, <span class="_ _0"></span>intangible asse<span class="_ _0"></span>ts with <span class="_ _0"></span>an <span class="_ _0"></span>indefinite useful <span class="_ _0"></span>life or <span class="_ _0"></span>an <span class="_ _0"></span>intangible asset <span class="_ _0"></span>that <span class="_ _0"></span>is not <span class="_ _0"></span>yet <span class="_ _0"></span>available for <span class="_ _0"></span>use, </div><div class="t m0 x4 h2 y977 ff1 fs0 fc0 sc0 ls0 ws0">by comparing its carrying am<span class="_ _5"></span>ount with its recoverable amount.  </div><div class="t m0 x4 h2 y32 ff1 fs0 fc0 sc0 ls0 ws0">The recoverable <span class="_ _8"></span>amount is determine<span class="_ _5"></span>d for an individual asset, <span class="_ _5"></span>un<span class="_ _0"></span>less the as<span class="_ _5"></span>set does not generate cash infl<span class="_ _8"></span>ows that </div><div class="t m0 x4 h2 y978 ff1 fs0 fc0 sc0 ls0 ws0">are <span class="_ _14"> </span>largely <span class="_ _17"> </span>independent <span class="_ _14"> </span>of <span class="_ _14"> </span>cash <span class="_ _17"> </span>inflows <span class="_ _14"> </span>from <span class="_ _14"> </span>other <span class="_ _17"> </span>assets <span class="_ _14"></span>or <span class="_ _14"> </span>other <span class="_ _14"> </span>groups <span class="_ _17"> </span>of <span class="_ _14"> </span>assets. <span class="_ _17"> </span>If <span class="_ _14"> </span>this <span class="_ _17"> </span>is <span class="_ _14"> </span>the <span class="_ _14"> </span>case, <span class="_ _17"> </span>the </div><div class="t m0 x4 h2 y979 ff1 fs0 fc0 sc0 ls0 ws0">recoverable amount is deter<span class="_ _5"></span>mine<span class="_ _0"></span>d at the level of the cash-<span class="_ _5"></span>generating unit to which the asset belongs.  </div><div class="t m0 x4 h2 y8b5 ff1 fs0 fc0 sc0 ls0 ws0">An <span class="_ _0"></span>impairment <span class="_ _0"></span>test <span class="_ _10"></span>may <span class="_ _0"></span>be <span class="_ _0"></span>performed <span class="_ _10"></span>on <span class="_ _0"></span>any <span class="_ _0"></span>date <span class="_ _0"></span>within <span class="_ _10"></span>an <span class="_ _0"></span>annual <span class="_ _0"></span>period, <span class="_ _0"></span>provided <span class="_ _10"></span>that <span class="_ _0"></span>it <span class="_ _0"></span>is <span class="_ _10"></span>performed <span class="_ _0"></span>on <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y97a ff1 fs0 fc0 sc0 ls0 ws0">same date<span class="_ _8"></span> each <span class="_ _5"></span>year. Different <span class="_ _5"></span>intangible assets <span class="_ _5"></span>may be teste<span class="_ _5"></span>d for impairme<span class="_ _8"></span>nt on <span class="_ _5"></span>different dates. <span class="_ _5"></span>However, if <span class="_ _5"></span>such </div><div class="t m0 x4 h2 y1c4 ff1 fs0 fc0 sc0 ls0 ws0">an  intangible <span class="_ _17"> </span>asset  was <span class="_ _17"> </span>initially  recognized  duri<span class="_ _5"></span>ng  the  current <span class="_ _17"> </span>annual  period, <span class="_ _17"> </span>the  asset  shal<span class="_ _5"></span>l  be  tested <span class="_ _17"> </span>for </div><div class="t m0 x4 h2 y97b ff1 fs0 fc0 sc0 ls0 ws0">impairment before the end of t<span class="_ _5"></span>he <span class="_ _0"></span>current annual period. </div><div class="t m0 x4 h2 y97c ff1 fs0 fc0 sc0 ls0 ws0">IAS 36 <span class="_ _10"></span>indicates that <span class="_ _0"></span>the test <span class="_ _0"></span>measures <span class="_ _0"></span>the <span class="_ _0"></span>recoverable <span class="_ _0"></span>amount of <span class="_ _0"></span>an <span class="_ _0"></span>asset. <span class="_ _0"></span>The <span class="_ _0"></span>recoverable amount <span class="_ _0"></span>corresponds </div><div class="t m0 x4 h2 y97d ff1 fs0 fc0 sc0 ls0 ws0">to fair value less costs to s<span class="_ _8"></span>ell or value in use of the as<span class="_ _5"></span>set or cash<span class="_ _0"></span>-generating unit, whichever is hi<span class="_ _5"></span>gh<span class="_ _0"></span>er<span class="fc9"> </span></div><div class="t m0 x4 h2 y515 ff1 fs0 fc0 sc0 ls0 ws0">The standard <span class="_ _0"></span>defines value <span class="_ _0"></span>in <span class="_ _0"></span>use as <span class="_ _0"></span>&quot;the <span class="_ _0"></span>present value <span class="_ _0"></span>of the <span class="_ _0"></span>estimated <span class="_ _0"></span>future cash <span class="_ _0"></span>flows <span class="_ _0"></span>expected to <span class="_ _0"></span>be derived </div><div class="t m0 x4 h2 y97e ff1 fs0 fc0 sc0 ls0 ws0">from <span class="_ _5"></span>the c<span class="_ _5"></span>ontinued use<span class="_ _5"></span> of <span class="_ _5"></span>an <span class="_ _5"></span>asset <span class="_ _5"></span>or cash-ge<span class="_ _5"></span>ner<span class="_ _0"></span>ating <span class="_ _5"></span>unit.&quot; <span class="_ _5"></span>According <span class="_ _5"></span>to pa<span class="_ _8"></span>ragraph <span class="_ _5"></span>6 <span class="_ _5"></span>of IAS <span class="_ _6"></span>36, a <span class="_ _6"></span>cash-generating </div><div class="t m0 x4 h2 y97f ff1 fs0 fc0 sc0 ls0 ws0">unit is the <span class="_ _5"></span>smallest identifiable <span class="_ _5"></span>group of assets <span class="_ _5"></span>that generates cash i<span class="_ _5"></span>nflows that are lar<span class="_ _8"></span>gely independent <span class="_ _5"></span>of the cash </div><div class="t m0 x4 h2 y6fc ff1 fs0 fc0 sc0 ls0 ws0">inflows <span class="_ _6"></span>from <span class="_ _5"></span>other <span class="_ _5"></span>assets <span class="_ _5"></span>or <span class="_ _5"></span>groups <span class="_ _6"></span>of <span class="_ _5"></span>assets. <span class="_ _5"></span>The <span class="_ _6"></span>determination <span class="_ _5"></span>of <span class="_ _5"></span>what <span class="_ _5"></span>constitutes <span class="_ _6"></span>a <span class="_ _5"></span>cash-generating <span class="_ _5"></span>unit <span class="_ _5"></span>involves </div><div class="t m0 x4 h2 y980 ff1 fs0 fc0 sc0 ls0 ws0">subjective <span class="_ _15"></span>judgme<span class="_ _5"></span>nt. <span class="_ _15"></span>If <span class="_ _15"></span>the <span class="_ _15"></span>r<span class="_ _5"></span>ecov<span class="_ _0"></span>erable <span class="_ _15"></span>a<span class="_ _5"></span>mount <span class="_ _15"></span>of <span class="_ _15"></span>a <span class="_ _15"></span>single <span class="_ _10"></span>asset <span class="_ _15"></span>cannot <span class="_ _15"></span>be <span class="_ _10"></span>determined, <span class="_ _15"></span>an <span class="_ _15"></span>entit<span class="_ _5"></span>y <span class="_ _15"></span>identifies <span class="_ _15"></span>the </div><div class="t m0 x4 h2 y981 ff1 fs0 fc0 sc0 ls0 ws0">smallest set of assets that generate<span class="_ _5"></span> substantially independent cash inflows. </div><div class="t m0 x4 h2 y982 ff1 fs0 fc0 sc0 ls0 ws0">Assessing <span class="_ _0"></span>indications <span class="_ _0"></span>of<span class="_ _0"></span> <span class="_ _0"></span>impairment, <span class="_ _10"></span>as <span class="_ _0"></span>well <span class="_ _0"></span>as <span class="_ _10"></span>testing, <span class="_ _10"></span>requires <span class="_ _0"></span>extensive <span class="_ _0"></span>estimates <span class="_ _0"></span>and <span class="_ _10"></span>professional <span class="_ _0"></span>judgment, </div><div class="t m0 x4 h2 y983 ff1 fs0 fc0 sc0 ls0 ws0">particularly <span class="_ _0"></span>related <span class="_ _0"></span>to <span class="_ _10"></span>estimating future <span class="_ _10"></span>cash <span class="_ _0"></span>flows <span class="_ _0"></span>from <span class="_ _0"></span>operations, <span class="_ _0"></span>the <span class="_ _10"></span>value <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>discount <span class="_ _10"></span>rate, <span class="_ _0"></span>or <span class="_ _0"></span>the <span class="_ _10"></span>cost <span class="_ _0"></span>of </div><div class="t m0 x4 h2 y984 ff1 fs0 fc0 sc0 ls0 ws0">bringing the asset to market. </div><div class="t m0 x4 h2 y985 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y986 ff3 fs0 fc5 sc0 ls0 ws0">Impairment of <span class="_ _0"></span>non-financial as<span class="_ _0"></span>sets in <span class="_ _0"></span>relation <span class="_ _0"></span>to <span class="_ _0"></span>the cash<span class="_ _0"></span>-generating unit <span class="_ _0"></span>responsible for <span class="_ _0"></span>the <span class="_ _0"></span>creation and </div><div class="t m0 x4 h20 y987 ff3 fs0 fc5 sc0 ls0 ws0">development of the DataW<span class="_ _5"></span>alk p<span class="_ _0"></span>latform and the sale <span class="_ _5"></span>of DataWalk software licenses<span class="ff1"> </span></div><div class="t m0 x4 h2 y988 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>determination of <span class="_ _0"></span>the recoverable <span class="_ _0"></span>amount was <span class="_ _0"></span>carried <span class="_ _0"></span>out <span class="_ _0"></span>at <span class="_ _0"></span>the <span class="_ _0"></span>level <span class="_ _0"></span>of <span class="_ _0"></span>the cash<span class="_ _0"></span>-generating <span class="_ _0"></span>unit (hereinafter </div><div class="t m0 x4 h2 y989 ff1 fs0 fc0 sc0 ls0 ws0">&quot;CGU&quot;) <span class="_ _10"></span>using <span class="_ _10"></span>the <span class="_ _10"></span>DCF <span class="_ _15"></span>mode<span class="_ _5"></span>l. <span class="_ _15"></span>The <span class="_ _10"></span>recoverable <span class="_ _10"></span>value <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>CGU <span class="_ _15"></span>dete<span class="_ _5"></span>rmined <span class="_ _15"></span>unde<span class="_ _5"></span>r <span class="_ _15"></span>the <span class="_ _10"></span>test <span class="_ _10"></span>corresponds <span class="_ _10"></span>to <span class="_ _10"></span>its </div><div class="t m0 x4 h2 y98a ff1 fs0 fc0 sc0 ls0 ws0">value <span class="_ _10"></span>in <span class="_ _0"></span>use. <span class="_ _10"></span>The <span class="_ _10"></span>CGU, <span class="_ _10"></span>responsible<span class="_ _8"></span> <span class="_ _10"></span>for <span class="_ _10"></span>the <span class="_ _10"></span>creation <span class="_ _0"></span>and <span class="_ _10"></span>development <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>DataWalk <span class="_ _10"></span>platform <span class="_ _0"></span>and <span class="_ _10"></span>the <span class="_ _10"></span>sale <span class="_ _0"></span>of </div><div class="t m0 x4 h2 y937 ff1 fs0 fc0 sc0 ls0 ws0">DataWalk software licenses,<span class="_ _5"></span> is p<span class="_ _0"></span>art of the DataWalk S.A<span class="_ _5"></span>. operating segment. </div><div class="t m0 x4 h2 y98b ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span> </div></div></div><div class="pi" ></div></div><div id="pf4e" class="pf w0 h0" ><div class="pc pc4e w0 h0"><img class="bi x4 y98c w17 h8f" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 78 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">The following table shows the carryin<span class="_ _8"></span>g value of assets allocat<span class="_ _8"></span>ed to the CGU under test as of Decem<span class="_ _5"></span>ber 31, 2024. </div></div><div class="c xd6 y16c wf2 h2c"><div class="t m0 xac h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Asset </div></div><div class="c xaf y16c wf3 h2c"><div class="t m0 x65 h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Value tested as of 31.12. </div><div class="t m0 x49 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Before recognition of impairment loss during <span class="_ _0"></span>the </div><div class="t m0 xad h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">period</span><span class="fc6 sc0"> </span></div></div><div class="c xd6 y16d wf2 h1a"><div class="t m0 x2 h18 y16e ff1 fsa fc0 sc0 ls0 ws0">Development work in progress<span class="_ _0"></span> </div></div><div class="c xaf y16d wf3 h1a"><div class="t m0 x110 h2 y98d ff1 fs0 fc0 sc0 ls0 ws0">2 513 <span class="fsa fc9"> </span></div></div><div class="c xd6 y98e wf2 h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Development work completed </div></div><div class="c xaf y98e wf3 h1d"><div class="t m0 x111 h2 yda ff1 fs0 fc0 sc0 ls0 ws0">19 743 <span class="fsa fc9"> </span></div></div><div class="c xd6 y170 wf2 h1c"><div class="t m0 x2 h2 yda ff1 fs0 fc0 sc0 ls0 ws0">Property, plant and equipme<span class="_ _8"></span>nt<span class="fsa"> </span></div></div><div class="c xaf y170 wf3 h1c"><div class="t m0 xf5 h2 yda ff1 fs0 fc0 sc0 ls0 ws0">31 <span class="fsa fc9"> </span></div></div><div class="c xd6 y98f wf2 h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Right-of-use assets </div></div><div class="c xaf y98f wf3 h1d"><div class="t m0 x112 h2 yda ff1 fs0 fc0 sc0 ls0 ws0">246 <span class="fsa fc9"> </span></div></div><div class="c xd6 y172 wf2 h1c"><div class="t m0 xac h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xaf y172 wf3 h1c"><div class="t m0 x111 h20 yda ff3 fs0 fc0 sc0 ls0 ws0">22 533 <span class="fsa fc9"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y990 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y991 ff1 fs0 fc0 sc0 ls0 ws0">In performing this <span class="_ _0"></span>year&apos;s <span class="_ _0"></span>CGU impairment test, <span class="_ _0"></span>common assets <span class="_ _0"></span>in the <span class="_ _0"></span>form <span class="_ _0"></span>of prop<span class="_ _0"></span>erty, plant and <span class="_ _0"></span>equipment and </div><div class="t m0 x4 h2 y992 ff1 fs0 fc0 sc0 ls0 ws0">right-<span class="ls3">of</span>-use <span class="_ _5"></span>assets contri<span class="_ _5"></span>bu<span class="_ _0"></span>ting <span class="_ _5"></span>to f<span class="_ _5"></span>uture cash <span class="_ _5"></span>flows <span class="_ _5"></span>derived <span class="_ _8"></span>from <span class="_ _5"></span>the CGU <span class="_ _6"></span>under test <span class="_ _5"></span>were <span class="_ _5"></span>identified <span class="_ _5"></span>and allocate<span class="_ _5"></span>d </div><div class="t m0 x4 h2 y993 ff1 fs0 fc0 sc0 ls0 ws0">on a reasonable and consistent basis.<span class="_ _5"></span> </div><div class="t m0 x4 h2 y589 ff1 fs0 fc0 sc0 ls0 ws0">The following key assumptions were<span class="_ _5"></span> u<span class="_ _0"></span>sed in the calculati<span class="_ _8"></span>on: </div><div class="t m0 x4 h2 y994 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>Company&apos;s management <span class="_ _0"></span>has <span class="_ _0"></span>prepared <span class="_ _0"></span>cash flow <span class="_ _0"></span>forecasts <span class="_ _0"></span>for <span class="_ _0"></span>a <span class="_ _0"></span>period <span class="_ _0"></span>of <span class="_ _0"></span>5 <span class="_ _0"></span>years <span class="_ _0"></span>starting from <span class="_ _0"></span>the <span class="_ _0"></span>estimates </div><div class="t m0 x4 h2 y995 ff1 fs0 fc0 sc0 ls0 ws0">for 20<span class="_ _5"></span>25. The a<span class="_ _5"></span>dopted revenue <span class="_ _5"></span>and cost <span class="_ _5"></span>forecasts are <span class="_ _5"></span>in line <span class="_ _5"></span>with the <span class="_ _5"></span>assumptions <span class="_ _5"></span>on the <span class="_ _5"></span>basis of <span class="_ _5"></span>which the <span class="_ _5"></span>budget </div><div class="t m0 x4 h2 y39 ff1 fs0 fc0 sc0 ls0 ws0">for <span class="_ _5"></span>the follo<span class="_ _5"></span>wing<span class="_ _0"></span> <span class="_ _5"></span>years was <span class="_ _6"></span>prepared. At <span class="_ _6"></span>the same <span class="_ _6"></span>time, the <span class="_ _6"></span>above values <span class="_ _6"></span>reflect the <span class="_ _6"></span>Management&apos;s past <span class="_ _6"></span>experience </div><div class="t m0 x4 h2 y996 ff1 fs0 fc0 sc0 ls0 ws0">from the development of bot<span class="_ _5"></span>h DataWalk S.A. and the DataWalk Group. </div><div class="t m0 x4 h2 y997 ff1 fs0 fc0 sc0 ls0 ws0">The value of c<span class="_ _5"></span>ash inflows was prepared usi<span class="_ _5"></span>ng the prudent valuation method, <span class="_ _5"></span>which means that only thos<span class="_ _5"></span>e inflows </div><div class="t m0 x4 h2 y998 ff1 fs0 fc0 sc0 ls0 ws0">related to sales were incl<span class="_ _5"></span>ud<span class="_ _0"></span>ed in the forecast peri<span class="_ _5"></span>od<span class="_ _0"></span>: </div><div class="t m0 x76 h2 y999 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">maintenance services from the instal<span class="_ _5"></span>led customer base according to 2024 prices and ranges<span class="_ _5"></span>,<span class="_ _0"></span> </span></span></div><div class="t m0 x76 h2 y539 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">extensions <span class="_ _0"></span>to <span class="_ _0"></span>already <span class="_ _10"></span>sold <span class="_ _0"></span>licenses <span class="_ _0"></span>for <span class="_ _10"></span>a <span class="_ _0"></span>small <span class="_ _0"></span>number <span class="_ _10"></span>of <span class="_ _0"></span>additional <span class="_ _0"></span>users <span class="_ _0"></span>according <span class="_ _10"></span>to <span class="_ _0"></span>2024 <span class="_ _10"></span>prices <span class="_ _10"></span>and </span></span></div><div class="t m0 x85 h2 y99a ff1 fs0 fc0 sc0 ls0 ws0">range, </div><div class="t m0 x76 h2 y1a4 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">several <span class="_ _10"></span>small <span class="_ _10"></span>new <span class="_ _10"></span>licenses <span class="_ _15"></span>per <span class="_ _10"></span>year <span class="_ _10"></span>at <span class="_ _15"></span>the<span class="_ _5"></span> <span class="_ _15"></span>prices <span class="_ _10"></span>adopted <span class="_ _10"></span>for <span class="_ _10"></span>2024. <span class="_ _15"></span>Foll<span class="_ _5"></span>ow<span class="_ _0"></span>ing <span class="_ _10"></span>the <span class="_ _10"></span>principle <span class="_ _10"></span>of <span class="_ _15"></span>prudent </span></span></div><div class="t m0 x7f h2 y99b ff1 fs0 fc0 sc0 ls0 ws0">valuation, <span class="_ _10"></span>the <span class="_ _10"></span>Company <span class="_ _10"></span>decided <span class="_ _10"></span>not <span class="_ _10"></span>to <span class="_ _15"></span>incl<span class="_ _5"></span>ude <span class="_ _15"></span>in<span class="_ _5"></span> <span class="_ _15"></span>the <span class="_ _10"></span>adopted <span class="_ _0"></span>revenue <span class="_ _10"></span>forecast <span class="_ _10"></span>the <span class="_ _15"></span>potential<span class="_ _5"></span> <span class="_ _15"></span>impact <span class="_ _0"></span>of </div><div class="t m0 x7f h2 y323 ff1 fs0 fc0 sc0 ls0 ws0">price increases for product<span class="_ _5"></span>s and services, which were adopted in the price list for 2025. </div><div class="t m0 x4 h2 y7f1 ff1 fs0 fc0 sc0 ls0 ws0">These <span class="_ _10"></span>projections <span class="_ _0"></span>were <span class="_ _10"></span>based <span class="_ _0"></span>on <span class="_ _10"></span>historical <span class="_ _10"></span>and <span class="_ _10"></span>statistical <span class="_ _0"></span>data <span class="_ _10"></span>on, <span class="_ _10"></span>among <span class="_ _10"></span>other <span class="_ _0"></span>things, <span class="_ _10"></span>the <span class="_ _10"></span>degree <span class="_ _10"></span>of <span class="_ _0"></span>renewal <span class="_ _10"></span>of </div><div class="t m0 x4 h2 y99c ff1 fs0 fc0 sc0 ls0 ws0">maintenance <span class="_ _0"></span>services <span class="_ _0"></span>by <span class="_ _10"></span>existing <span class="_ _0"></span>customers, <span class="_ _0"></span>as <span class="_ _0"></span>well <span class="_ _10"></span>as <span class="_ _0"></span>the <span class="_ _0"></span>extension <span class="_ _10"></span>of <span class="_ _0"></span>licenses <span class="_ _0"></span>to <span class="_ _10"></span>additional users. <span class="_ _10"></span>Taking <span class="_ _0"></span>into </div><div class="t m0 x4 h2 y99d ff1 fs0 fc0 sc0 ls0 ws0">account <span class="_ _10"></span>the <span class="_ _10"></span>fact <span class="_ _10"></span>that <span class="_ _10"></span>the <span class="_ _15"></span>current <span class="_ _10"></span>version <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>software <span class="_ _10"></span>is <span class="_ _10"></span>an <span class="_ _15"></span>off-the-shelf <span class="_ _0"></span>product <span class="_ _15"></span>bri<span class="_ _8"></span>nging <span class="_ _10"></span>a <span class="_ _10"></span>certain <span class="_ _10"></span>stream <span class="_ _10"></span>of </div><div class="t m0 x4 h2 y99e ff1 fs0 fc0 sc0 ls0 ws0">revenue <span class="_ _0"></span>from <span class="_ _0"></span>customers <span class="_ _0"></span>without <span class="_ _10"></span>the <span class="_ _0"></span>need <span class="_ _0"></span>to <span class="_ _10"></span>continue <span class="_ _0"></span>significant <span class="_ _0"></span>development <span class="_ _0"></span>and <span class="_ _10"></span>investment <span class="_ _0"></span>work, <span class="_ _0"></span>future <span class="_ _0"></span>cash </div><div class="t m0 x4 h2 y99f ff1 fs0 fc0 sc0 ls0 ws0">flows generated from the C<span class="_ _5"></span>GU were estimated at the operating level.  </div><div class="t m0 x4 h2 y9a0 ff1 fs0 fc0 sc0 ls0 ws0">The cost <span class="_ _5"></span>calculations have been <span class="_ _5"></span>built on the expe<span class="_ _5"></span>rience of the Board <span class="_ _5"></span>of Directors and <span class="_ _5"></span>key managers, and ta<span class="_ _5"></span>ke into </div><div class="t m0 x4 h2 y5d8 ff1 fs0 fc0 sc0 ls0 ws0">account the resources necessary and commensurat<span class="_ _8"></span>e to provide services and customer<span class="_ _5"></span> <span class="_ _0"></span>care to the extent consistent </div><div class="t m0 x4 h2 y9a1 ff1 fs0 fc0 sc0 ls0 ws0">with the assumptions made for <span class="_ _0"></span>CGU revenues, as well as <span class="_ _0"></span>all general and administrative expenses associated with </div><div class="t m0 x4 h2 y460 ff1 fs0 fc0 sc0 ls0 ws0">operating the business. The projected cash outflows <span class="_ _0"></span>take into account both historical and planned <span class="_ _0"></span>costs, expected </div><div class="t m0 x4 h2 y9a2 ff1 fs0 fc0 sc0 ls0 ws0">changes <span class="_ _5"></span>resulting <span class="_ _5"></span>from <span class="_ _5"></span>industry <span class="_ _5"></span>developments <span class="_ _5"></span>or <span class="_ _5"></span>changes <span class="_ _5"></span>in <span class="_ _5"></span>th<span class="_ _0"></span>e <span class="_ _5"></span>areas <span class="_ _5"></span>that <span class="_ _5"></span>determine <span class="_ _5"></span>business <span class="_ _8"></span>operations <span class="_ _5"></span>in <span class="_ _5"></span>Poland </div><div class="t m0 x4 h2 y9a3 ff1 fs0 fc0 sc0 ls0 ws0">and around the world. </div><div class="t m0 x4 h2 y9a4 ff1 fs0 fc0 sc0 ls0 ws0">The projections of cash outflows include necessary op<span class="_ _0"></span>erating costs directly related to the <span class="_ _0"></span>day<span class="_ _0"></span>-<span class="lsf">to</span>-day operation <span class="_ _0"></span>of </div><div class="t m0 x4 h2 y9a5 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _0"></span>asset <span class="_ _10"></span>group <span class="_ _0"></span>under <span class="_ _10"></span>test, <span class="_ _0"></span>as <span class="_ _0"></span>well <span class="_ _10"></span>as <span class="_ _10"></span>indirect <span class="_ _0"></span>costs <span class="_ _0"></span>attributable <span class="_ _10"></span>to <span class="_ _0"></span>the <span class="_ _0"></span>process <span class="_ _10"></span>of <span class="_ _0"></span>using <span class="_ _10"></span>the <span class="_ _0"></span>assets <span class="_ _10"></span>assigned <span class="_ _0"></span>to <span class="_ _10"></span>the<span class="_ _8"></span> </div><div class="t m0 x4 h2 y9a6 ff1 fs0 fc0 sc0 ls0 ws0">CGU. </div><div class="t m0 x4 h2 y7c5 ff1 fs0 fc0 sc0 ls0 ws0">Management regularly analyzes adopted business <span class="_ _0"></span>objectives, budgets, updates financial <span class="_ _0"></span>forecasts and investment </div><div class="t m0 x4 h2 y9a7 ff1 fs0 fc0 sc0 ls0 ws0">plans, so that it can efficie<span class="_ _5"></span>ntly respond to any changes in both the organizat<span class="_ _5"></span>ion<span class="_ _0"></span> and its market environme<span class="_ _5"></span>nt.<span class="_ _0"></span> </div><div class="t m0 x4 h2 y9a8 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span> </div></div></div><div class="pi" ></div></div><div id="pf4f" class="pf w0 h0" ><div class="pc pc4f w0 h0"><img class="bi x32 y9a9 wf4 h90" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 79 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">Information on the methods u<span class="_ _8"></span>sed to assess the values assi<span class="_ _8"></span>gned to each key assumption: </div></div><div class="c x37 y9aa wbc h62"><div class="t m0 xe0 h15 y149 ff3 fsa fc0 sc0 ls0 ws0">Position </div></div><div class="c xe2 y9aa wf5 h62"><div class="t m0 x44 h15 y148 ff3 fsa fc0 sc0 ls0 ws0">Value over the forecast </div><div class="t m0 x2f h15 y149 ff3 fsa fc0 sc0 ls0 ws0">period  </div><div class="t m0 x3a h15 y15c ff3 fsa fc0 sc0 ls0 ws0">(years 2025-2029) </div></div><div class="c x113 y9aa wf6 h62"><div class="t m0 x48 h15 y148 ff3 fsa fc0 sc0 ls0 ws0">Long-term value </div><div class="t m0 x18 h15 y149 ff3 fsa fc0 sc0 ls0 ws0">after the forecast </div><div class="t m0 x70 h15 y15c ff3 fsa fc0 sc0 ls0 ws0">period </div></div><div class="c x114 y9aa wb7 h62"><div class="t m0 x58 h15 y149 ff3 fsa fc0 sc0 ls0 ws0">Method of calculation </div></div><div class="c x37 y9ab wbc h91"><div class="t m0 x2 h18 y9ac ff1 fsa fc0 sc0 ls0 ws0">Sales value </div></div><div class="c xe2 y9ab wf5 h91"><div class="t m0 x2 h18 y9ad ff1 fsa fc0 sc0 ls0 ws0">- <span class="_ _1b"> </span>Historical <span class="_ _1b"> </span>results, </div><div class="t m0 x2 h18 y9ae ff1 fsa fc0 sc0 ls0 ws0">including <span class="_ _25"> </span>maintenance </div><div class="t m0 x2 h18 y9af ff1 fsa fc0 sc0 ls0 ws0">sales <span class="_ _26"> </span>to <span class="_ _26"> </span>existing </div><div class="t m0 x2 h18 y9b0 ff1 fsa fc0 sc0 ls0 ws0">customers </div><div class="t m0 x2 h18 y21 ff1 fsa fc0 sc0 ls0 ws0">- <span class="_ _1b"> </span>Historical <span class="_ _1b"> </span>results, </div><div class="t m0 x2 h18 y9b1 ff1 fsa fc0 sc0 ls0 ws0">including <span class="_ _27"> </span>sales <span class="_ _27"> </span>to </div><div class="t m0 x2 h18 y75a ff1 fsa fc0 sc0 ls0 ws0">existing <span class="_ _28"> </span>customers <span class="_ _28"> </span>of </div><div class="t m0 x2 h18 y9b2 ff1 fsa fc0 sc0 ls0 ws0">license <span class="_ _29"> </span>extensions <span class="_ _29"> </span>in </div><div class="t m0 x2 h18 y4fa ff1 fsa fc0 sc0 ls0 ws0">terms of new users, </div><div class="t m0 x2 h18 y9b3 ff1 fsa fc0 sc0 ls0 ws0">-  Ass<span class="_ _0"></span>uming  the <span class="_ _f"> </span>sale <span class="_ _e"> </span>of </div><div class="t m0 x2 h18 y9b4 ff1 fsa fc0 sc0 ls0 ws0">one <span class="_ _2a"> </span>new <span class="_ _16"> </span>s<span class="_ _0"></span>mall <span class="_ _2a"> </span>license </div><div class="t m0 x2 h18 y147 ff1 fsa fc0 sc0 ls0 ws0">per year. </div></div><div class="c x113 y9ab wf6 h91"><div class="t m0 x2f h18 y9ac ff1 fsa fc0 sc0 ls0 ws0">0% </div></div><div class="c x114 y9ab wb7 h91"><div class="t m0 x2 h18 y30f ff1 fsa fc0 sc0 ls0 ws0">- <span class="_ _1e"> </span>For <span class="_ _2b"> </span>some <span class="_ _2b"> </span>customers, <span class="_ _1e"> </span>the <span class="_ _2b"> </span>financial </div><div class="t m0 x2 h18 y9b5 ff1 fsa fc0 sc0 ls0 ws0">forecasts assume revenue <span class="_ _0"></span>growth for each </div><div class="t m0 x2 h18 y9b6 ff1 fsa fc0 sc0 ls0 ws0">period <span class="_ _10"></span>of <span class="_ _10"></span>5% <span class="_ _10"></span>(indexation), <span class="_ _0"></span>whi<span class="_ _0"></span>le <span class="_ _10"></span>in <span class="_ _10"></span>other </div><div class="t m0 x2 h18 y9ad ff1 fsa fc0 sc0 ls0 ws0">cases <span class="_ _14"> </span>a <span class="_ _14"> </span>constant <span class="_ _14"> </span>revenue <span class="_ _14"> </span>level <span class="_ _14"> </span>has <span class="_ _14"> </span>been </div><div class="t m0 x2 h18 y9ae ff1 fsa fc0 sc0 ls0 ws0">filed, </div><div class="t m0 x2 h18 y9af ff1 fsa fc0 sc0 ls0 ws0">- <span class="_ _15"></span>The <span class="_ _15"></span>value <span class="_ _10"></span>of <span class="_ _15"></span>sales <span class="_ _15"></span>of <span class="_ _15"></span>new <span class="_ _10"></span>licenses <span class="_ _15"></span>and </div><div class="t m0 x2 h18 y9b0 ff1 fsa fc0 sc0 ls0 ws0">extensions <span class="_ _1c"> </span>to <span class="_ _2a"> </span>those <span class="_ _1c"> </span>already <span class="_ _1c"> </span>sold <span class="_ _1c"> </span>was </div><div class="t m0 x2 h18 y21 ff1 fsa fc0 sc0 ls0 ws0">assumed <span class="_ _6"></span>at <span class="_ _5"></span>the <span class="_ _5"></span>level <span class="_ _5"></span>derived <span class="_ _5"></span>from <span class="_ _5"></span>the <span class="_ _6"></span>mos<span class="_ _0"></span>t </div><div class="t m0 x2 h18 y9b1 ff1 fsa fc0 sc0 ls0 ws0">recent historical data, </div><div class="t m0 x2 h18 y75a ff1 fsa fc0 sc0 ls0 ws0">- <span class="_ _22"> </span>The <span class="_ _22"> </span>assumed <span class="_ _22"> </span>sales <span class="_ _16"> </span>growth <span class="_ _12"> </span>for<span class="_ _0"></span> <span class="_ _22"> </span>each </div><div class="t m0 x2 h18 y9b2 ff1 fsa fc0 sc0 ls0 ws0">period <span class="_ _2c"> </span>of <span class="_ _2c"> </span>the <span class="_ _2c"> </span>detailed <span class="_ _2c"> </span>forecast <span class="_ _2c"> </span>was </div><div class="t m0 x2 h18 y4fa ff1 fsa fc0 sc0 ls0 ws0">developed in a conservative variant,<span class="_ _0"></span> </div><div class="t m0 x2 h18 y9b3 ff1 fsa fc0 sc0 ls0 ws0">-  The <span class="_ _e"> </span>company  ass<span class="_ _0"></span>umed  that <span class="_ _e"> </span>from <span class="_ _f"> </span>the </div><div class="t m0 x2 h18 y9b4 ff1 fsa fc0 sc0 ls0 ws0">current <span class="_ _10"></span>version <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>software, <span class="_ _10"></span>it <span class="_ _10"></span>will <span class="_ _10"></span>be </div><div class="t m0 x2 h18 y147 ff1 fsa fc0 sc0 ls0 ws0">able <span class="_ _12"> </span>to <span class="_ _12"> </span>generate <span class="_ _12"> </span>stable <span class="_ _12"> </span>revenues <span class="_ _12"> </span>for <span class="_ _12"> </span>a </div><div class="t m0 x2 h18 y142 ff1 fsa fc0 sc0 ls0 ws0">period <span class="_ _15"></span>of <span class="_ _13"></span>5 <span class="_ _15"></span>years, <span class="_ _15"></span>then <span class="_ _13"></span>assumed <span class="_ _15"></span>that <span class="_ _13"></span>the </div><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">residual <span class="_ _10"></span>value, <span class="_ _10"></span>as <span class="_ _15"></span>well <span class="_ _0"></span>as <span class="_ _15"></span>the <span class="_ _0"></span>growth <span class="_ _15"></span>rate </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">after</span><span class="fc6 sc0"> </span><span class="fc6 sc0">the f</span><span class="fc6 sc0">orecast</span><span class="fc6 sc0"> </span><span class="fc6 sc0">period,</span><span class="fc6 sc0"> </span><span class="fc6 sc0">is 0.</span><span class="fc6 sc0"> </span></div></div><div class="c x37 y9b7 wbc h92"><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">EBIT</span><span class="fc6 sc0"> </span><span class="fc6 sc0">margin</span><span class="fc6 sc0"> </span></div></div><div class="c xe2 y9b7 wf7 h92"><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">His</span><span class="fc6 sc0">tori</span><span class="fc6 sc0">cal data,</span><span class="fc6 sc0"> </span><span class="fc6 sc0">based </span><span class="fc6 sc0">on </span><span class="fc6 sc0">manag</span><span class="fc6 sc0">ement es</span><span class="fc6 sc0">timates</span><span class="_ _0"></span><span class="fc6 sc0">.</span><span class="fc6 sc0"> </span></div></div><div class="c x37 y9b8 wbc h80"><div class="t m0 x2 h18 y135 ff1 fsa fc0 sc0 ls0 ws0">Capital expenditures </div><div class="t m0 x2 h18 y164 ff1 fsa fc0 sc0 ls0 ws0">(CAPEX) </div></div><div class="c xe2 y9b8 wf5 h80"><div class="t m0 x38 h18 y142 ff1 fsa fc0 sc0 ls0 ws0">-  </div></div><div class="c x113 y9b8 wf6 h80"><div class="t m0 xc4 h18 y142 ff1 fsa fc0 sc0 ls0 ws0">- </div></div><div class="c x114 y9b8 wb7 h80"><div class="t m0 x2 h18 y78c ff1 fsa fc0 sc0 ls0 ws0">The <span class="_ _e"> </span>company <span class="_ _e"> </span>prepared <span class="_ _e"> </span>the <span class="_ _e"> </span>forecast <span class="_ _f"> </span>by </div><div class="t m0 x2 h18 y163 ff1 fsa fc0 sc0 ls0 ws0">assuming <span class="_ _15"></span>in <span class="_ _10"></span>the <span class="_ _15"></span>valuation <span class="_ _10"></span>model <span class="_ _15"></span>that <span class="_ _10"></span>the </div><div class="t m0 x2 h18 y142 ff1 fsa fc0 sc0 ls0 ws0">estimated <span class="_ _14"> </span>expenses <span class="_ _17"> </span>related <span class="_ _14"> </span>solely <span class="_ _17"> </span>to <span class="_ _14"> </span>the </div><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">maintenance <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>curr<span class="_ _0"></span>ent <span class="_ _0"></span>version <span class="_ _10"></span>of <span class="_ _10"></span>the </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">s</span><span class="fc6 sc0">oftwar</span><span class="fc6 sc0">e ar</span><span class="fc6 sc0">e expens</span><span class="fc6 sc0">ed in </span><span class="fc6 sc0">the per</span><span class="fc6 sc0">iod.</span><span class="_ _0"></span><span class="fc6 sc0"> </span></div></div><div class="c x37 y9b9 wbc h92"><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Pr</span><span class="fc6 sc0">e</span><span class="fc6 sc0">-</span><span class="fc6 sc0">tax di</span><span class="fc6 sc0">s</span><span class="fc6 sc0">count r</span><span class="fc6 sc0">ate</span><span class="fc6 sc0"> </span></div></div><div class="c xe2 y9b9 wf5 h92"><div class="t m0 x40 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">12,</span><span class="fc6 sc0">42%</span><span class="fc6 sc0"> </span></div></div><div class="c x113 y9b9 wf6 h92"><div class="t m0 x52 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">12,</span><span class="fc6 sc0">42%</span><span class="fc6 sc0"> </span></div></div><div class="c x114 y9b9 wb7 h92"><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Ba</span><span class="fc6 sc0">s</span><span class="fc6 sc0">ed on </span><span class="fc6 sc0">the C</span><span class="fc6 sc0">APM</span><span class="fc6 sc0"> </span><span class="fc6 sc0">model.</span><span class="fc6 sc0"> </span></div></div><div class="c x37 y9ba wbc h23"><div class="t m0 x2 h18 yf0 ff1 fsa fc0 sc0 ls0 ws0">Discount rate used </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">previous</span><span class="fc6 sc0">ly</span><span class="fc6 sc0"> </span></div></div><div class="c xe2 y9ba wf5 h23"><div class="t m0 x40 h18 yef ff1 fsa fc0 sc0 ls0 ws0">16,61% </div></div><div class="c x113 y9ba wf6 h23"><div class="t m0 x52 h18 yef ff1 fsa fc0 sc0 ls0 ws0">16,61% </div></div><div class="c x114 y9ba wb7 h23"><div class="t m0 x2 h18 yef ff1 fsa fc0 sc0 ls0 ws0">Based on the CAPM model. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y9bb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y475 ff1 fs0 fc0 sc0 ls0 ws0">As a result of <span class="_ _5"></span>the test, the recovera<span class="_ _5"></span>ble amount of the CGU <span class="_ _5"></span>as of the balance sheet <span class="_ _5"></span>date was PLN 19,273 thousa<span class="_ _5"></span>nd. </div><div class="t m0 x4 h2 y9bc ff1 fs0 fc0 sc0 ls0 ws0">As a result, <span class="_ _0"></span>the total amount of <span class="_ _0"></span>the impairment allowance in 2024 was <span class="_ _0"></span>estimated at PLN 3,260 <span class="_ _0"></span>thousand and was </div><div class="t m0 x4 h2 y9bd ff1 fs0 fc0 sc0 ls0 ws0">fully recognized in the inc<span class="_ _5"></span>ome statement under other operating expenses.  </div><div class="t m0 x4 h2 y9be ff1 fs0 fc0 sc0 ls0 ws0">The following table shows the amou<span class="_ _5"></span>nts of the impairment loss recognized in 2024 by asset group. </div></div><div class="c xd6 y43a wea h80"><div class="t m0 x2d h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Asset </div></div><div class="c x109 y43a wf8 h80"><div class="t m0 x33 h15 y78c ff3 fsa fc0 sc0 ls0 ws0"> Value tested as of </div><div class="t m0 xcf h15 y163 ff3 fsa fc0 sc0 ls0 ws0">31.12.2024  </div><div class="t m0 xc7 h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Before recognition of </div><div class="t m0 x17 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">impairment loss during </div><div class="t m0 xcf h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">th</span><span class="fc6 sc0">e p</span><span class="fc6 sc0">eriod</span><span class="fc6 sc0"> </span></div></div><div class="c x115 y43a wf8 h80"><div class="t m0 x48 h15 y163 ff3 fsa fc0 sc0 ls0 ws0"> Value of impairment </div><div class="t m0 xf3 h15 y142 ff3 fsa fc0 sc0 ls0 ws0">loss recognized during </div><div class="t m0 xcf h15 ybc ff3 fsa fc0 sc0 ls0 ws0">the period  </div></div><div class="c x116 y43a wf9 h80"><div class="t m0 x43 h15 y78c ff3 fsa fc0 sc0 ls0 ws0"> Value tested as of </div><div class="t m0 xcf h15 y163 ff3 fsa fc0 sc0 ls0 ws0">31.12.2024  </div><div class="t m0 x1f h15 y142 ff3 fsa fc0 sc0 ls0 ws0">After recognition of </div><div class="t m0 x17 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">impairment loss during </div><div class="t m0 xcf h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">th</span><span class="fc6 sc0">e p</span><span class="fc6 sc0">eriod</span><span class="fc6 sc0"> </span></div></div><div class="c xd6 y9bf wea h31"><div class="t m0 x2 h18 y149 ff1 fsa fc0 sc0 ls0 ws0">Development work in </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">progr</span><span class="fc6 sc0">ess</span><span class="fc6 sc0"> </span></div></div><div class="c x109 y9bf wf8 h31"><div class="t m0 x78 h2 yb2 ff1 fs0 fc0 sc0 ls0 ws0">2 513 <span class="fsa"> </span></div></div><div class="c x115 y9bf wf8 h31"><div class="t m0 xae h2 yb2 ff1 fs0 fc0 sc0 ls0 ws0">-414 <span class="fsa"> </span></div></div><div class="c x116 y9bf wf9 h31"><div class="t m0 x78 h2 yb2 ff1 fs0 fc0 sc0 ls0 ws0">2 099 <span class="fsa"> </span></div></div><div class="c xd6 y96e wea h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Development work completed </div></div><div class="c x109 y96e wf8 h1c"><div class="t m0 x36 h2 yda ff1 fs0 fc0 sc0 ls0 ws0">19 743 <span class="fsa"> </span></div></div><div class="c x115 y96e wf8 h1c"><div class="t m0 x7c h2 yda ff1 fs0 fc0 sc0 ls0 ws0">-2 809 <span class="fsa"> </span></div></div><div class="c x116 y96e wf9 h1c"><div class="t m0 x36 h2 yda ff1 fs0 fc0 sc0 ls0 ws0">16 934 <span class="fsa"> </span></div></div><div class="c xd6 y9c0 wea h27"><div class="t m0 x2 h2 y11c ff1 fs0 fc0 sc0 ls0 ws0">Property, plant and </div><div class="t m0 x2 h2 y11d ff1 fs0 fc0 sc0 ls0 ws0"><span class="fc6 sc0">equ</span><span class="fc6 sc0">i</span><span class="fc6 sc0">pm</span><span class="fc6 sc0">e</span><span class="fc6 sc0">nt</span><span class="fsa"> </span></div></div><div class="c x109 y9c0 wf8 h27"><div class="t m0 xaa h2 y9c1 ff1 fs0 fc0 sc0 ls0 ws0">31 <span class="fsa"> </span></div></div><div class="c x115 y9c0 wf8 h27"><div class="t m0 xb2 h2 y9c1 ff1 fs0 fc0 sc0 ls0 ws0">-<span class="ls3">5 </span><span class="fsa"> </span></div></div><div class="c x116 y9c0 wf9 h27"><div class="t m0 xaa h2 y9c1 ff1 fs0 fc0 sc0 ls0 ws0">26 <span class="fsa"> </span></div></div><div class="c xd6 y9c2 wea h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Right-of-use assets </div></div><div class="c x109 y9c2 wf8 h1c"><div class="t m0 xb1 h2 yf9 ff1 fs0 fc0 sc0 ls0 ws0">246 <span class="fsa"> </span></div></div><div class="c x115 y9c2 wf8 h1c"><div class="t m0 x80 h2 yf9 ff1 fs0 fc0 sc0 ls0 ws0">-32 <span class="fsa"> </span></div></div><div class="c x116 y9c2 wf9 h1c"><div class="t m0 xb1 h2 yf9 ff1 fs0 fc0 sc0 ls0 ws0">214 <span class="fsa"> </span></div></div><div class="c xd6 y9c3 wea h1c"><div class="t m0 x2d h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x109 y9c3 wf8 h1c"><div class="t m0 x36 h20 yda ff3 fs0 fc0 sc0 ls0 ws0">22 533 <span class="fsa"> </span></div></div><div class="c x115 y9c3 wf8 h1c"><div class="t m0 x7c h20 yda ff3 fs0 fc0 sc0 ls0 ws0">-3 260 <span class="fsa"> </span></div></div><div class="c x116 y9c3 wf9 h1c"><div class="t m0 x36 h20 yda ff3 fs0 fc0 sc0 ls0 ws0">19 273 <span class="fsa"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y9c4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y9c5 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>write-down was <span class="_ _5"></span>applied <span class="_ _5"></span>in full <span class="_ _5"></span>to the <span class="_ _6"></span>operating segment<span class="_ _5"></span>, which <span class="_ _5"></span>is DataWalk <span class="_ _5"></span>S.A. <span class="_ _5"></span>The write-down <span class="_ _5"></span>is <span class="_ _5"></span>non-cash </div><div class="t m0 x4 h2 y9c6 ff1 fs0 fc0 sc0 ls0 ws0">in nature and has no impact <span class="_ _5"></span>on <span class="_ _0"></span>the Issuer&apos;s current financial<span class="_ _5"></span> position. </div><div class="t m0 x4 h2 y9c7 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf50" class="pf w0 h0" ><div class="pc pc50 w0 h0"><img class="bi x67 y941 w31 h8b" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 80 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">31 </span>Information on business segments<span class="_ _0"></span> </div><div class="t m0 x4 h37 y9c8 ff3 fs8 fc5 sc0 ls0 ws0">SEGMENT INFORMATION FOR REPORTIN<span class="_ _0"></span>G PURPOSES<span class="_ _0"></span> </div><div class="t m0 x4 h2 y9c9 ff1 fs0 fc0 sc0 ls0 ws0">DataWalk <span class="_ _15"></span>Group <span class="_ _15"></span>operates <span class="_ _15"></span>in <span class="_ _15"></span>the <span class="_ _15"></span>global <span class="_ _15"></span>IT <span class="_ _15"></span>market <span class="_ _15"></span>in <span class="_ _15"></span>the <span class="_ _15"></span>field <span class="_ _15"></span>of <span class="_ _15"></span>data <span class="_ _15"></span>analytics <span class="_ _15"></span>(so-called <span class="_ _15"></span>Big <span class="_ _15"></span>Data), <span class="_ _15"></span>offering </div><div class="t m0 x4 h2 y9ca ff1 fs0 fc0 sc0 ls0 ws0">companies <span class="_ _13"></span>and <span class="_ _14"></span>institutions <span class="_ _13"></span>a <span class="_ _14"> </span>unique <span class="_ _13"></span>technology<span class="lsd">, <span class="_ _14"> </span></span>confirmed <span class="_ _14"></span>by <span class="_ _13"></span>European <span class="_ _14"> </span>and <span class="_ _13"></span>US <span class="_ _14"> </span>patents, <span class="_ _13"></span>in <span class="_ _14"> </span>the <span class="_ _14"></span>form <span class="_ _13"></span>of <span class="_ _14"> </span>the </div><div class="t m0 x4 h2 y9cb ff1 fs0 fc0 sc0 ls0 ws0">DataWalk <span class="_ _0"></span>analytics <span class="_ _10"></span>platform, <span class="_ _0"></span>which <span class="_ _0"></span>it <span class="_ _10"></span>creates, <span class="_ _0"></span>develops, <span class="_ _10"></span>sells <span class="_ _0"></span>and <span class="_ _10"></span>implements. <span class="_ _0"></span>The <span class="_ _0"></span>Group <span class="_ _10"></span>provides <span class="_ _10"></span>licenses for </div><div class="t m0 x4 h2 y9cc ff1 fs0 fc0 sc0 ls0 ws0">its <span class="_ _15"></span>own <span class="_ _13"></span>product <span class="_ _15"></span>in <span class="_ _15"></span>the <span class="_ _13"></span>enterprise <span class="_ _15"></span>IT <span class="_ _15"></span>sector, <span class="_ _13"></span>introducing <span class="_ _15"></span>agile <span class="_ _15"></span>methodologies <span class="_ _13"></span>to <span class="_ _15"></span>highly <span class="_ _15"></span>complex <span class="_ _15"></span>and <span class="_ _13"></span>advanced </div><div class="t m0 x4 h2 y9cd ff1 fs0 fc0 sc0 ls0 ws0">analytical environments. </div><div class="t m0 x4 h2 y9ce ff1 fs0 fc0 sc0 ls0 ws0">Under <span class="_ _5"></span>IFRS <span class="_ _5"></span>8, <span class="_ _5"></span>an <span class="_ _5"></span>operating <span class="_ _5"></span>segment <span class="_ _5"></span>is <span class="_ _5"></span>a <span class="_ _5"></span>distinguishable <span class="_ _5"></span>part <span class="_ _5"></span>of <span class="_ _5"></span>the <span class="_ _5"></span>Group&apos;s <span class="_ _5"></span>operations <span class="_ _5"></span>for <span class="_ _5"></span>which <span class="_ _5"></span>separate <span class="_ _5"></span>financial </div><div class="t m0 x4 h2 y9cf ff1 fs0 fc0 sc0 ls0 ws0">information is available <span class="_ _0"></span>that is <span class="_ _0"></span>subject to regular <span class="_ _0"></span>evaluation by <span class="_ _0"></span>the chief operating decision <span class="_ _0"></span>maker related <span class="_ _0"></span>to how </div><div class="t m0 x4 h2 y9d0 ff1 fs0 fc0 sc0 ls0 ws0">resources are allocated and how per<span class="_ _5"></span>formance is evaluated. </div><div class="t m0 x4 h2 y9d1 ff1 fs0 fc0 sc0 ls0 ws0">The DataWalk Group has the followin<span class="_ _5"></span>g operating segments: </div><div class="t m0 x76 h2 y6f4 ff8 fs0 fcb sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc8">A <span class="_ _12"> </span>segment <span class="_ _12"> </span>including <span class="_ _12"> </span>DataWalk <span class="_ _12"> </span>S.A., <span class="_ _12"> </span>generating <span class="_ _12"> </span>revenues <span class="_ _12"> </span>from <span class="_ _22"> </span>platform <span class="_ _12"> </span>sales <span class="_ _12"> </span>and <span class="_ _22"> </span>deployment, </span></span></div><div class="t m0 x85 h2 y6f5 ff1 fs0 fc8 sc0 ls0 ws0">particularly in EMEA (E<span class="_ _5"></span>urope, Middle East, Africa) and Asia, whose performance<span class="_ _5"></span> is regularly reviewed </div><div class="t m0 x85 h2 y9d2 ff1 fs0 fc8 sc0 ls0 ws0">by the Issuer&apos;s Board of Directors a<span class="_ _5"></span>s the main decision-making body. </div><div class="t m0 x76 h2 y9d3 ff8 fs0 fcb sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc8">A <span class="_ _10"></span>segment <span class="_ _0"></span>comprising <span class="_ _10"></span>DataWalk <span class="_ _0"></span>Inc. <span class="_ _10"></span>that <span class="_ _10"></span>generates <span class="_ _0"></span>revenues <span class="_ _10"></span>resulting <span class="_ _0"></span>from <span class="_ _10"></span>sales <span class="_ _10"></span>and <span class="_ _0"></span>implementation </span></span></div><div class="t m0 x85 h2 y9d4 ff1 fs0 fc8 sc0 ls0 ws0">activities <span class="_ _0"></span>related <span class="_ _10"></span>to <span class="_ _10"></span>the <span class="_ _0"></span>DataWalk <span class="_ _10"></span>platform <span class="_ _0"></span>primarily <span class="_ _10"></span>in <span class="_ _0"></span>the <span class="_ _10"></span>United <span class="_ _10"></span>States <span class="_ _0"></span>and <span class="_ _10"></span>the <span class="_ _0"></span>rest <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>Americas, </div><div class="t m0 x85 h2 y9d5 ff1 fs0 fc8 sc0 ls0 ws0">the <span class="_ _10"></span>results <span class="_ _10"></span>of <span class="_ _10"></span>wh<span class="_ _0"></span>ich <span class="_ _10"></span>are <span class="_ _10"></span>regularly <span class="_ _10"></span>reviewed <span class="_ _10"></span>by <span class="_ _15"></span>the <span class="_ _0"></span>e<span class="_ _0"></span>ntity&apos;s <span class="_ _10"></span>Board <span class="_ _10"></span>of <span class="_ _15"></span>Direct<span class="_ _8"></span>ors <span class="_ _10"></span>as <span class="_ _15"></span>the <span class="_ _0"></span>primary <span class="_ _10"></span>decision-</div><div class="t m0 x85 h2 y31f ff1 fs0 fc8 sc0 ls0 ws0">making body. <span class="_ _8"></span>The results <span class="_ _8"></span>of the subsidia<span class="_ _8"></span>ry included in <span class="_ _5"></span>this segment are subject <span class="_ _5"></span>to periodic review by <span class="_ _5"></span>the </div><div class="t m0 x85 h2 y9d6 ff1 fs0 fc8 sc0 ls0 ws0">subsidiary&apos;s <span class="_ _13"></span>Board <span class="_ _15"></span>of <span class="_ _13"></span>Directors, <span class="_ _13"></span>and <span class="_ _13"></span>are <span class="_ _13"></span>also <span class="_ _13"></span>subject <span class="_ _13"></span>to <span class="_ _13"></span>regular <span class="_ _13"></span>review <span class="_ _13"></span>by <span class="_ _13"></span>the <span class="_ _13"></span>Board <span class="_ _13"></span>of <span class="_ _13"></span>Directors <span class="_ _15"></span>o<span class="_ _0"></span><span class="ls9">f </span></div><div class="t m0 x85 h2 y721 ff1 fs0 fc8 sc0 ls0 ws0">DataWalk S.A. </div><div class="t m0 x4 h2 y9d7 ff1 fs0 fc0 sc0 ls0 ws0">During <span class="_ _0"></span>the <span class="_ _0"></span>period covered <span class="_ _0"></span>by <span class="_ _0"></span>the <span class="_ _0"></span>financial <span class="_ _0"></span>statements, <span class="_ _0"></span>the <span class="_ _0"></span>Group <span class="_ _0"></span>did <span class="_ _0"></span>not <span class="_ _0"></span>make <span class="_ _0"></span>any <span class="_ _0"></span>changes <span class="_ _0"></span>to <span class="_ _0"></span>its organizational </div><div class="t m0 x4 h2 y9d8 ff1 fs0 fc0 sc0 ls0 ws0">structure that would necessit<span class="_ _5"></span>ate a change in the breakdown of its reportable segments. </div><div class="t m0 x4 h20 y9d9 ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>24 <span class="_ _0"></span>to 31.12.2024<span class="ff1"> </span></div></div><div class="c xd6 y9da wfa h2d"><div class="t m0 x20 h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">Specification </div></div><div class="c x117 y9da wfb h2d"><div class="t m0 x5f h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">DataWalk S.A. </div></div><div class="c x118 y9da wfb h2d"><div class="t m0 x2 h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">DataWalk Inc. </div></div><div class="c x119 y9da wfc h2d"><div class="t m0 x17 h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">Eliminations </div></div><div class="c x10d y9da wfb h2d"><div class="t m0 xe7 h88 y307 ff3 fs5 fc0 sc0 ls16 ws0">Total<span class="ls0"> </span></div></div><div class="c xd6 y9db wfa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Sales revenue from external customers<span class="_ _0"></span><span class="ff1 fs5"> </span></div></div><div class="c x117 y9db wfb h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">16 098 </div></div><div class="c x118 y9db wfb h1c"><div class="t m0 x58 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">8 535 </div></div><div class="c x119 y9db wfc h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9db wfb h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">24 632 </div></div><div class="c xd6 y9dc wfa h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Transactions between segments<span class="_ _0"></span><span class="ff4 fs5"> </span></div></div><div class="c x117 y9dc wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 442 </div></div><div class="c x118 y9dc wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x119 y9dc wfc h1c"><div class="t m0 xbe h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-2 442 </div></div><div class="c x10d y9dc wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y9dd wfa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total segment operating income<span class="_ _0"></span><span class="fs5"> </span></div></div><div class="c x117 y9dd wfb h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">18 540 </div></div><div class="c x118 y9dd wfb h1c"><div class="t m0 x58 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">8 535 </div></div><div class="c x119 y9dd wfc h1c"><div class="t m0 xbe h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-2 442 </div></div><div class="c x10d y9dd wfb h1c"><div class="t m0 x98 h15 y523 ff3 fsa fc0 sc0 ls0 ws0">24 632 </div></div><div class="c xd6 y9de wfa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Segment operating result<span class="ff4 fs5"> </span></div></div><div class="c x117 y9de wfb h1c"><div class="t m0 x70 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-30 368 </div></div><div class="c x118 y9de wfb h1c"><div class="t m0 x70 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-22 349 </div></div><div class="c x119 y9de wfc h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9de wfb h1c"><div class="t m0 x70 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-52 717 </div></div><div class="c xd6 y74a wfa h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Interest income*<span class="ff4 fs5"> </span></div></div><div class="c x117 y74a wfb h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">267 </div></div><div class="c x118 y74a wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x119 y74a wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y74a wfb h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">267 </div></div><div class="c xd6 y438 wfa h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other financial income<span class="ff4 fs5"> </span></div></div><div class="c x117 y438 wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x118 y438 wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x119 y438 wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y438 wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y9df wfa h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Interest expense**<span class="ff4 fs5"> </span></div></div><div class="c x117 y9df wfb h1c"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">64 </div></div><div class="c x118 y9df wfb h1c"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">22 </div></div><div class="c x119 y9df wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9df wfb h1c"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">86 </div></div><div class="c xd6 y9e0 wfa h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other financial costs<span class="ff4 fs5"> </span></div></div><div class="c x117 y9e0 wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x118 y9e0 wfb h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">105 </div></div><div class="c x119 y9e0 wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9e0 wfb h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">105 </div></div><div class="c xd6 y9e1 wfa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Significant non-cash items<span class="ff4 fs5"> </span></div></div><div class="c x117 y9e1 wfb h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">15 200 </div></div><div class="c x118 y9e1 wfb h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">17 693 </div></div><div class="c x119 y9e1 wfc h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9e1 wfb h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">32 893 </div></div><div class="c xd6 y9e2 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- depreciation<span class="fs5"> </span></div></div><div class="c x117 y9e2 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">3 655 </div></div><div class="c x118 y9e2 wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">9 </div></div><div class="c x119 y9e2 wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9e2 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">3 664 </div></div><div class="c xd6 y9e3 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- costs from the incentive program<span class="_ _0"></span> </div></div><div class="c x117 y9e3 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">6 717 </div></div><div class="c x118 y9e3 wfb h1c"><div class="t m0 x98 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">17 521 </div></div><div class="c x119 y9e3 wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9e3 wfb h1c"><div class="t m0 x98 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">24 238 </div></div><div class="c xd6 y9e4 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- write-down of intangible assets<span class="_ _0"></span> </div></div><div class="c x117 y9e4 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">3 260 </div></div><div class="c x118 y9e4 wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x119 y9e4 wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9e4 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">3 260 </div></div><div class="c xd6 y9e5 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- loss (gain) on expected credit losses<span class="_ _0"></span> </div></div><div class="c x117 y9e5 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">1 568 </div></div><div class="c x118 y9e5 wfb h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">163 </div></div><div class="c x119 y9e5 wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9e5 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">1 731 </div></div><div class="c xd6 y9e6 wfa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Income tax<span class="ff4 fs5"> </span></div></div><div class="c x117 y9e6 wfb h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x118 y9e6 wfb h1c"><div class="t m0 xbe h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-3 679 </div></div><div class="c x119 y9e6 wfc h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9e6 wfb h1c"><div class="t m0 xbe h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-3 679 </div></div><div class="c xd6 y9e7 wfa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Net profit (loss), including:<span class="_ _0"></span><span class="ff4 fs5"> </span></div></div><div class="c x117 y9e7 wfb h1c"><div class="t m0 x70 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-30 164 </div></div><div class="c x118 y9e7 wfb h1c"><div class="t m0 x70 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-18 797 </div></div><div class="c x119 y9e7 wfc h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9e7 wfb h1c"><div class="t m0 x70 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-48 961 </div></div><div class="c xd6 y95a wfa h19"><div class="t m0 x5f h25 ybc ff4 fsa fc0 sc0 ls0 ws0">- result attributable to shareholders of <span class="_ _0"></span>the </div><div class="t m0 x5f h25 ybd ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">par</span><span class="fc6 sc0">ent </span><span class="fc6 sc0">compan</span><span class="fc6 sc0">y</span><span class="fs5"> </span></div></div><div class="c x117 y95a wfb h19"><div class="t m0 x70 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">-30 164 </div></div><div class="c x118 y95a wfb h19"><div class="t m0 x70 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">-18 797 </div></div><div class="c x119 y95a wfc h19"><div class="t m0 x64 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y95a wfb h19"><div class="t m0 x70 h25 ybb ff4 fsa fc0 sc0 ls0 ws0">-48 961 </div></div><div class="c xd6 y95b wfa h1d"><div class="t m0 x5f h25 y503 ff4 fsa fc0 sc0 ls0 ws0">- result attributable to non-con<span class="_ _0"></span>trolling interests<span class="fs5"> </span></div></div><div class="c x117 y95b wfb h1d"><div class="t m0 x64 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x118 y95b wfb h1d"><div class="t m0 x64 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x119 y95b wfc h1d"><div class="t m0 x64 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y95b wfb h1d"><div class="t m0 x64 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y95c wfa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Capital expenditures<span class="ff4 fs5"> </span></div></div><div class="c x117 y95c wfb h1c"><div class="t m0 x58 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">6 060 </div></div><div class="c x118 y95c wfb h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x119 y95c wfc h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y95c wfb h1c"><div class="t m0 x58 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">6 060 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hc y9e8 ff1 fs5 fc0 sc0 ls0 ws0">* Interest income from bank deposits. </div><div class="t m0 x4 hc y9e9 ff1 fs5 fc0 sc0 ls0 ws0">** Interest expense on loans, borrowings and leases. </div><div class="t m0 x4 hc y9ea ff1 fs5 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf51" class="pf w0 h0" ><div class="pc pc51 w0 h0"><img class="bi x4 y9eb w17 h93" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 81 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h20 y196 ff3 fs0 fc5 sc0 ls0 ws0">Data as of 31.12.2024<span class="ff1"> </span></div></div><div class="c xd6 y9ec wfa h1c"><div class="t m0 x20 h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">Specification </div></div><div class="c x117 y9ec wfb h1c"><div class="t m0 x5f h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">DataWalk S.A. </div></div><div class="c x118 y9ec wfb h1c"><div class="t m0 x2 h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">DataWalk Inc. </div></div><div class="c x119 y9ec wfc h1c"><div class="t m0 x17 h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">Eliminations </div></div><div class="c x10d y9ec wfb h1c"><div class="t m0 xe7 h88 y307 ff3 fs5 fc0 sc0 ls16 ws0">Total<span class="ls0"> </span></div></div><div class="c xd6 y9ed wfa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Fixed assets, including but not limited <span class="_ _0"></span>to:<span class="ff1 fs5"> </span></div></div><div class="c x117 y9ed wfb h1c"><div class="t m0 x98 h1b ybf ff5 fsa fc0 sc0 ls0 ws0">20 096 </div></div><div class="c x118 y9ed wfb h1c"><div class="t m0 x58 h1b ybf ff5 fsa fc0 sc0 ls0 ws0">9 730 </div></div><div class="c x119 y9ed wfc h1c"><div class="t m0 x64 h1b ybf ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9ed wfb h1c"><div class="t m0 x98 h1b ybf ff5 fsa fc0 sc0 ls0 ws0">29 826 </div></div><div class="c xd6 y9ee wfa h1d"><div class="t m0 x5f h25 y503 ff4 fsa fc0 sc0 ls0 ws0">- <span class="ls7">intangibles</span> </div></div><div class="c x117 y9ee wfb h1d"><div class="t m0 x64 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x118 y9ee wfb h1d"><div class="t m0 x64 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x119 y9ee wfc h1d"><div class="t m0 x64 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9ee wfb h1d"><div class="t m0 x64 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y9ef wfa h1a"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Current assets, including but not limited to:<span class="_ _0"></span><span class="ff1 fs5"> </span></div></div><div class="c x117 y9ef wfb h1a"><div class="t m0 x98 h1b ybf ff5 fsa fc0 sc0 ls0 ws0">23 172 </div></div><div class="c x118 y9ef wfb h1a"><div class="t m0 x98 h1b ybf ff5 fsa fc0 sc0 ls0 ws0">14 506 </div></div><div class="c x119 y9ef wfc h1a"><div class="t m0 xbe h1b ybf ff5 fsa fc0 sc0 ls0 ws0">-9 022 </div></div><div class="c x10d y9ef wfb h1a"><div class="t m0 x98 h1b ybf ff5 fsa fc0 sc0 ls0 ws0">28 656 </div></div><div class="c xd6 y9f0 wfa h1d"><div class="t m0 x5f h25 y503 ff4 fsa fc0 sc0 ls0 ws0">- trade receivables<span class="fs5"> </span></div></div><div class="c x117 y9f0 wfb h1d"><div class="t m0 x58 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">5 515 </div></div><div class="c x118 y9f0 wfb h1d"><div class="t m0 x58 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">8 476 </div></div><div class="c x119 y9f0 wfc h1d"><div class="t m0 xbe h25 y503 ff4 fsa fc0 sc0 ls0 ws0">-5 119 </div></div><div class="c x10d y9f0 wfb h1d"><div class="t m0 x58 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">8 872 </div></div><div class="c xd6 y9f1 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- accruals<span class="fs5"> </span></div></div><div class="c x117 y9f1 wfb h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">569 </div></div><div class="c x118 y9f1 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">4 433 </div></div><div class="c x119 y9f1 wfc h1c"><div class="t m0 xbe h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-3 903 </div></div><div class="c x10d y9f1 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">1 099 </div></div><div class="c xd6 y9f2 wfa h1d"><div class="t m0 x5f h25 y503 ff4 fsa fc0 sc0 ls0 ws0">- cash<span class="fs5"> </span></div></div><div class="c x117 y9f2 wfb h1d"><div class="t m0 x98 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">14 920 </div></div><div class="c x118 y9f2 wfb h1d"><div class="t m0 x58 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">1 579 </div></div><div class="c x119 y9f2 wfc h1d"><div class="t m0 x64 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9f2 wfb h1d"><div class="t m0 x98 h25 y503 ff4 fsa fc0 sc0 ls0 ws0">16 499 </div></div><div class="c xd6 y9f3 wfa h19"><div class="t m0 x5f h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Long-term liabilities, including bu<span class="_ _0"></span>t not </div><div class="t m0 x5f h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">lim</span><span class="fc6 sc0">ited </span><span class="fc6 sc0">to:</span><span class="ff4 fs5"> </span></div></div><div class="c x117 y9f3 wfb h19"><div class="t m0 x55 h1b ybb ff5 fsa fc0 sc0 ls0 ws0">427 </div></div><div class="c x118 y9f3 wfb h19"><div class="t m0 x55 h1b ybb ff5 fsa fc0 sc0 ls0 ws0">605 </div></div><div class="c x119 y9f3 wfc h19"><div class="t m0 x64 h1b ybb ff5 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9f3 wfb h19"><div class="t m0 x58 h1b ybb ff5 fsa fc0 sc0 ls0 ws0">1 032 </div></div><div class="c xd6 y9f4 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- <span class="ls7">liabilities on account of credits, loans</span><span class="fs5"> </span></div></div><div class="c x117 y9f4 wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x118 y9f4 wfb h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">605 </div></div><div class="c x119 y9f4 wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9f4 wfb h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">605 </div></div><div class="c xd6 y9f5 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- lease <span class="ls7">liabilities</span><span class="fs5"> </span></div></div><div class="c x117 y9f5 wfb h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">427 </div></div><div class="c x118 y9f5 wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x119 y9f5 wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9f5 wfb h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">427 </div></div><div class="c xd6 y6c1 wfa h19"><div class="t m0 x5f h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Current liabilities, including but not<span class="_ _0"></span> limited </div><div class="t m0 x5f h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">to:</span><span class="ff4 fs5"> </span></div></div><div class="c x117 y6c1 wfb h19"><div class="t m0 x98 h1b ybb ff5 fsa fc0 sc0 ls0 ws0">14 996 </div></div><div class="c x118 y6c1 wfb h19"><div class="t m0 x98 h1b ybb ff5 fsa fc0 sc0 ls0 ws0">57 034 </div></div><div class="c x119 y6c1 wfc h19"><div class="t m0 xbe h1b ybb ff5 fsa fc0 sc0 ls0 ws0">-9 022 </div></div><div class="c x10d y6c1 wfb h19"><div class="t m0 x98 h1b ybb ff5 fsa fc0 sc0 ls0 ws0">63 008 </div></div><div class="c xd6 y9f6 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- <span class="ls7">liabilities on account of credits, loans</span><span class="fs5"> </span></div></div><div class="c x117 y9f6 wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x118 y9f6 wfb h1c"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">36 </div></div><div class="c x119 y9f6 wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9f6 wfb h1c"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">36 </div></div><div class="c xd6 y6c3 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- lease liabilities<span class="fs5"> </span></div></div><div class="c x117 y6c3 wfb h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">422 </div></div><div class="c x118 y6c3 wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x119 y6c3 wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y6c3 wfb h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">422 </div></div><div class="c xd6 y9f7 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- <span class="ls7">liabilities under the incentive program</span> </div></div><div class="c x117 y9f7 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">4 128 </div></div><div class="c x118 y9f7 wfb h1c"><div class="t m0 x98 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">46 331 </div></div><div class="c x119 y9f7 wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9f7 wfb h1c"><div class="t m0 x66 h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y4b5 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- trade payables<span class="fs5"> </span></div></div><div class="c x117 y4b5 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 869 </div></div><div class="c x118 y4b5 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">4 512 </div></div><div class="c x119 y4b5 wfc h1c"><div class="t m0 xbe h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-5 119 </div></div><div class="c x10d y4b5 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 263 </div></div><div class="c xd6 y9f8 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- contractual obligations<span class="fs5"> </span></div></div><div class="c x117 y9f8 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">5 711 </div></div><div class="c x118 y9f8 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">5 375 </div></div><div class="c x119 y9f8 wfc h1c"><div class="t m0 xbe h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-3 903 </div></div><div class="c x10d y9f8 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">7 184 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y9f9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y9fa ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>23 <span class="_ _0"></span>to 31.12.2023<span class="ff1"> </span></div></div><div class="c xd6 y5ad wfa h1c"><div class="t m0 x20 h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">Specification </div></div><div class="c x117 y5ad wfb h1c"><div class="t m0 x5f h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">DataWalk S.A. </div></div><div class="c x118 y5ad wfb h1c"><div class="t m0 x2 h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">DataWalk Inc. </div></div><div class="c x119 y5ad wfc h1c"><div class="t m0 x17 h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">Eliminations </div></div><div class="c x10d y5ad wfb h1c"><div class="t m0 xe7 h88 y307 ff3 fs5 fc0 sc0 ls16 ws0">Total<span class="ls0"> </span></div></div><div class="c xd6 y9fb wfa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Sales revenue from external customers<span class="_ _0"></span><span class="ff1 fs5"> </span></div></div><div class="c x117 y9fb wfb h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">11 605 </div></div><div class="c x118 y9fb wfb h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">14 159 </div></div><div class="c x119 y9fb wfc h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9fb wfb h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">25 764 </div></div><div class="c xd6 y9fc wfa h1a"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Transactions between segments<span class="_ _0"></span><span class="ff4 fs5"> </span></div></div><div class="c x117 y9fc wfb h1a"><div class="t m0 x58 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">7 676 </div></div><div class="c x118 y9fc wfb h1a"><div class="t m0 x64 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x119 y9fc wfc h1a"><div class="t m0 xbe h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-7 676 </div></div><div class="c x10d y9fc wfb h1a"><div class="t m0 x64 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y433 wfa h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Total segment operating income<span class="fs5"> </span></div></div><div class="c x117 y433 wfb h1c"><div class="t m0 x98 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">19 281 </div></div><div class="c x118 y433 wfb h1c"><div class="t m0 x98 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">14 159 </div></div><div class="c x119 y433 wfc h1c"><div class="t m0 xbe h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-7 676 </div></div><div class="c x10d y433 wfb h1c"><div class="t m0 x98 h18 y79f ff1 fsa fc0 sc0 ls0 ws0">25 764 </div></div><div class="c xd6 y1fb wfa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Segment operating result<span class="ff4 fs5"> </span></div></div><div class="c x117 y1fb wfb h1c"><div class="t m0 x70 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-47 417 </div></div><div class="c x118 y1fb wfb h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">27 254 </div></div><div class="c x119 y1fb wfc h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y1fb wfb h1c"><div class="t m0 x70 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-20 163 </div></div><div class="c xd6 y326 wfa h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Interest income*<span class="ff4 fs5"> </span></div></div><div class="c x117 y326 wfb h1c"><div class="t m0 x58 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 242 </div></div><div class="c x118 y326 wfb h1c"><div class="t m0 x64 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x119 y326 wfc h1c"><div class="t m0 x64 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y326 wfb h1c"><div class="t m0 x58 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 242 </div></div><div class="c xd6 y2b1 wfa h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other financial income<span class="ff4 fs5"> </span></div></div><div class="c x117 y2b1 wfb h1c"><div class="t m0 x64 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x118 y2b1 wfb h1c"><div class="t m0 x64 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x119 y2b1 wfc h1c"><div class="t m0 x64 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y2b1 wfb h1c"><div class="t m0 x64 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y372 wfa h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Interest expense**<span class="ff4 fs5"> </span></div></div><div class="c x117 y372 wfb h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">87 </div></div><div class="c x118 y372 wfb h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">23 </div></div><div class="c x119 y372 wfc h1c"><div class="t m0 x64 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y372 wfb h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">110 </div></div><div class="c xd6 y9fd wfa h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other financial costs<span class="ff4 fs5"> </span></div></div><div class="c x117 y9fd wfb h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">109 </div></div><div class="c x118 y9fd wfb h1c"><div class="t m0 x66 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x119 y9fd wfc h1c"><div class="t m0 x66 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x10d y9fd wfb h1c"><div class="t m0 x55 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">109 </div></div><div class="c xd6 y9fe wfa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Significant non-cash items<span class="ff4 fs5"> </span></div></div><div class="c x117 y9fe wfb h1c"><div class="t m0 xcf h20 yf9 ff3 fs0 fc0 sc0 ls0 ws0">25 639<span class="fsa"> </span></div></div><div class="c x118 y9fe wfb h1c"><div class="t m0 xf2 h20 yf9 ff3 fs0 fc0 sc0 ls0 ws0">-39 350<span class="fsa"> </span></div></div><div class="c x119 y9fe wfc h1c"><div class="t m0 x64 h20 yf9 ff3 fs0 fc0 sc0 ls0 ws0">0<span class="fsa"> </span></div></div><div class="c x10d y9fe wfb h1c"><div class="t m0 xf2 h20 yf9 ff3 fs0 fc0 sc0 ls0 ws0">-13 711<span class="fsa"> </span></div></div><div class="c xd6 y57b wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- depreciation<span class="fs5"> </span></div></div><div class="c x117 y57b wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">4 566 </div></div><div class="c x118 y57b wfb h1c"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">20 </div></div><div class="c x119 y57b wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y57b wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">4 586 </div></div><div class="c xd6 y9ff wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- costs from the incentive program<span class="_ _0"></span> </div></div><div class="c x117 y9ff wfb h1c"><div class="t m0 x98 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">12 517 </div></div><div class="c x118 y9ff wfb h1c"><div class="t m0 x70 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-39 491 </div></div><div class="c x119 y9ff wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y9ff wfb h1c"><div class="t m0 x70 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-26 974 </div></div><div class="c xd6 ya00 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- write-down of intangible assets<span class="_ _0"></span> </div></div><div class="c x117 ya00 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">9 029 </div></div><div class="c x118 ya00 wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x119 ya00 wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d ya00 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">9 029 </div></div><div class="c xd6 y354 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- write-down of deferred tax assets<span class="_ _0"></span> </div></div><div class="c x117 y354 wfb h1c"><div class="t m0 xc4 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-473 </div></div><div class="c x118 y354 wfb h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">121 </div></div><div class="c x119 y354 wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y354 wfb h1c"><div class="t m0 xc4 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-352 </div></div><div class="c xd6 ya01 wfa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Income tax<span class="ff4 fs5"> </span></div></div><div class="c x117 ya01 wfb h1c"><div class="t m0 x55 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">715 </div></div><div class="c x118 ya01 wfb h1c"><div class="t m0 x58 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">8 293 </div></div><div class="c x119 ya01 wfc h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d ya01 wfb h1c"><div class="t m0 x58 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">9 009 </div></div><div class="c xd6 ya02 wfa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Net profit (loss), including:<span class="_ _0"></span><span class="ff4 fs5"> </span></div></div><div class="c x117 ya02 wfb h1c"><div class="t m0 xf2 h20 yf9 ff3 fs0 fc0 sc0 ls0 ws0">-47 086<span class="fsa"> </span></div></div><div class="c x118 ya02 wfb h1c"><div class="t m0 xcf h20 yf9 ff3 fs0 fc0 sc0 ls0 ws0">18 937<span class="fsa"> </span></div></div><div class="c x119 ya02 wfc h1c"><div class="t m0 x66 h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x10d ya02 wfb h1c"><div class="t m0 xf2 h20 yf9 ff3 fs0 fc0 sc0 ls0 ws0">-28 149<span class="fsa"> </span></div></div><div class="c xd6 ya03 wfa h19"><div class="t m0 x5f h25 ybc ff4 fsa fc0 sc0 ls0 ws0">- result attributable to shareholders of <span class="_ _0"></span>the </div><div class="t m0 x5f h25 ybd ff4 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">par</span><span class="fc6 sc0">ent compan</span><span class="fc6 sc0">y</span><span class="fs5"> </span></div></div><div class="c x117 ya03 wfb h19"><div class="t m0 xf2 h34 ya6 ff4 fs0 fc0 sc0 ls0 ws0">-47 086<span class="fsa"> </span></div></div><div class="c x118 ya03 wfb h19"><div class="t m0 xcf h34 ya6 ff4 fs0 fc0 sc0 ls0 ws0">18 937<span class="fsa"> </span></div></div><div class="c x119 ya03 wfc h19"><div class="t m0 x64 h34 ya6 ff4 fs0 fc0 sc0 ls0 ws0">0<span class="fsa"> </span></div></div><div class="c x10d ya03 wfb h19"><div class="t m0 xf2 h34 ya6 ff4 fs0 fc0 sc0 ls0 ws0">-28 149<span class="fsa"> </span></div></div><div class="c xd6 ya04 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- result attributable to non-con<span class="_ _0"></span>trolling interests<span class="fs5"> </span></div></div><div class="c x117 ya04 wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x118 ya04 wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x119 ya04 wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d ya04 wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y290 wfa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Capital expenditures<span class="ff4 fs5"> </span></div></div><div class="c x117 y290 wfb h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">12 370 </div></div><div class="c x118 y290 wfb h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x119 y290 wfc h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y290 wfb h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">12 370 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 hc ya05 ff1 fs5 fc0 sc0 ls0 ws0">* Interest income from bank deposits. </div><div class="t m0 x4 hc ya06 ff1 fs5 fc0 sc0 ls0 ws0">** Interest expense on loans, borrowings and leases. </div><div class="t m0 x4 h2 ya07 ff1 fs0 fc0 sc0 ls0 ws0">Due to <span class="_ _0"></span>a <span class="_ _0"></span>change in <span class="_ _0"></span>the <span class="_ _0"></span>Management Board&apos;s <span class="_ _0"></span>view <span class="_ _0"></span>of <span class="_ _0"></span>operating segments <span class="_ _0"></span>in 2024, <span class="_ _10"></span>revenue in <span class="_ _0"></span>the <span class="_ _0"></span>amount of <span class="_ _0"></span>PLN </div><div class="t m0 x4 h2 ya08 ff1 fs0 fc0 sc0 ls0 ws0">2,184 <span class="_ _0"></span>thousand <span class="_ _0"></span>was <span class="_ _0"></span>transferred from <span class="_ _10"></span>the DataWalk <span class="_ _0"></span>Inc. <span class="_ _0"></span>segment <span class="_ _0"></span>to <span class="_ _0"></span>DataWalk <span class="_ _0"></span>S.A. <span class="_ _0"></span>for <span class="_ _0"></span>comparability <span class="_ _0"></span>of <span class="_ _0"></span>data <span class="_ _10"></span>for </div><div class="t m0 x4 h2 ya09 ff1 fs0 fc0 sc0 ls0 ws0">2023. <span class="_ _15"></span>As <span class="_ _15"></span>a <span class="_ _15"></span>result, <span class="_ _13"></span>the <span class="_ _15"></span>items <span class="_ _15"></span>&quot;<span class="ff4">Segment <span class="_ _15"></span>operating <span class="_ _15"></span>profit</span>&quot; <span class="_ _15"></span>and <span class="_ _13"></span>&quot;<span class="ff4">Net <span class="_ _15"></span>profit <span class="_ _15"></span>(loss)</span><span class="ls17">&quot; <span class="_ _15"></span><span class="ls3">of<span class="_ _0"></span></span></span> <span class="_ _15"></span>the <span class="_ _15"></span>DataWalk <span class="_ _15"></span>Inc. <span class="_ _15"></span>segment </div></div></div><div class="pi" ></div></div><div id="pf52" class="pf w0 h0" ><div class="pc pc52 w0 h0"><img class="bi x4 y1a4 w17 h94" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 82 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">decreased by PLN 2,184 thousand and <span class="_ _0"></span>the aforementioned items in the DataWalk S.A. segment increased by <span class="_ _10"></span>this </div><div class="t m0 x4 h2 y683 ff1 fs0 fc0 sc0 ls0 ws0">amount. </div><div class="t m0 x4 hc ya0a ff1 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y9d ff3 fs0 fc5 sc0 ls0 ws0">Data as of 31.12.2023<span class="ff1"> </span></div></div><div class="c xd6 ya0b wfa h1a"><div class="t m0 x20 h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">Specification </div></div><div class="c x117 ya0b wfb h1a"><div class="t m0 x5f h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">DataWalk S.A. </div></div><div class="c x118 ya0b wfb h1a"><div class="t m0 x2 h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">DataWalk Inc. </div></div><div class="c x119 ya0b wfc h1a"><div class="t m0 x17 h88 y307 ff3 fs5 fc0 sc0 ls0 ws0">Eliminations </div></div><div class="c x10d ya0b wfb h1a"><div class="t m0 xe7 h88 y307 ff3 fs5 fc0 sc0 ls16 ws0">Total<span class="ls0"> </span></div></div><div class="c xd6 ya0c wfa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Fixed assets, including but not limited <span class="_ _0"></span>to:<span class="ff1 fs5"> </span></div></div><div class="c x117 ya0c wfb h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">20 267 </div></div><div class="c x118 ya0c wfb h1c"><div class="t m0 x58 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">6 059 </div></div><div class="c x119 ya0c wfc h1c"><div class="t m0 x64 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d ya0c wfb h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">26 326 </div></div><div class="c xd6 ya0d wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- <span class="ls7">intangibles</span> </div></div><div class="c x117 ya0d wfb h1c"><div class="t m0 x98 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">19 111 </div></div><div class="c x118 ya0d wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x119 ya0d wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d ya0d wfb h1c"><div class="t m0 x98 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">19 111 </div></div><div class="c xd6 y219 wfa h1c"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Current assets, including but not limited to:<span class="_ _0"></span><span class="ff1 fs5"> </span></div></div><div class="c x117 y219 wfb h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">21 258 </div></div><div class="c x118 y219 wfb h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">11 128 </div></div><div class="c x119 y219 wfc h1c"><div class="t m0 xbe h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-6 456 </div></div><div class="c x10d y219 wfb h1c"><div class="t m0 x98 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">25 929 </div></div><div class="c xd6 ya0e wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- trade receivables<span class="fs5"> </span></div></div><div class="c x117 ya0e wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">7 797 </div></div><div class="c x118 ya0e wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">7 027 </div></div><div class="c x119 ya0e wfc h1c"><div class="t m0 xbe h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-5 221 </div></div><div class="c x10d ya0e wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">9 604 </div></div><div class="c xd6 ya0f wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- accruals<span class="fs5"> </span></div></div><div class="c x117 ya0f wfb h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">663 </div></div><div class="c x118 ya0f wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 329 </div></div><div class="c x119 ya0f wfc h1c"><div class="t m0 xbe h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-1 236 </div></div><div class="c x10d ya0f wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">1 755 </div></div><div class="c xd6 ya10 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- cash<span class="fs5"> </span></div></div><div class="c x117 ya10 wfb h1c"><div class="t m0 x98 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">10 446 </div></div><div class="c x118 ya10 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">1 764 </div></div><div class="c x119 ya10 wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d ya10 wfb h1c"><div class="t m0 x98 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">12 210 </div></div><div class="c xd6 y2f5 wfa h19"><div class="t m0 x5f h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Long-term liabilities, including bu<span class="_ _0"></span>t not </div><div class="t m0 x5f h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">lim</span><span class="fc6 sc0">ited </span><span class="fc6 sc0">to:</span><span class="ff4 fs5"> </span></div></div><div class="c x117 y2f5 wfb h19"><div class="t m0 x2d h15 ybb ff3 fsa fc0 sc0 ls0 ws0">33 </div></div><div class="c x118 y2f5 wfb h19"><div class="t m0 x55 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">593 </div></div><div class="c x119 y2f5 wfc h19"><div class="t m0 x64 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y2f5 wfb h19"><div class="t m0 x55 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">625 </div></div><div class="c xd6 ya11 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- <span class="ls7">liabilities on account of credits, loans</span><span class="fs5"> </span></div></div><div class="c x117 ya11 wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x118 ya11 wfb h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">593 </div></div><div class="c x119 ya11 wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d ya11 wfb h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">593 </div></div><div class="c xd6 ya12 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- lease liabilities<span class="fs5"> </span></div></div><div class="c x117 ya12 wfb h1c"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">33 </div></div><div class="c x118 ya12 wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x119 ya12 wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d ya12 wfb h1c"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">33 </div></div><div class="c xd6 y27b wfa h19"><div class="t m0 x5f h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Current liabilities, including but <span class="_ _0"></span>not limited </div><div class="t m0 x5f h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">to:</span><span class="ff4 fs5"> </span></div></div><div class="c x117 y27b wfb h19"><div class="t m0 x98 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">10 282 </div></div><div class="c x118 y27b wfb h19"><div class="t m0 x98 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">35 393 </div></div><div class="c x119 y27b wfc h19"><div class="t m0 xbe h15 ybb ff3 fsa fc0 sc0 ls0 ws0">-6 456 </div></div><div class="c x10d y27b wfb h19"><div class="t m0 x98 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">39 218 </div></div><div class="c xd6 ya13 wfa h1d"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- <span class="ls7">liabilities on account of credits, loans</span><span class="fs5"> </span></div></div><div class="c x117 ya13 wfb h1d"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x118 ya13 wfb h1d"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">35 </div></div><div class="c x119 ya13 wfc h1d"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d ya13 wfb h1d"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0">35 </div></div><div class="c xd6 y87d wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- lease liabilities<span class="fs5"> </span></div></div><div class="c x117 y87d wfb h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">604 </div></div><div class="c x118 y87d wfb h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x119 y87d wfc h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10d y87d wfb h1c"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">604 </div></div><div class="c xd6 ya14 wfa h1d"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- <span class="ls7">liabilities under the incentive program</span> </div></div><div class="c x117 ya14 wfb h1d"><div class="t m0 x55 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">749 </div></div><div class="c x118 ya14 wfb h1d"><div class="t m0 x98 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">28 810 </div></div><div class="c x119 ya14 wfc h1d"><div class="t m0 x66 h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x10d ya14 wfb h1d"><div class="t m0 x98 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">29 559 </div></div><div class="c xd6 y760 wfa h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- trade payables<span class="fs5"> </span></div></div><div class="c x117 y760 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">4 385 </div></div><div class="c x118 y760 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">3 644 </div></div><div class="c x119 y760 wfc h1c"><div class="t m0 xbe h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-5 221 </div></div><div class="c x10d y760 wfb h1c"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 808 </div></div><div class="c xd6 ya15 wfa h1d"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">- contractual obligations<span class="fs5"> </span></div></div><div class="c x117 ya15 wfb h1d"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 801 </div></div><div class="c x118 ya15 wfb h1d"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 556 </div></div><div class="c x119 ya15 wfc h1d"><div class="t m0 xbe h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-1 236 </div></div><div class="c x10d ya15 wfb h1d"><div class="t m0 x58 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">4 121 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 ya16 ff1 fs0 fc5 sc0 ls0 ws0"> </div><div class="t m0 x4 h37 ya17 ff1 fs0 fc5 sc0 ls0 ws0"> <span class="_ _d"> </span><span class="ff3 fs8"> </span></div></div></div><div class="pi" ></div></div><div id="pf53" class="pf w0 h0" ><div class="pc pc53 w0 h0"><img class="bi x67 ya18 w31 h95" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 83 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h37 y382 ff3 fs8 fc5 sc0 ls0 ws0">INFORMATION ON GEOGRAPHICAL AREAS<span class="_ _0"></span> </div><div class="t m0 x4 h2 ya19 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _13"></span>geographic <span class="_ _13"></span>breakdown <span class="_ _13"></span>of <span class="_ _14"> </span>sales <span class="_ _13"></span>revenues <span class="_ _13"></span>was <span class="_ _14"> </span>presented <span class="_ _13"></span>according <span class="_ _13"></span>to <span class="_ _14"> </span>the <span class="_ _13"></span>headquarters <span class="_ _13"></span>of <span class="_ _14"> </span>the <span class="_ _13"></span>purchasing </div><div class="t m0 x4 h2 ya1a ff1 fs0 fc0 sc0 ls0 ws0">contractor&apos;s country: </div></div><div class="c xd6 ya1b w67 h58"><div class="t m0 x4 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Information on geographical areas<span class="_ _0"></span> </div></div><div class="c x8a ya1b w68 h58"><div class="t m0 x33 h15 ya1c ff3 fsa fc0 sc0 ls0 ws0">01.01.2024 - </div><div class="t m0 x1a h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2024</span><span class="fc6 sc0"> </span></div></div><div class="c x8b ya1b w69 h58"><div class="t m0 x1d h15 ya1c ff3 fsa fc0 sc0 ls0 ws0">01.01.2023 - </div><div class="t m0 xbd h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">31.</span><span class="fc6 sc0">12.</span><span class="fc6 sc0">2023</span><span class="fc6 sc0"> </span></div></div><div class="c xd6 ya1d w67 h1d"><div class="t m0 x5f h15 y503 ff3 fsa fc0 sc0 ls0 ws0">Sales in Poland, including: </div></div><div class="c x8a ya1d w68 h1d"><div class="t m0 xa h15 y503 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x8b ya1d w69 h1d"><div class="t m0 xa h15 y503 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 ya1e w67 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">License sales </div></div><div class="c x8a ya1e w68 h1c"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">1 915 </div></div><div class="c x8b ya1e w69 h1c"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 101 </div></div><div class="c xd6 ya1f w67 h1d"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">Services (implementation and technical ass<span class="_ _0"></span>istance) </div></div><div class="c x8a ya1f w68 h1d"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">5 310 </div></div><div class="c x8b ya1f w69 h1d"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">4 719 </div></div><div class="c xd6 ya20 w67 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">Other activities </div></div><div class="c x8a ya20 w68 h1c"><div class="t m0 x8c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x8b ya20 w69 h1c"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">40 </div></div><div class="c xd6 ya21 w67 h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total sales in Poland </div></div><div class="c x8a ya21 w68 h1d"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">7 225 </div></div><div class="c x8b ya21 w69 h1d"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">6 860 </div></div><div class="c xd6 ya22 w67 h1c"><div class="t m0 x5f h15 yc3 ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x8a ya22 w68 h1c"><div class="t m0 xa h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x8b ya22 w69 h1c"><div class="t m0 xa h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y92c w67 h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Sales in North and South America, <span class="_ _0"></span>including: </div></div><div class="c x8a y92c w68 h1d"><div class="t m0 xa h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x8b y92c w69 h1d"><div class="t m0 xa h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y1ef w67 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">License sales </div></div><div class="c x8a y1ef w68 h1c"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">3 487 </div></div><div class="c x8b y1ef w69 h1c"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">7 818 </div></div><div class="c xd6 ya23 w67 h1d"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">Services (implementation and technical ass<span class="_ _0"></span>istance) </div></div><div class="c x8a ya23 w68 h1d"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">4 898 </div></div><div class="c x8b ya23 w69 h1d"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">6 047 </div></div><div class="c xd6 ya24 w67 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">Other activities </div></div><div class="c x8a ya24 w68 h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">150 </div></div><div class="c x8b ya24 w69 h1c"><div class="t m0 x32 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">294 </div></div><div class="c xd6 ya25 w67 h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total sales in North and South America.<span class="_ _0"></span> </div></div><div class="c x8a ya25 w68 h1d"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">8 535 </div></div><div class="c x8b ya25 w69 h1d"><div class="t m0 x27 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">14 159 </div></div><div class="c xd6 ya26 w67 h1c"><div class="t m0 x5f h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x8a ya26 w68 h1c"><div class="t m0 xa h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x8b ya26 w69 h1c"><div class="t m0 xa h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y3fa w67 h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Sales in other countries, including:<span class="_ _0"></span> </div></div><div class="c x8a y3fa w68 h1d"><div class="t m0 xa h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x8b y3fa w69 h1d"><div class="t m0 xa h15 ybf ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 ya27 w67 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">License sales </div></div><div class="c x8a ya27 w68 h1c"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 921 </div></div><div class="c x8b ya27 w69 h1c"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 053 </div></div><div class="c xd6 ya28 w67 h1d"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">Services (implementation and technical ass<span class="_ _0"></span>istance) </div></div><div class="c x8a ya28 w68 h1d"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">5 935 </div></div><div class="c x8b ya28 w69 h1d"><div class="t m0 xb h25 ybf ff4 fsa fc0 sc0 ls0 ws0">2 671 </div></div><div class="c xd6 y6fe w67 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">Other activities </div></div><div class="c x8a y6fe w68 h1c"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">17 </div></div><div class="c x8b y6fe w69 h1c"><div class="t m0 xd6 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">20 </div></div><div class="c xd6 ya29 w67 h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total sales in other countries </div></div><div class="c x8a ya29 w68 h1d"><div class="t m0 xcc h20 yda ff3 fs0 fc0 sc0 ls0 ws0">8 873<span class="fsa"> </span></div></div><div class="c x8b ya29 w69 h1d"><div class="t m0 xb h15 ybf ff3 fsa fc0 sc0 ls0 ws0">4 744 </div></div><div class="c xd6 ya2a w67 h1a"><div class="t m0 x5f h15 y16e ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x8a ya2a w68 h1a"><div class="t m0 xa h15 y16e ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x8b ya2a w69 h1a"><div class="t m0 xa h15 y16e ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 ya2b w67 h1d"><div class="t m0 x5f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total sales revenue </div></div><div class="c x8a ya2b w68 h1d"><div class="t m0 xb3 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">24 632 </div></div><div class="c x8b ya2b w69 h1d"><div class="t m0 x27 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">25 764 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h37 ya2c ff3 fs8 fc5 sc0 ls0 ws0">INFORMATION ON MAJOR CUSTOMERS<span class="_ _0"></span> </div><div class="t m0 x4 h20 ya2d ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>24 <span class="_ _0"></span>to 31.12.2024<span class="ff1"> </span></div><div class="t m0 x4 h2 ya2e ff1 fs0 fc0 sc0 ls0 ws0">For the period from January 1 to December 31, 2024, revenue from sales to two customers individuall<span class="_ _5"></span>y exceeded </div><div class="t m0 x4 h2 ya2f ff1 fs0 fc0 sc0 ls0 ws0">10% <span class="_ _15"></span>of <span class="_ _13"></span>the <span class="_ _15"></span>Group&apos;s <span class="_ _15"></span>sales <span class="_ _13"></span>revenue <span class="_ _15"></span>and <span class="_ _13"></span>totaled <span class="_ _15"></span>PLN <span class="_ _15"></span>8,342 <span class="_ _15"></span>thousand. <span class="_ _13"></span>Revenues <span class="_ _15"></span>from <span class="_ _15"></span>sales <span class="_ _13"></span>to <span class="_ _15"></span>the <span class="_ _13"></span>first <span class="_ _15"></span>of <span class="_ _13"></span>these </div><div class="t m0 x4 h2 ya30 ff1 fs0 fc0 sc0 ls0 ws0">customers amounted to PL<span class="_ _5"></span>N 5,473 thousand and were attributed t<span class="_ _5"></span>o the DataWalk S.A. segment. I<span class="_ _5"></span>n turn, revenues </div><div class="t m0 x4 h2 ya31 ff1 fs0 fc0 sc0 ls0 ws0">from <span class="_ _5"></span>sales to <span class="_ _5"></span>the <span class="_ _5"></span>second of <span class="_ _5"></span>these <span class="_ _8"></span>customers <span class="_ _5"></span>amounted to <span class="_ _5"></span>PLN <span class="_ _5"></span>2,869 thousand <span class="_ _5"></span>and <span class="_ _5"></span>were attributed <span class="_ _5"></span>to t<span class="_ _5"></span>he DataWalk </div><div class="t m0 x4 h2 ya32 ff1 fs0 fc0 sc0 ls0 ws0">Inc. <span class="_ _15"></span>segme<span class="_ _5"></span>nt. <span class="_ _15"></span>There <span class="_ _15"></span>are <span class="_ _10"></span>no <span class="_ _15"></span>formal <span class="_ _15"></span>relat<span class="_ _5"></span>ionships <span class="_ _15"></span>between <span class="_ _15"></span>t<span class="_ _5"></span>he <span class="_ _15"></span>Group <span class="_ _15"></span>companies <span class="_ _15"></span>and <span class="_ _10"></span>these <span class="_ _15"></span>customers <span class="_ _10"></span>other <span class="_ _15"></span>than </div><div class="t m0 x4 h2 ya33 ff1 fs0 fc0 sc0 ls0 ws0">those arising from business relati<span class="_ _5"></span>on<span class="_ _0"></span>ships. </div><div class="t m0 x4 h20 ya34 ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.20<span class="_ _5"></span>23 <span class="_ _0"></span>to 31.12.2023<span class="ff1"> </span></div><div class="t m0 x4 h2 ya35 ff1 fs0 fc0 sc0 ls0 ws0">For <span class="_ _0"></span>the <span class="_ _10"></span>period <span class="_ _0"></span>from <span class="_ _10"></span>January <span class="_ _0"></span>1 <span class="_ _10"></span>to <span class="_ _0"></span>December <span class="_ _10"></span>31, <span class="_ _0"></span>2023, <span class="_ _10"></span>revenue <span class="_ _0"></span>from <span class="_ _10"></span>sales <span class="_ _0"></span>to <span class="_ _10"></span>one <span class="_ _10"></span>customer <span class="_ _10"></span>exceeded <span class="_ _0"></span>10% <span class="_ _10"></span>of <span class="_ _0"></span>the </div><div class="t m0 x4 h2 ya36 ff1 fs0 fc0 sc0 ls0 ws0">Group&apos;s <span class="_ _0"></span>sales <span class="_ _10"></span>revenue <span class="_ _0"></span>individually <span class="_ _0"></span>and <span class="_ _10"></span>amounted <span class="_ _0"></span>to <span class="_ _0"></span>PLN <span class="_ _10"></span>5,462 <span class="_ _0"></span>thousand. <span class="_ _10"></span>Revenues from <span class="_ _10"></span>sales <span class="_ _0"></span>to <span class="_ _10"></span>this <span class="_ _0"></span>customer </div><div class="t m0 x4 h2 ya37 ff1 fs0 fc0 sc0 ls0 ws0">were <span class="_ _10"></span>allocated <span class="_ _0"></span>to <span class="_ _10"></span>the <span class="_ _10"></span>DataWalk <span class="_ _10"></span>Inc. <span class="_ _10"></span>segment. <span class="_ _10"></span>There <span class="_ _10"></span>are <span class="_ _10"></span>no <span class="_ _10"></span>formal <span class="_ _10"></span>relationshi<span class="_ _5"></span>ps <span class="_ _10"></span>between <span class="_ _10"></span>Group <span class="_ _10"></span>companies <span class="_ _10"></span>and </div><div class="t m0 x4 h2 ya38 ff1 fs0 fc0 sc0 ls0 ws0">this customer other than th<span class="_ _5"></span>ose arising from business relationships. </div><div class="t m0 x4 h2 ya39 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 ya3a ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="_ _12"> </span><span class="ls1">32 <span class="_ _12"> </span></span>Proposal  as <span class="_ _12"> </span>to <span class="_ _12"> </span>the <span class="_ _12"> </span>method  of <span class="_ _e"> </span>dis<span class="_ _0"></span>tribution <span class="_ _12"> </span>of <span class="_ _12"> </span>profit/loss  for <span class="_ _12"> </span>the </div><div class="t m0 x4 h7 ya3b ff3 fs2 fc3 sc0 ls0 ws0">financial year </div><div class="t m0 x4 h2 y776 ff1 fs0 fc0 sc0 ls0 ws0">According to <span class="_ _0"></span>the proposal of <span class="_ _0"></span>the Company&apos;s <span class="_ _0"></span>Management Board, the net <span class="_ _0"></span>loss <span class="_ _0"></span>in <span class="_ _0"></span>2024 <span class="_ _0"></span>should be fully <span class="_ _0"></span>covered by </div><div class="t m0 x4 h2 ya3c ff1 fs0 fc0 sc0 ls0 ws0">the profits that the Company <span class="_ _5"></span>will make in the following years. </div></div></div><div class="pi" ></div></div><div id="pf54" class="pf w0 h0" ><div class="pc pc54 w0 h0"><img class="bi x67 ya3d w31 h96" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 84 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _10"></span>accordance <span class="_ _10"></span>with <span class="_ _15"></span>Res<span class="_ _5"></span>olu<span class="_ _0"></span>tion <span class="_ _10"></span>No. <span class="_ _10"></span>8 <span class="_ _15"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>Company&apos;s <span class="_ _10"></span>Ordinary <span class="_ _10"></span>General <span class="_ _10"></span>M<span class="_ _0"></span>eeting <span class="_ _10"></span>of <span class="_ _10"></span>June <span class="_ _15"></span>28, <span class="_ _10"></span>2024 <span class="_ _10"></span>on <span class="_ _10"></span>how <span class="_ _15"></span>to<span class="_ _5"></span> </div><div class="t m0 x4 h2 y683 ff1 fs0 fc0 sc0 ls0 ws0">cover <span class="_ _13"></span>the <span class="_ _13"></span>net <span class="_ _14"></span>loss <span class="_ _13"></span>for <span class="_ _13"></span>fiscal <span class="_ _13"></span>year <span class="_ _14"> </span>2023, <span class="_ _13"></span>the <span class="_ _14"> </span>net <span class="_ _13"></span>loss <span class="_ _14"></span>in <span class="_ _13"></span>2023 <span class="_ _13"></span>should <span class="_ _13"></span>be <span class="_ _14"></span>fully <span class="_ _13"></span>covered <span class="_ _13"></span>by <span class="_ _13"></span>profits <span class="_ _14"></span>generated <span class="_ _13"></span>in </div><div class="t m0 x4 h2 y684 ff1 fs0 fc0 sc0 ls0 ws0">subsequent years. </div><div class="t m0 x4 h2 y714 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 ya3e ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">33 </span>Information on joint ventures<span class="_ _0"></span> </div><div class="t m0 x4 h2 ya3f ff1 fs0 fc0 sc0 ls0 ws0">No joint ventures. </div><div class="t m0 x4 h2 ya40 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h97 y917 ff1 fsd fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 ya41 ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">34 </span>Objectives and principles of financial risk mana<span class="_ _0"></span>gement </div><div class="t m0 x4 h2 ya42 ff1 fs0 fc0 sc0 ls0 ws0">The Group&apos;s operations may be e<span class="_ _5"></span>xposed to the following financial risks:  </div><div class="t m0 x76 h2 ya43 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">credit risk,  </span></span></div><div class="t m0 x76 h2 ya44 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">liquidity risk,  </span></span></div><div class="t m0 x76 h2 ya45 ff8 fs0 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1 fc0">Market risk, including currenc<span class="_ _5"></span>y risk, interest rate risk and other price risk. </span></span></div><div class="t m0 x4 h20 ya46 ff3 fs0 fc0 sc0 ls0 ws0">Credit <span class="_ _10"></span><span class="ff1">risk <span class="_ _15"></span>- <span class="_ _15"></span>i<span class="_ _5"></span>s <span class="_ _15"></span>the <span class="_ _10"></span>risk <span class="_ _15"></span>that <span class="_ _10"></span>arises <span class="_ _15"></span>w<span class="_ _5"></span>hen <span class="_ _15"></span>one <span class="_ _10"></span>party <span class="_ _15"></span>to <span class="_ _10"></span>a <span class="_ _15"></span>financial <span class="_ _10"></span>instrument <span class="_ _10"></span>fails <span class="_ _15"></span>to <span class="_ _10"></span>meet <span class="_ _15"></span>its <span class="_ _10"></span>obligations <span class="_ _10"></span>to <span class="_ _15"></span>the </span></div><div class="t m0 x4 h2 ya47 ff1 fs0 fc0 sc0 ls0 ws0">Group <span class="_ _0"></span>and <span class="_ _0"></span>causes <span class="_ _0"></span>the <span class="_ _0"></span>Group <span class="_ _10"></span>to incur <span class="_ _0"></span>financial <span class="_ _0"></span>losses. <span class="_ _10"></span>Credit risk <span class="_ _10"></span>arises in <span class="_ _0"></span>the <span class="_ _10"></span>case of <span class="_ _0"></span>receivables, <span class="_ _0"></span>cash <span class="_ _0"></span>and <span class="_ _10"></span>cash </div><div class="t m0 x4 h2 ya48 ff1 fs0 fc0 sc0 ls0 ws0">equivalents, deposits, deposit<span class="_ _5"></span>s mad<span class="_ _0"></span>e.  </div><div class="t m0 x4 h2 ya49 ff1 fs0 fc0 sc0 ls0 ws0">Sales made <span class="_ _5"></span>in the <span class="_ _5"></span>Group&apos;s various <span class="_ _5"></span>business segments <span class="_ _5"></span>are largely directe<span class="_ _5"></span>d to a <span class="_ _5"></span>group of well-established <span class="_ _5"></span>customers </div><div class="t m0 x4 h2 ya4a ff1 fs0 fc0 sc0 ls0 ws0">and are <span class="_ _0"></span>made on <span class="_ _0"></span>deferred payment <span class="_ _0"></span>terms. Systematic payment <span class="_ _0"></span>of liabilities by<span class="_ _0"></span> counterparties results <span class="_ _0"></span>in <span class="_ _0"></span>relatively </div><div class="t m0 x4 h2 ya4b ff1 fs0 fc0 sc0 ls0 ws0">low <span class="_ _0"></span>exposure to <span class="_ _0"></span>individual <span class="_ _0"></span>credit risk. <span class="_ _0"></span>The <span class="_ _0"></span>Group <span class="_ _0"></span>uses <span class="_ _0"></span>internal procedures <span class="_ _0"></span>and <span class="_ _0"></span>mechanisms to <span class="_ _0"></span>limit <span class="_ _0"></span>this <span class="_ _0"></span>element </div><div class="t m0 x4 h2 ya4c ff1 fs0 fc0 sc0 ls0 ws0">of risk: <span class="_ _0"></span>appropriate selection of <span class="_ _0"></span>customers, a sy<span class="_ _0"></span>stem of verification <span class="_ _0"></span>of new <span class="_ _0"></span>customers and ongoing <span class="_ _0"></span>monitoring of </div><div class="t m0 x4 h2 ya4d ff1 fs0 fc0 sc0 ls0 ws0">receivables.  </div><div class="t m0 x4 h2 ya4e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 ya4f ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _15"></span>Company <span class="_ _15"></span>consistently <span class="_ _15"></span>collects <span class="_ _15"></span>overdue <span class="_ _15"></span>receivables <span class="_ _15"></span>and <span class="_ _15"></span>writes <span class="_ _15"></span>down <span class="_ _15"></span>receivables <span class="_ _15"></span>on <span class="_ _15"></span>an <span class="_ _15"></span>ongoing <span class="_ _15"></span>basis. <span class="_ _15"></span>To </div><div class="t m0 x4 h2 ya50 ff1 fs0 fc0 sc0 ls0 ws0">calculate the <span class="_ _5"></span>allowances, the <span class="_ _5"></span>Company uses the <span class="_ _5"></span>provision matrix meth<span class="_ _5"></span>od, under which <span class="_ _8"></span>allowances a<span class="_ _5"></span>re determined </div><div class="t m0 x4 h2 ya51 ff1 fs0 fc0 sc0 ls0 ws0">for <span class="_ _5"></span>receivables <span class="_ _5"></span>included in <span class="_ _6"></span>different overdue <span class="_ _5"></span>ranges. <span class="_ _5"></span>As <span class="_ _8"></span>of <span class="_ _5"></span>the balance<span class="_ _5"></span> sheet <span class="_ _5"></span>date, t<span class="_ _5"></span>he Company <span class="_ _5"></span>used <span class="_ _5"></span>the f<span class="_ _5"></span>ollowing </div><div class="t m0 x4 h2 ya52 ff1 fs0 fc0 sc0 ls0 ws0">provision matrix: </div></div><div class="c xd6 y45e wfd h1c"><div class="t m0 x1e h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Range of overdue receivables<span class="_ _0"></span> </div></div><div class="c xaf y45e wfe h1c"><div class="t m0 x2b h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Credit risk </div></div><div class="c xd6 ya53 wfd h1c"><div class="t m0 x9d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">not determined </div></div><div class="c xaf ya53 wfe h1c"><div class="t m0 x11a h18 ybf ff1 fsa fc0 sc0 ls0 ws0">3,0% </div></div><div class="c xd6 ya54 wfd h1d"><div class="t m0 x26 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">0-30 days </div></div><div class="c xaf ya54 wfe h1d"><div class="t m0 x11a h18 y503 ff1 fsa fc0 sc0 ls0 ws0">3,0% </div></div><div class="c xd6 y9a2 wfd h1c"><div class="t m0 x80 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">31-60 days </div></div><div class="c xaf y9a2 wfe h1c"><div class="t m0 x5b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">20,0% </div></div><div class="c xd6 ya55 wfd h1d"><div class="t m0 x80 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">61-90 days </div></div><div class="c xaf ya55 wfe h1d"><div class="t m0 x5b h18 y503 ff1 fsa fc0 sc0 ls0 ws0">35,0% </div></div><div class="c xd6 ya56 wfd h1c"><div class="t m0 x39 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">91-180 days </div></div><div class="c xaf ya56 wfe h1c"><div class="t m0 x5b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">65,0% </div></div><div class="c xd6 y1ad wfd h1d"><div class="t m0 x15 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">over 180 days </div></div><div class="c xaf y1ad wfe h1d"><div class="t m0 x5b h18 y503 ff1 fsa fc0 sc0 ls0 ws0">90,0% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 ya57 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 ya58 ff1 fs0 fc0 sc0 ls0 ws0">This method <span class="_ _5"></span>takes into <span class="_ _5"></span>account historical <span class="_ _5"></span>data on credit <span class="_ _5"></span>losses and <span class="_ _5"></span>the impact of <span class="_ _5"></span>significant and <span class="_ _5"></span>identifiable future </div><div class="t m0 x4 h2 ya02 ff1 fs0 fc0 sc0 ls0 ws0">factors (e.g., market or macroeconomic<span class="_ _5"></span>). </div><div class="t m0 x4 h2 ya59 ff1 fs0 fc0 sc0 ls0 ws0">The Group deposits its cas<span class="_ _5"></span>h holdings in reliable (selected on the basis<span class="_ _5"></span> of ratings) financial institutions. The abo<span class="_ _8"></span>ve </div><div class="t m0 x4 h2 ya5a ff1 fs0 fc0 sc0 ls0 ws0">measures implemented by the <span class="_ _0"></span>Group are <span class="_ _0"></span>aimed at reducing credit <span class="_ _0"></span>risk as <span class="_ _0"></span>much as possible.<span class="_ _0"></span> Considering the <span class="_ _0"></span>level </div><div class="t m0 x4 h2 ya5b ff1 fs0 fc0 sc0 ls0 ws0">of ratings, the Group estimates that the<span class="_ _5"></span> credit risk of the financial institutions it uses is rel<span class="_ _5"></span>atively low. </div><div class="t m0 x4 h2 y5c0 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span> </div></div></div><div class="pi" ></div></div><div id="pf55" class="pf w0 h0" ><div class="pc pc55 w0 h0"><img class="bi x4 y5a2 w17 h98" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 85 </div></div><div class="c xd6 ya5c wff h99"><div class="t m0 x33 h15 ya5d ff3 fsa fc0 sc0 ls0 ws0">Name of the financial </div><div class="t m0 x58 h15 y2d3 ff3 fsa fc0 sc0 ls0 ws0">institution<span class="ff5"> </span></div></div><div class="c x11b ya5c wff h99"><div class="t m0 x55 h15 ya5e ff3 fsa fc0 sc0 ls0 ws0">Rating<span class="ff5"> </span></div></div><div class="c x11c ya5c w100 h99"><div class="t m0 x49 h15 ya5f ff3 fsa fc0 sc0 ls0 ws0">Percentage of cash </div><div class="t m0 x50 h15 ya5d ff3 fsa fc0 sc0 ls0 ws0">placed within the </div><div class="t m0 x57 h15 y2d3 ff3 fsa fc0 sc0 ls0 ws0">institution </div><div class="t m0 x43 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">as of 31.12.2024<span class="ff5"> </span></div></div><div class="c x11d ya5c w101 h99"><div class="t m0 x22 h15 ya5f ff3 fsa fc0 sc0 ls0 ws0">Percentage of cash </div><div class="t m0 x50 h15 ya5d ff3 fsa fc0 sc0 ls0 ws0">placed within the </div><div class="t m0 x57 h15 y2d3 ff3 fsa fc0 sc0 ls0 ws0">institution </div><div class="t m0 x43 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">as of 31.12.2023<span class="ff5"> </span></div></div><div class="c xd6 ya60 wff h1c"><div class="t m0 x17 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">Santander Bank Polska S.A. </div></div><div class="c x11b ya60 wff h1c"><div class="t m0 x62 h18 y20c ff1 fsa fc0 sc0 ls0 ws0">BBB+<span class="ff4"> </span></div></div><div class="c x11c ya60 w100 h1c"><div class="t m0 xc6 h25 y20c ff4 fsa fc0 sc0 ls0 ws0">90% </div></div><div class="c x11d ya60 w101 h1c"><div class="t m0 xc6 h25 y20c ff4 fsa fc0 sc0 ls0 ws0">86% </div></div><div class="c xd6 ya61 wff h1a"><div class="t m0 x2f h18 y20c ff1 fsa fc0 sc0 ls0 ws0">BMO Bank </div></div><div class="c x11b ya61 wff h1a"><div class="t m0 x63 h18 y20c ff1 fsa fc0 sc0 ls5 ws0">AA<span class="ls0">-<span class="ff4"> </span></span></div></div><div class="c x11c ya61 w100 h1a"><div class="t m0 xc6 h25 y20c ff4 fsa fc0 sc0 ls0 ws0">10% </div></div><div class="c x11d ya61 w101 h1a"><div class="t m0 xc6 h25 y20c ff4 fsa fc0 sc0 ls0 ws0">14% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 ha ya62 ff4 fs4 fc0 sc0 ls0 ws0">Sources:<span class="ff1"> </span></div><div class="t m0 x4 h2 ya63 ff4 fs4 fc0 sc0 ls0 ws0">https://www.santander.pl/relacje<span class="_ _0"></span>-inwestorskie/informacje-o-spo<span class="_ _0"></span>lce/rating#ratingi=2<span class="ff1 fs0"> </span></div><div class="t m0 x4 ha ya64 ff4 fs4 fc0 sc0 ls0 ws0">https://www.fitchratings.com/entity/bmo<span class="_ _0"></span>-harris-<span class="ls1">bank</span>-<span class="ls1">na</span>-83171014 <span class="ff1"> </span></div><div class="t m0 x4 h20 y612 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 ya65 ff3 fs0 fc0 sc0 ls0 ws0">Liquidity risk <span class="ff1">- <span class="_ _0"></span>is the risk that arises <span class="_ _0"></span>when the Group <span class="_ _0"></span>encounters difficulties in meeting its financial obligations. </span></div><div class="t m0 x4 h2 ya66 ff1 fs0 fc0 sc0 ls0 ws0">The Group ensures that liquid<span class="_ _5"></span>ity is maintained at an appropriate, safe level. </div><div class="t m0 x4 h2 ya67 ff1 fs0 fc0 sc0 ls0 ws0">In the opinion of management, the Gro<span class="_ _5"></span>up is exposed to liquidity risk due to factors s<span class="_ _5"></span>uch as: <span class="_ _0"></span> </div><div class="t m0 x7f h2 y8f ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">The possibility of difficulti<span class="_ _5"></span>es in obtaining new contracts, </span></span></div><div class="t m0 x7f h2 ya68 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">The possibility of prolonged s<span class="_ _5"></span>ales processes, </span></span></div><div class="t m0 x7f h2 ya69 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">The possibility that key c<span class="_ _8"></span>ontracts may not be complete<span class="_ _5"></span>d within the expected timeframe, </span></span></div><div class="t m0 x7f h2 ya6a ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">The possibility of payment de<span class="_ _5"></span>lays, </span></span></div><div class="t m0 x7f h2 yb3 ff8 fs0 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _21"> </span><span class="ff1">The possibility of impede<span class="_ _8"></span>d access to external financin<span class="_ _5"></span>g.<span class="_ _0"></span>  </span></span></div><div class="t m0 x4 h2 ya6b ff1 fs0 fc0 sc0 ls0 ws0">According <span class="_ _10"></span>to <span class="_ _10"></span>management, <span class="_ _0"></span>the <span class="_ _10"></span>Group <span class="_ _10"></span>monitors <span class="_ _10"></span>the <span class="_ _10"></span>occurrence <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>above <span class="_ _0"></span>factors <span class="_ _10"></span>in <span class="_ _10"></span>a <span class="_ _10"></span>manner <span class="_ _10"></span>that <span class="_ _10"></span>allows <span class="_ _15"></span>the<span class="_ _5"></span> </div><div class="t m0 x4 h2 ya6c ff1 fs0 fc0 sc0 ls0 ws0">Group <span class="_ _15"></span>to <span class="_ _13"></span>adequately <span class="_ _15"></span>minimize <span class="_ _15"></span>its <span class="_ _15"></span>liquidity <span class="_ _13"></span>risk. <span class="_ _13"></span>The <span class="_ _15"></span>Group <span class="_ _15"></span>manages <span class="_ _13"></span>liquidity <span class="_ _15"></span>risk <span class="_ _15"></span>by <span class="_ _13"></span>striving <span class="_ _15"></span>to <span class="_ _13"></span>maintain <span class="_ _15"></span>an </div><div class="t m0 x4 h2 ya6d ff1 fs0 fc0 sc0 ls0 ws0">adequate <span class="_ _15"></span>amount <span class="_ _15"></span>of <span class="_ _15"></span>working <span class="_ _15"></span>capital, <span class="_ _15"></span>c<span class="_ _5"></span>on<span class="_ _0"></span>stantly <span class="_ _15"></span>monitoring <span class="_ _15"></span>projected<span class="_ _5"></span> <span class="_ _13"></span>and <span class="_ _15"></span>actual <span class="_ _15"></span>cash <span class="_ _10"></span>flows <span class="_ _15"></span>and <span class="_ _15"></span>analyzing <span class="_ _15"></span>the </div><div class="t m0 x4 h2 y590 ff1 fs0 fc0 sc0 ls0 ws0">maturity profiles of financial assets an<span class="_ _5"></span>d liabilities.  </div><div class="t m0 x4 h2 ya6e ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 ya6f ff1 fs0 fc0 sc0 ls0 ws0">With <span class="_ _0"></span>the <span class="_ _0"></span>above <span class="_ _0"></span>in <span class="_ _0"></span>mind, <span class="_ _10"></span>in <span class="_ _0"></span>the <span class="_ _0"></span>course <span class="_ _0"></span>of <span class="_ _0"></span>management&apos;s <span class="_ _0"></span>analysis <span class="_ _0"></span>of <span class="_ _0"></span>circumstances <span class="_ _0"></span>affecting <span class="_ _0"></span>the <span class="_ _0"></span>entity&apos;s <span class="_ _0"></span>ability <span class="_ _0"></span>to </div><div class="t m0 x4 h2 ya70 ff1 fs0 fc0 sc0 ls0 ws0">continue <span class="_ _5"></span>as a <span class="_ _5"></span>going co<span class="_ _5"></span>ncern, significa<span class="_ _5"></span>nt uncertainties <span class="_ _5"></span>were i<span class="_ _5"></span>dentified regarding <span class="_ _5"></span>events <span class="_ _5"></span>and circumstances <span class="_ _5"></span>that <span class="_ _5"></span>may </div><div class="t m0 x4 h2 y519 ff1 fs0 fc0 sc0 ls0 ws0">cast <span class="_ _0"></span>doubt <span class="_ _0"></span>on <span class="_ _0"></span>the <span class="_ _0"></span>entity&apos;s <span class="_ _0"></span>ability <span class="_ _0"></span>to <span class="_ _0"></span>continue <span class="_ _0"></span>as <span class="_ _0"></span>a <span class="_ _0"></span>go<span class="_ _0"></span>ing <span class="_ _0"></span>concern. Details <span class="_ _0"></span>regarding <span class="_ _0"></span>the <span class="_ _0"></span>above <span class="_ _0"></span>are <span class="_ _0"></span>described <span class="_ _0"></span>in <span class="_ _10"></span>the </div><div class="t m0 x4 h2 ya71 ff1 fs0 fc0 sc0 ls0 ws0">&quot;Basis <span class="_ _10"></span>for <span class="_ _10"></span>preparation <span class="_ _0"></span>of <span class="_ _15"></span>fi<span class="_ _5"></span>nancial <span class="_ _10"></span>statements <span class="_ _10"></span>- <span class="_ _15"></span>incl<span class="_ _5"></span>uding <span class="_ _10"></span>description <span class="_ _10"></span>of <span class="_ _10"></span>circumstances <span class="_ _10"></span>indicating <span class="_ _10"></span>a <span class="_ _10"></span>threat <span class="_ _10"></span>to <span class="_ _10"></span>the </div><div class="t m0 x4 h2 ya72 ff1 fs0 fc0 sc0 ls0 ws0">going concern<span class="ls18">&quot; </span>section of this report. </div><div class="t m0 x4 h2 ya73 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 ya74 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>fo<span class="_ _0"></span>llowing <span class="_ _0"></span>table <span class="_ _10"></span>shows <span class="_ _0"></span>where <span class="_ _10"></span>in <span class="_ _10"></span>this <span class="_ _0"></span>report <span class="_ _10"></span>you <span class="_ _10"></span>can <span class="_ _0"></span>find <span class="_ _10"></span>information <span class="_ _0"></span>on <span class="_ _10"></span>the <span class="_ _0"></span>maturity <span class="_ _10"></span>of <span class="_ _10"></span>financial <span class="_ _0"></span>assets <span class="_ _10"></span>and </div><div class="t m0 x4 h2 ya75 ff1 fs0 fc0 sc0 ls0 ws0">financial liabilities. </div></div><div class="c xd6 y85b w102 h31"><div class="t m0 x11e h15 y15d ff3 fsa fc0 sc0 ls0 ws0">Position </div></div><div class="c xd7 y85b w103 h31"><div class="t m0 x72 h15 y149 ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Maturit</span><span class="fc6 sc0">y </span><span class="fc6 sc0">dat</span><span class="fc6 sc0">es </span><span class="fc6 sc0">of </span><span class="fc6 sc0">fin</span><span class="fc6 sc0">ancial </span></div><div class="t m0 x73 h15 y15c ff3 fsa fc0 sc0 ls0 ws0">instruments (note no.) </div></div><div class="c xd6 ya76 w102 h1d"><div class="t m0 x11f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Financial assets </div></div><div class="c xd7 ya76 w103 h1d"><div class="t m0 x7c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">-  </div></div><div class="c xd6 y74c w102 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Long-term receivables </div></div><div class="c xd7 y74c w103 h1c"><div class="t m0 x23 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4<span class="ls1">.1</span> </div></div><div class="c xd6 ya77 w102 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Trade receivables </div></div><div class="c xd7 ya77 w103 h1c"><div class="t m0 x23 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">7<span class="ls1">.1</span> </div></div><div class="c xd6 ya78 w102 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other receivables that are financial ass<span class="_ _0"></span>ets </div></div><div class="c xd7 ya78 w103 h1c"><div class="t m0 x23 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">8<span class="ls1">.1</span> </div></div><div class="c xd6 y4f w102 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Bank deposits over 3 months<span class="_ _0"></span> </div></div><div class="c xd7 y4f w103 h1c"><div class="t m0 x77 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">9 </div></div><div class="c xd6 ya79 w102 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Cash and cash equivalents<span class="_ _0"></span> </div></div><div class="c xd7 ya79 w103 h1c"><div class="t m0 x99 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">11<span class="ls1">.1</span> </div></div><div class="c xd6 ya7a w102 h1c"><div class="t m0 x7f h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Financial liabilities </div></div><div class="c xd7 ya7a w103 h1c"><div class="t m0 x7c h15 ybf ff3 fsa fc0 sc0 ls0 ws0">- </div></div><div class="c xd6 y580 w102 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Lease obligations </div></div><div class="c xd7 y580 w103 h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">17 </div></div><div class="c xd6 ya7b w102 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 ya7b w103 h1c"><div class="t m0 xa h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 ya7c w102 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Credits and loans (long-<span class="_ _0"></span>term and short-term) </div></div><div class="c xd7 ya7c w103 h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">18 </div></div><div class="c xd6 ya7d w102 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Trade payables </div></div><div class="c xd7 ya7d w103 h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">20 </div></div><div class="c xd6 ya7e w102 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other liabilities that are financial liabilities<span class="_ _0"></span> </div></div><div class="c xd7 ya7e w103 h1c"><div class="t m0 x8c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">21 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h20 ya7f ff3 fs0 fc0 sc0 ls0 ws0">Market <span class="_ _0"></span><span class="ff1">risk <span class="_ _0"></span>- <span class="_ _10"></span>is <span class="_ _0"></span>the <span class="_ _0"></span>risk <span class="_ _10"></span>that arises <span class="_ _10"></span>when <span class="_ _0"></span>the <span class="_ _0"></span>fair <span class="_ _0"></span>value <span class="_ _10"></span>of <span class="_ _0"></span>a <span class="_ _0"></span>financial <span class="_ _10"></span>instrument or <span class="_ _10"></span>future <span class="_ _0"></span>cash <span class="_ _0"></span>flows <span class="_ _0"></span>associated </span></div><div class="t m0 x4 h2 ya80 ff1 fs0 fc0 sc0 ls0 ws0">with it will fluctuate due to changes in market<span class="_ _8"></span> prices. This risk includes three types of risk: curre<span class="_ _5"></span>ncy risk, <span class="_ _0"></span>interest </div><div class="t m0 x4 h2 ya81 ff1 fs0 fc0 sc0 ls0 ws0">rate risk, other price risk<span class="ls2">. </span> </div></div></div><div class="pi" ></div></div><div id="pf56" class="pf w0 h0" ><div class="pc pc56 w0 h0"><img class="bi x4 y654 w17 h9a" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 86 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff4 fs0 fc0 sc0 ls0 ws0">Currency <span class="_ _10"></span>risk <span class="_ _15"></span><span class="ff1">- <span class="_ _10"></span>is <span class="_ _15"></span>the <span class="_ _10"></span>risk <span class="_ _10"></span>when <span class="_ _15"></span>the <span class="_ _10"></span>fair <span class="_ _15"></span>va<span class="_ _5"></span>lue <span class="_ _15"></span>of <span class="_ _10"></span>a <span class="_ _15"></span>financia<span class="_ _5"></span>l <span class="_ _15"></span>instrument <span class="_ _10"></span>or <span class="_ _15"></span>future<span class="_ _5"></span> <span class="_ _15"></span>cash <span class="_ _10"></span>flows <span class="_ _15"></span>associat<span class="_ _5"></span>ed <span class="_ _15"></span>with <span class="_ _10"></span>it </span></div><div class="t m0 x4 h2 y683 ff1 fs0 fc0 sc0 ls0 ws0">fluctuate due to changes in exchange rates<span class="_ _5"></span>. Due to the nature of the Group&apos;s operations, in which revenue strea<span class="_ _5"></span>ms </div><div class="t m0 x4 h2 y684 ff1 fs0 fc0 sc0 ls0 ws0">are generated in <span class="_ _0"></span>four pr<span class="_ _0"></span>imary currencies, i.e. USD, <span class="_ _0"></span>GBP, <span class="_ _0"></span>EUR and <span class="_ _0"></span>PLN, while <span class="_ _0"></span>costs are incurred <span class="_ _0"></span>mainly in PLN </div><div class="t m0 x4 h2 y86c ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _0"></span>USD <span class="_ _10"></span>as <span class="_ _0"></span>long <span class="_ _0"></span>as <span class="_ _10"></span>this <span class="_ _0"></span>state <span class="_ _0"></span>of <span class="_ _10"></span>affairs <span class="_ _0"></span>continues<span class="ls2">, <span class="_ _10"></span></span>it <span class="_ _0"></span>is <span class="_ _0"></span>exposed <span class="_ _10"></span>to <span class="_ _0"></span>the <span class="_ _0"></span>risk <span class="_ _10"></span>of <span class="_ _0"></span>rapid <span class="_ _0"></span>changes <span class="_ _10"></span>in <span class="_ _0"></span>foreign <span class="_ _0"></span>exchange </div><div class="t m0 x4 h2 y86d ff1 fs0 fc0 sc0 ls0 ws0">rates, including <span class="_ _0"></span>in particular the strengthening of <span class="_ _0"></span>the PLN against <span class="_ _0"></span>foreign currencies. Monetary resources held <span class="_ _0"></span>in </div><div class="t m0 x4 h2 y86e ff1 fs0 fc0 sc0 ls0 ws0">currency are also exposed t<span class="_ _5"></span>o <span class="_ _0"></span>this risk. </div><div class="t m0 x4 h2 y717 ff4 fs0 fc0 sc0 ls0 ws0">Interest <span class="_ _15"></span>rate <span class="_ _10"></span>risk <span class="_ _15"></span><span class="ff1">- <span class="_ _15"></span>is <span class="_ _10"></span>the <span class="_ _15"></span>risk <span class="_ _10"></span>that <span class="_ _15"></span>arises <span class="_ _10"></span>when <span class="_ _15"></span>the <span class="_ _15"></span>fair <span class="_ _10"></span>value <span class="_ _15"></span>of <span class="_ _10"></span>a <span class="_ _15"></span>financial <span class="_ _10"></span>instrument <span class="_ _15"></span>or <span class="_ _10"></span>the <span class="_ _15"></span>future <span class="_ _15"></span>c<span class="_ _8"></span>ash <span class="_ _15"></span>flows </span></div><div class="t m0 x4 h2 y718 ff1 fs0 fc0 sc0 ls0 ws0">associated <span class="_ _10"></span>with <span class="_ _10"></span>it <span class="_ _0"></span>fluctuate <span class="_ _10"></span>due <span class="_ _10"></span>to <span class="_ _10"></span>changes <span class="_ _0"></span>in <span class="_ _10"></span>market <span class="_ _10"></span>interest <span class="_ _10"></span>rates. <span class="_ _10"></span>The <span class="_ _10"></span>Group <span class="_ _10"></span>invests <span class="_ _0"></span>surplus <span class="_ _10"></span>funds <span class="_ _10"></span>in <span class="_ _10"></span>interest-</div><div class="t m0 x4 h2 ya82 ff1 fs0 fc0 sc0 ls0 ws0">bearing assets (bank deposits)<span class="_ _5"></span> w<span class="_ _0"></span>ith fixed interest rates, he<span class="_ _5"></span>nce it is not exposed to interest rate risk.  </div><div class="t m0 x4 h2 ya83 ff1 fs0 fc0 sc0 ls0 ws0">The main interest rate<span class="_ _5"></span> risk is related to debt instrume<span class="_ _5"></span>nts. In 2024<span class="lsd">, </span>the Group did not use external <span class="_ _5"></span>deb<span class="_ _0"></span>t instruments </div><div class="t m0 x4 h2 ya84 ff1 fs0 fc0 sc0 ls0 ws0">with variable <span class="_ _5"></span>interest rates <span class="_ _5"></span>(loans and <span class="_ _5"></span>bonds) and t<span class="_ _5"></span>her<span class="_ _0"></span>efore <span class="_ _5"></span>was not significantl<span class="_ _5"></span>y exposed to <span class="_ _5"></span>changes in <span class="_ _5"></span>cash flows </div><div class="t m0 x4 h2 ya85 ff1 fs0 fc0 sc0 ls0 ws0">due to changes in inte<span class="_ _5"></span>rest rates.<span class="_ _0"></span> </div><div class="t m0 x4 h2 ya86 ff4 fs0 fc0 sc0 ls0 ws0">Other <span class="_ _15"></span>pr<span class="_ _0"></span>ice <span class="_ _15"></span>risks <span class="_ _13"></span><span class="ff1">-<span class="_ _0"></span> <span class="_ _13"></span>are <span class="_ _15"></span>risks <span class="_ _13"></span>that <span class="_ _13"></span>arise <span class="_ _13"></span>when <span class="_ _13"></span>the <span class="_ _15"></span>fair <span class="_ _13"></span>value <span class="_ _13"></span>of <span class="_ _13"></span>a <span class="_ _13"></span>financial <span class="_ _15"></span>instrument <span class="_ _13"></span>or <span class="_ _13"></span>the <span class="_ _13"></span>future <span class="_ _13"></span>cash <span class="_ _15"></span>flows </span></div><div class="t m0 x4 h2 y410 ff1 fs0 fc0 sc0 ls0 ws0">associated with it<span class="_ _5"></span> fluctuate due to changes i<span class="_ _5"></span>n market prices (ot<span class="_ _8"></span>her than those <span class="_ _5"></span>arising from interest rate <span class="_ _5"></span>or currency </div><div class="t m0 x4 h2 ya87 ff1 fs0 fc0 sc0 ls0 ws0">risk), <span class="_ _5"></span>regardless <span class="_ _5"></span>of whether <span class="_ _6"></span>these cha<span class="_ _5"></span>ng<span class="_ _0"></span>es <span class="_ _5"></span>are cause<span class="_ _5"></span>d by <span class="_ _5"></span>factors <span class="_ _5"></span>specific <span class="_ _5"></span>to individual <span class="_ _6"></span>financial instr<span class="_ _5"></span>uments or <span class="_ _6"></span>their </div><div class="t m0 x4 h2 y853 ff1 fs0 fc0 sc0 ls0 ws0">issuer, <span class="_ _15"></span>or <span class="_ _10"></span>by<span class="_ _0"></span> <span class="_ _15"></span>factors <span class="_ _10"></span>relating <span class="_ _15"></span>to <span class="_ _15"></span>all <span class="_ _15"></span>similar <span class="_ _10"></span>financial <span class="_ _15"></span>instruments <span class="_ _15"></span>traded <span class="_ _10"></span>in <span class="_ _15"></span>the <span class="_ _15"></span>market. <span class="_ _15"></span>The <span class="_ _15"></span>Group <span class="_ _15"></span>do<span class="_ _5"></span>es <span class="_ _15"></span>not <span class="_ _15"></span>use </div><div class="t m0 x4 h2 y46c ff1 fs0 fc0 sc0 ls0 ws0">financial instruments with pri<span class="_ _5"></span>ce risk and is therefore not exposed to other price risks </div><div class="t m0 x4 h20 y82f ff3 fs0 fcc sc0 ls0 ws0"> </div><div class="t m0 x4 h20 ya88 ff3 fs0 fc5 sc0 ls0 ws0">SENSITIVITY ANALYSIS </div><div class="t m0 x4 h20 ya89 ff3 fs0 fc5 sc0 ls0 ws0">Currency risk 01.01.2024 - 31.<span class="_ _8"></span>12.2024 </div></div><div class="c xd6 y1a4 w104 h9b"><div class="t m0 x50 h15 ya8a ff3 fsa fc0 sc0 ls0 ws0">Financial instruments by </div><div class="t m0 x59 h15 y221 ff3 fsa fc0 sc0 ls0 ws0">balance sheet items </div></div><div class="c xe ya8b w105 h9c"><div class="t m0 x32 h15 ya8c ff3 fsa fc0 sc0 ls0 ws0">Value expressed in currency:<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xd2 y1a4 we8 h9b"><div class="t m0 x31 h15 ya8a ff3 fsa fc0 sc0 ls0 ws0">Value after </div><div class="t m0 x18 h15 y221 ff3 fsa fc0 sc0 ls0 ws0">conversion </div></div><div class="c xe y1a4 w106 h9c"><div class="t m0 xf2 h15 ya8d ff3 fsa fc0 sc0 ls0 ws0">EUR </div></div><div class="c x120 y1a4 w107 h9c"><div class="t m0 x70 h15 ya8d ff3 fsa fc0 sc0 ls0 ws0">USD </div></div><div class="c x121 y1a4 w108 h9c"><div class="t m0 x70 h15 ya8d ff3 fsa fc0 sc0 ls0 ws0">GBP<span class="ffc fs0"> </span></div></div><div class="c xd6 ya8e w104 h9d"><div class="t m0 x2 h15 ydb ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Fi</span><span class="fc6 sc0">nancial </span><span class="fc6 sc0">as</span><span class="fc6 sc0">s</span><span class="fc6 sc0">et</span><span class="fc6 sc0">s</span><span class="fc6 sc0"> </span></div></div><div class="c xe ya8e w106 h9d"><div class="t m0 x8c h18 ydb ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x120 ya8e w107 h9d"><div class="t m0 x79 h18 ya8f ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x121 ya8e w108 h9d"><div class="t m0 x79 h18 ydb ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 ya8e we8 h9d"><div class="t m0 x66 h18 ydb ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 ya90 w104 h9e"><div class="t m0 x2 h18 ya91 ff1 fsa fc0 sc0 ls0 ws0">Trade receivables </div></div><div class="c xe ya90 w106 h9e"><div class="t m0 xd6 h18 ya91 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x120 ya90 w107 h9e"><div class="t m0 xb7 h18 ya91 ff1 fsa fc0 sc0 ls0 ws0">1 100 </div></div><div class="c x121 ya90 w108 h9e"><div class="t m0 x65 h18 ya91 ff1 fsa fc0 sc0 ls0 ws0">298 </div></div><div class="c xd2 ya90 we8 h9e"><div class="t m0 x58 h18 ya91 ff1 fsa fc0 sc0 ls0 ws0">6 047 </div></div><div class="c xd6 ya92 w104 h9c"><div class="t m0 x2 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">Cash, including: </div></div><div class="c xe ya92 w106 h9c"><div class="t m0 xd6 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">3 </div></div><div class="c x120 ya92 w107 h9c"><div class="t m0 x60 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c x121 ya92 w108 h9c"><div class="t m0 x60 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd2 ya92 we8 h9c"><div class="t m0 x2d h18 ydb ff1 fsa fc0 sc0 ls0 ws0">36 </div></div><div class="c xd6 ya93 w104 h9d"><div class="t m0 x2 h25 ydb ff4 fsa fc0 sc0 ls0 ws0">- cash on hand and in accounts<span class="_ _0"></span> </div></div><div class="c xe ya93 w106 h9d"><div class="t m0 xd6 h25 ydb ff4 fsa fc0 sc0 ls0 ws0">3 </div></div><div class="c x120 ya93 w107 h9d"><div class="t m0 x60 h25 ydb ff4 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c x121 ya93 w108 h9d"><div class="t m0 x60 h25 ydb ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd2 ya93 we8 h9d"><div class="t m0 x2d h25 ydb ff4 fsa fc0 sc0 ls0 ws0">36 </div></div><div class="c xd6 ya94 w104 h9c"><div class="t m0 x2 h15 ya8d ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Fi</span><span class="fc6 sc0">nancial </span><span class="fc6 sc0">liabili</span><span class="fc6 sc0">ties</span><span class="fc6 sc0"> </span></div></div><div class="c xe ya94 w106 h9c"><div class="t m0 x8c h18 ya8d ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x120 ya94 w107 h9c"><div class="t m0 x79 h18 ya8c ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x121 ya94 w108 h9c"><div class="t m0 x79 h18 ya8d ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 ya94 we8 h9c"><div class="t m0 x66 h18 ya8d ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 ya95 w104 h9c"><div class="t m0 x2 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">Bank loans </div></div><div class="c xe ya95 w106 h9c"><div class="t m0 xd6 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x120 ya95 w107 h9c"><div class="t m0 x60 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x121 ya95 w108 h9c"><div class="t m0 x60 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd2 ya95 we8 h9c"><div class="t m0 x64 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y185 w104 h9d"><div class="t m0 x2 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">Trade payables </div></div><div class="c xe y185 w106 h9d"><div class="t m0 xd6 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x120 y185 w107 h9d"><div class="t m0 x66 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">-179 </div></div><div class="c x121 y185 w108 h9d"><div class="t m0 x60 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd2 y185 we8 h9d"><div class="t m0 xc4 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">-734 </div></div><div class="c xd6 y1e1 w104 h19"><div class="t m0 x2 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Total exposure to foreign </div><div class="t m0 x2 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">exchange ris</span><span class="fc6 sc0">k</span><span class="fc6 sc0"> </span></div></div><div class="c xe y1e1 w106 h19"><div class="t m0 xd6 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">3 </div></div><div class="c x120 y1e1 w107 h19"><div class="t m0 x65 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">926 </div></div><div class="c x121 y1e1 w108 h19"><div class="t m0 x65 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">299 </div></div><div class="c xd2 y1e1 we8 h19"><div class="t m0 x58 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">5 349 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y1ff ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 ya96 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span><span class="ff3 fc5"> </span></div></div></div><div class="pi" ></div></div><div id="pf57" class="pf w0 h0" ><div class="pc pc57 w0 h0"><img class="bi x4 ya97 w17 h9f" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 87 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h20 y196 ff3 fs0 fc5 sc0 ls0 ws0">Currency risk 01.01.2023 - 31.<span class="_ _8"></span>12.2023 </div></div><div class="c xd6 ya98 w109 h9b"><div class="t m0 xbd h15 ya8a ff3 fsa fc0 sc0 ls0 ws0">Financial instruments by </div><div class="t m0 xe1 h15 y221 ff3 fsa fc0 sc0 ls0 ws0">balance sheet items </div></div><div class="c x68 ya99 w10a h9c"><div class="t m0 x64 h15 ydb ff3 fsa fc0 sc0 ls0 ws0">Value expressed in currency:<span class="_ _0"></span> </div></div><div class="c x5e ya98 w10b h9b"><div class="t m0 x1f h15 ya8a ff3 fsa fc0 sc0 ls0 ws0">Value after </div><div class="t m0 x3a h15 y221 ff3 fsa fc0 sc0 ls0 ws0">conversion </div></div><div class="c x68 ya98 w10c h9c"><div class="t m0 x74 h15 ya8d ff3 fsa fc0 sc0 ls0 ws0">EUR </div></div><div class="c x93 ya98 w10d h9c"><div class="t m0 xe0 h15 ya8d ff3 fsa fc0 sc0 ls0 ws0">USD </div></div><div class="c x5c ya98 w10e h9c"><div class="t m0 x74 h15 ya8d ff3 fsa fc0 sc0 ls0 ws0">GBP<span class="ff1"> </span></div></div><div class="c xd6 ya9a w109 h9d"><div class="t m0 x2 h15 ydb ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Fi</span><span class="fc6 sc0">nancial </span><span class="fc6 sc0">as</span><span class="fc6 sc0">s</span><span class="fc6 sc0">et</span><span class="fc6 sc0">s</span><span class="fc6 sc0"> </span></div></div><div class="c x68 ya9a w10c h9d"><div class="t m0 xd6 h18 ydb ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x93 ya9a w10d h9d"><div class="t m0 xd6 h18 ydb ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5c ya9a w10e h9d"><div class="t m0 xd6 h18 ya8f ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5e ya9a w10b h9d"><div class="t m0 xd6 h18 ydb ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 ya0b w109 h9e"><div class="t m0 x2 h18 ya8d ff1 fsa fc0 sc0 ls0 ws0">Trade receivables </div></div><div class="c x68 ya0b w10c h9e"><div class="t m0 xb7 h18 ya8d ff1 fsa fc0 sc0 ls0 ws0">192 </div></div><div class="c x93 ya0b w10d h9e"><div class="t m0 x2a h18 ya8d ff1 fsa fc0 sc0 ls0 ws0">1 246 </div></div><div class="c x5c ya0b w10e h9e"><div class="t m0 x32 h18 ya8d ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x5e ya0b w10b h9e"><div class="t m0 x2a h18 ya8d ff1 fsa fc0 sc0 ls0 ws0">5 739 </div></div><div class="c xd6 ya9b w109 h9c"><div class="t m0 x2 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">Cash, including: </div></div><div class="c x68 ya9b w10c h9c"><div class="t m0 x30 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">13 </div></div><div class="c x93 ya9b w10d h9c"><div class="t m0 xb7 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">767 </div></div><div class="c x5c ya9b w10e h9c"><div class="t m0 x32 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x5e ya9b w10b h9c"><div class="t m0 x2a h18 ydb ff1 fsa fc0 sc0 ls0 ws0">3 076 </div></div><div class="c xd6 ya63 w109 h9c"><div class="t m0 x2 h25 ya8d ff4 fsa fc0 sc0 ls0 ws0">- cash on hand and in accounts<span class="_ _0"></span> </div></div><div class="c x68 ya63 w10c h9c"><div class="t m0 x30 h25 ya8d ff4 fsa fc0 sc0 ls0 ws0">13 </div></div><div class="c x93 ya63 w10d h9c"><div class="t m0 xb7 h25 ya8d ff4 fsa fc0 sc0 ls0 ws0">767 </div></div><div class="c x5c ya63 w10e h9c"><div class="t m0 x32 h25 ya8d ff4 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x5e ya63 w10b h9c"><div class="t m0 x2a h25 ya8d ff4 fsa fc0 sc0 ls0 ws0">3 076 </div></div><div class="c xd6 y30 w109 h9c"><div class="t m0 x2 h15 ya8d ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Fi</span><span class="fc6 sc0">nancial </span><span class="fc6 sc0">liabili</span><span class="fc6 sc0">ties</span><span class="fc6 sc0"> </span></div></div><div class="c x68 y30 w10c h9c"><div class="t m0 xd6 h18 ya8d ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x93 y30 w10d h9c"><div class="t m0 xd6 h18 ya8d ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5c y30 w10e h9c"><div class="t m0 xd6 h18 ya8d ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x5e y30 w10b h9c"><div class="t m0 xd6 h18 ya8d ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 ya9c w109 h9d"><div class="t m0 x2 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">Bank loans </div></div><div class="c x68 ya9c w10c h9d"><div class="t m0 x32 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x93 ya9c w10d h9d"><div class="t m0 xcd h18 ydb ff1 fsa fc0 sc0 ls0 ws0">-159 </div></div><div class="c x5c ya9c w10e h9d"><div class="t m0 x32 h18 ydb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x5e ya9c w10b h9d"><div class="t m0 xcd h18 ydb ff1 fsa fc0 sc0 ls0 ws0">-627 </div></div><div class="c xd6 ya9d w109 h9c"><div class="t m0 x2 h15 ya8d ff1 fsa fc0 sc0 ls0 ws0">Trade payables<span class="ff3"> </span></div></div><div class="c x68 ya9d w10c h9c"><div class="t m0 xcc h18 ya8d ff1 fsa fc0 sc0 ls0 ws0">-13 </div></div><div class="c x93 ya9d w10d h9c"><div class="t m0 xcd h18 ya8d ff1 fsa fc0 sc0 ls0 ws0">-113 </div></div><div class="c x5c ya9d w10e h9c"><div class="t m0 x32 h18 ya8d ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x5e ya9d w10b h9c"><div class="t m0 x2d h18 ya8d ff1 fsa fc0 sc0 ls0 ws0">- 502 </div></div><div class="c xd6 y9d1 w109 h19"><div class="t m0 x2 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Total exposure to foreign </div><div class="t m0 x2 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">exchange ris</span><span class="fc6 sc0">k</span><span class="fc6 sc0"> </span></div></div><div class="c x68 y9d1 w10c h19"><div class="t m0 xb7 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">192 </div></div><div class="c x93 y9d1 w10d h19"><div class="t m0 x2a h15 ybb ff3 fsa fc0 sc0 ls0 ws0">1 741 </div></div><div class="c x5c y9d1 w10e h19"><div class="t m0 x32 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x5e y9d1 w10b h19"><div class="t m0 x2a h15 ybb ff3 fsa fc0 sc0 ls0 ws0">7 685 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y75c ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 y7b8 ff3 fs0 fc5 sc0 ls0 ws0">Analysis of sensitivity to currency<span class="_ _5"></span> risk </div></div><div class="c xd6 ya9e w10f ha0"><div class="t m0 xbe h15 y8d6 ff3 fsa fc0 sc0 ls0 ws0">Position </div></div><div class="c xee ya9e w110 ha0"><div class="t m0 x5d h15 ya9f ff3 fsa fc0 sc0 ls0 ws0">Rate </div><div class="t m0 x34 h15 y8d6 ff3 fsa fc0 sc0 ls0 ws0">fluctuati</div><div class="t m0 x3a h15 y79f ff3 fsa fc0 sc0 ls0 ws0">ons<span class="ff1"> </span></div></div><div class="c x122 yaa0 w111 h1d"><div class="t m0 x2c h15 y51f ff3 fsa fc0 sc0 ls0 ws0">Impact on financial results: </div></div><div class="c x123 yaa0 w112 h1d"><div class="t m0 x73 h15 y51f ff3 fsa fc0 sc0 ls0 ws0">Impact on equity: </div></div><div class="c x122 ya9e w113 h19"><div class="t m0 xa8 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">EUR </div></div><div class="c x124 ya9e w114 h19"><div class="t m0 xa8 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">USD </div></div><div class="c x125 ya9e w114 h19"><div class="t m0 xa8 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">GBP </div></div><div class="c x81 ya9e w115 h19"><div class="t m0 x44 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">togeth</div><div class="t m0 x5d h15 ybd ff3 fsa fc0 sc0 ls15 ws0"><span class="fc6 sc0">er</span><span class="ls0"><span class="fc6 sc0"> </span></span></div></div><div class="c x123 ya9e w116 h19"><div class="t m0 x17 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">EUR </div></div><div class="c x8f ya9e w117 h19"><div class="t m0 x17 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">USD </div></div><div class="c x126 ya9e w117 h19"><div class="t m0 x17 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">GBP </div></div><div class="c x127 ya9e w118 h19"><div class="t m0 x1c h15 ybc ff3 fsa fc0 sc0 ls0 ws0">togeth</div><div class="t m0 x49 h15 ybd ff3 fsa fc0 sc0 ls15 ws0"><span class="fc6 sc0">er</span><span class="ls0"><span class="fc6 sc0"> </span></span></div></div><div class="c xd6 y24f w10f h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">As of 31.12.2024 </div></div><div class="c xee y24f w110 h1c"><div class="t m0 xc6 h1b yc3 ff5 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x122 y24f w113 h1c"><div class="t m0 xe1 h25 yc3 ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x124 y24f w114 h1c"><div class="t m0 xe1 h25 yc3 ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x125 y24f w114 h1c"><div class="t m0 xe1 h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x81 y24f w115 h1c"><div class="t m0 xe1 h25 yc3 ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x123 y24f w116 h1c"><div class="t m0 xf2 h25 yc3 ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x8f y24f w117 h1c"><div class="t m0 xf2 h25 yc3 ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y24f w117 h1c"><div class="t m0 xf2 h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y24f w118 h1c"><div class="t m0 xf2 h25 yc3 ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 yaa1 w10f h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Exchange rate increase </div></div><div class="c xee yaa1 w110 h1c"><div class="t m0 x4d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">10% </div></div><div class="c x122 yaa1 w113 h1c"><div class="t m0 x59 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x124 yaa1 w114 h1c"><div class="t m0 x1d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">380 </div></div><div class="c x125 yaa1 w114 h1c"><div class="t m0 x1d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">154 </div></div><div class="c x81 yaa1 w115 h1c"><div class="t m0 x1d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">535 </div></div><div class="c x123 yaa1 w116 h1c"><div class="t m0 x54 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x8f yaa1 w117 h1c"><div class="t m0 x3a h18 ybf ff1 fsa fc0 sc0 ls0 ws0">380 </div></div><div class="c x126 yaa1 w117 h1c"><div class="t m0 x3a h18 ybf ff1 fsa fc0 sc0 ls0 ws0">154 </div></div><div class="c x127 yaa1 w118 h1c"><div class="t m0 x3a h18 ybf ff1 fsa fc0 sc0 ls0 ws0">535 </div></div><div class="c xd6 yaa2 w10f h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">The decline in the </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">exchang</span><span class="fc6 sc0">e r</span><span class="fc6 sc0">ate</span><span class="fc6 sc0"> </span></div></div><div class="c xee yaa2 w110 h19"><div class="t m0 x4f h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-10% </div></div><div class="c x122 yaa2 w113 h19"><div class="t m0 x46 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-1 </div></div><div class="c x124 yaa2 w114 h19"><div class="t m0 x5d h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-380 </div></div><div class="c x125 yaa2 w114 h19"><div class="t m0 x5d h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-154 </div></div><div class="c x81 yaa2 w115 h19"><div class="t m0 x5d h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-535 </div></div><div class="c x123 yaa2 w116 h19"><div class="t m0 xe7 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-1 </div></div><div class="c x8f yaa2 w117 h19"><div class="t m0 x22 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-380 </div></div><div class="c x126 yaa2 w117 h19"><div class="t m0 x49 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-154 </div></div><div class="c x127 yaa2 w118 h19"><div class="t m0 x49 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-535 </div></div><div class="c xd6 yaa3 w10f h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Status as of 31.12.2023<span class="_ _0"></span> </div></div><div class="c xee yaa3 w110 h1c"><div class="t m0 xc6 h1b yc3 ff5 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x122 yaa3 w113 h1c"><div class="t m0 xe1 h25 yc3 ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x124 yaa3 w114 h1c"><div class="t m0 xe1 h25 yc3 ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x125 yaa3 w114 h1c"><div class="t m0 xe1 h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x81 yaa3 w115 h1c"><div class="t m0 xe1 h25 yc3 ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x123 yaa3 w116 h1c"><div class="t m0 xf2 h25 yc3 ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x8f yaa3 w117 h1c"><div class="t m0 xf2 h25 yc3 ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x126 yaa3 w117 h1c"><div class="t m0 xf2 h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x127 yaa3 w118 h1c"><div class="t m0 xf2 h25 yc3 ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y458 w10f h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Exchange rate increase </div></div><div class="c xee y458 w110 h1d"><div class="t m0 x4d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">10% </div></div><div class="c x122 y458 w113 h1d"><div class="t m0 x2c h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-84 </div></div><div class="c x124 y458 w114 h1d"><div class="t m0 x1d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">685 </div></div><div class="c x125 y458 w114 h1d"><div class="t m0 x72 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x81 y458 w115 h1d"><div class="t m0 x1d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">601 </div></div><div class="c x123 y458 w116 h1d"><div class="t m0 x33 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-84 </div></div><div class="c x8f y458 w117 h1d"><div class="t m0 x3a h18 ybf ff1 fsa fc0 sc0 ls0 ws0">685 </div></div><div class="c x126 y458 w117 h1d"><div class="t m0 x54 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x127 y458 w118 h1d"><div class="t m0 x3a h18 ybf ff1 fsa fc0 sc0 ls0 ws0">601 </div></div><div class="c xd6 y1fa w10f h23"><div class="t m0 x2 h18 yf0 ff1 fsa fc0 sc0 ls0 ws0">The decline in the </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">exchang</span><span class="fc6 sc0">e r</span><span class="fc6 sc0">ate</span><span class="fc6 sc0"> </span></div></div><div class="c xee y1fa w110 h23"><div class="t m0 x4f h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-10% </div></div><div class="c x122 y1fa w113 h23"><div class="t m0 xe7 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">84 </div></div><div class="c x124 y1fa w114 h23"><div class="t m0 x5d h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-685 </div></div><div class="c x125 y1fa w114 h23"><div class="t m0 x72 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x81 y1fa w115 h23"><div class="t m0 x5d h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-601 </div></div><div class="c x123 y1fa w116 h23"><div class="t m0 x1a h18 ybb ff1 fsa fc0 sc0 ls0 ws0">84 </div></div><div class="c x8f y1fa w117 h23"><div class="t m0 x22 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-685 </div></div><div class="c x126 y1fa w117 h23"><div class="t m0 x54 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x127 y1fa w118 h23"><div class="t m0 x49 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">-601 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 yaa4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h20 yaa5 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span><span class="ff3 fc5"> </span></div></div></div><div class="pi" ></div></div><div id="pf58" class="pf w0 h0" ><div class="pc pc58 w0 h0"><img class="bi x4 yaa6 w17 ha1" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 88 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h20 y196 ff3 fs0 fc5 sc0 ls0 ws0">Classification of financial in<span class="_ _8"></span>struments under IFRS 9 </div></div><div class="c xd6 y16c we6 h2c"><div class="t m0 x5a h15 y164 ff3 fsa fc0 sc0 ls0 ws0">Financial assets by category  </div><div class="t m0 x38 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">according to IFRS 9 </div></div><div class="c xc8 y16c w119 h2c"><div class="t m0 xc7 h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Financial assets </div><div class="t m0 x2c h15 ybc ff3 fsa fc0 sc0 ls0 ws0">measured at </div><div class="t m0 x5d h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">amort</span><span class="fc6 sc0">ized cos</span><span class="fc6 sc0">t</span><span class="fc6 sc0"> </span></div></div><div class="c x128 y16c w11a h2c"><div class="t m0 x49 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Beyond IFRS 9 </div></div><div class="c x129 y16c w11b h2c"><div class="t m0 xcf h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xd6 y16d we6 h1a"><div class="t m0 x2 h15 y16e ff3 fsa fc0 sc0 ls0 ws0">As of 31.12.2024 </div></div><div class="c xc8 y16d w119 h1a"><div class="t m0 x12a h25 y16e ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y16d w11a h1a"><div class="t m0 x12a h25 y16e ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y16d w11b h1a"><div class="t m0 x12a h25 y16e ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y98e we6 h1d"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Fixed Assets:   </div></div><div class="c xc8 y98e w119 h1d"><div class="t m0 x12a h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y98e w11a h1d"><div class="t m0 x12a h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y98e w11b h1d"><div class="t m0 x12a h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y170 we6 h1c"><div class="t m0 x2 h15 ybf ff1 fsa fc0 sc0 ls0 ws0">Receivables<span class="ff3"> </span></div></div><div class="c xc8 y170 w119 h1c"><div class="t m0 x67 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">172 </div></div><div class="c x128 y170 w11a h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x129 y170 w11b h1c"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">172 </div></div><div class="c xd6 y98f we6 h1d"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Current assets: </div></div><div class="c xc8 y98f w119 h1d"><div class="t m0 x12a h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y98f w11a h1d"><div class="t m0 x12a h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y98f w11b h1d"><div class="t m0 x12a h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y172 we6 h1c"><div class="t m0 x2 h15 ybf ff1 fsa fc0 sc0 ls0 ws0">Contract assets <span class="ff3"> </span></div></div><div class="c xc8 y172 w119 h1c"><div class="t m0 x67 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">888 </div></div><div class="c x128 y172 w11a h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x129 y172 w11b h1c"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">888 </div></div><div class="c xd6 yaa7 we6 h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Trade receivables  </div></div><div class="c xc8 yaa7 w119 h1d"><div class="t m0 x12b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">8 872 </div></div><div class="c x128 yaa7 w11a h1d"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x129 yaa7 w11b h1d"><div class="t m0 x12b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">8 872 </div></div><div class="c xd6 y174 we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other receivables </div></div><div class="c xc8 y174 w119 h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4 </div></div><div class="c x128 y174 w11a h1c"><div class="t m0 x12b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 188 </div></div><div class="c x129 y174 w11b h1c"><div class="t m0 x12b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 192 </div></div><div class="c xd6 yaa8 we6 h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Bank deposits over 3 months<span class="_ _0"></span> </div></div><div class="c xc8 yaa8 w119 h1d"><div class="t m0 x60 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">93 </div></div><div class="c x128 yaa8 w11a h1d"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x129 yaa8 w11b h1d"><div class="t m0 x23 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">93 </div></div><div class="c xd6 y176 we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Cash and cash equivalents<span class="_ _0"></span> </div></div><div class="c xc8 y176 w119 h1c"><div class="t m0 xb7 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">16 499 </div></div><div class="c x128 y176 w11a h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x129 y176 w11b h1c"><div class="t m0 xb7 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">16 499 </div></div><div class="c xd6 yaa9 we6 h1d"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total category of financial assets<span class="_ _0"></span> </div></div><div class="c xc8 yaa9 w119 h1d"><div class="t m0 xb7 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">26 526 </div></div><div class="c x128 yaa9 w11a h1d"><div class="t m0 x12b h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 188 </div></div><div class="c x129 yaa9 w11b h1d"><div class="t m0 xb7 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">27 715 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y5ea ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 yaaa we6 h2c"><div class="t m0 x5a h15 y164 ff3 fsa fc0 sc0 ls0 ws0">Financial assets by category  </div><div class="t m0 x38 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">according to IFRS 9 </div></div><div class="c xc8 yaaa w119 h2c"><div class="t m0 xc7 h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Financial assets </div><div class="t m0 x2c h15 ybc ff3 fsa fc0 sc0 ls0 ws0">measured at </div><div class="t m0 x5d h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">amort</span><span class="fc6 sc0">ized cos</span><span class="fc6 sc0">t</span><span class="fc6 sc0"> </span></div></div><div class="c x128 yaaa w11a h2c"><div class="t m0 x49 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Beyond IFRS 9 </div></div><div class="c x129 yaaa w11b h2c"><div class="t m0 xcf h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xd6 yaab we6 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Status as of 31.12.2023<span class="_ _0"></span> </div></div><div class="c xc8 yaab w119 h1c"><div class="t m0 x12a h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x128 yaab w11a h1c"><div class="t m0 x12a h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x129 yaab w11b h1c"><div class="t m0 x12a h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y5ee we6 h1d"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Fixed Assets:   </div></div><div class="c xc8 y5ee w119 h1d"><div class="t m0 x12a h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y5ee w11a h1d"><div class="t m0 x12a h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y5ee w11b h1d"><div class="t m0 x12a h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y394 we6 h1c"><div class="t m0 x2 h15 ybf ff1 fsa fc0 sc0 ls0 ws0">Receivables<span class="ff3"> </span></div></div><div class="c xc8 y394 w119 h1c"><div class="t m0 x67 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">152 </div></div><div class="c x128 y394 w11a h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x129 y394 w11b h1c"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">152 </div></div><div class="c xd6 yaac we6 h1d"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Current assets: </div></div><div class="c xc8 yaac w119 h1d"><div class="t m0 x12a h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x128 yaac w11a h1d"><div class="t m0 x12a h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x129 yaac w11b h1d"><div class="t m0 x12a h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 yaad we6 h1c"><div class="t m0 x2 h15 ybf ff1 fsa fc0 sc0 ls0 ws0">Contract assets <span class="ff3"> </span></div></div><div class="c xc8 yaad w119 h1c"><div class="t m0 x67 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">496 </div></div><div class="c x128 yaad w11a h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x129 yaad w11b h1c"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">496 </div></div><div class="c xd6 yaae we6 h2d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Trade receivables  </div></div><div class="c xc8 yaae w119 h2d"><div class="t m0 x12b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">9 604 </div></div><div class="c x128 yaae w11a h2d"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x129 yaae w11b h2d"><div class="t m0 x12b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">9 604 </div></div><div class="c xd6 yaaf we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other receivables </div></div><div class="c xc8 yaaf w119 h1c"><div class="t m0 x60 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">59 </div></div><div class="c x128 yaaf w11a h1c"><div class="t m0 x12b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 706 </div></div><div class="c x129 yaaf w11b h1c"><div class="t m0 x12b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 766 </div></div><div class="c xd6 yab0 we6 h1d"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Bank deposits over 3 months<span class="_ _0"></span> </div></div><div class="c xc8 yab0 w119 h1d"><div class="t m0 x60 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">94 </div></div><div class="c x128 yab0 w11a h1d"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x129 yab0 w11b h1d"><div class="t m0 x23 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">94 </div></div><div class="c xd6 yab1 we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Cash and cash equivalents<span class="_ _0"></span> </div></div><div class="c xc8 yab1 w119 h1c"><div class="t m0 xb7 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">12 210 </div></div><div class="c x128 yab1 w11a h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x129 yab1 w11b h1c"><div class="t m0 xb7 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">12 210 </div></div><div class="c xd6 yab2 we6 h1d"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total category of financial assets<span class="_ _0"></span> </div></div><div class="c xc8 yab2 w119 h1d"><div class="t m0 xb7 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">22 615 </div></div><div class="c x128 yab2 w11a h1d"><div class="t m0 x12b h15 ybf ff3 fsa fc0 sc0 ls0 ws0">1 706 </div></div><div class="c x129 yab2 w11b h1d"><div class="t m0 xb7 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">24 322 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h18 yab3 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 yab4 ff1 fsa fc0 sc0 ls0 ws0"> <span class="_ _d"> </span> </div></div></div><div class="pi" ></div></div><div id="pf59" class="pf w0 h0" ><div class="pc pc59 w0 h0"><img class="bi x4 yab5 w17 ha2" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 89 </div></div><div class="c xd6 y5e0 we6 h2c"><div class="t m0 x59 h15 y164 ff3 fsa fc0 sc0 ls0 ws0">Financial liabilities by category <span class="_ _0"></span> </div><div class="t m0 x38 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">according to IFRS 9 </div></div><div class="c xc8 y5e0 w119 h2c"><div class="t m0 x44 h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Financial liabilities </div><div class="t m0 x2c h15 ybc ff3 fsa fc0 sc0 ls0 ws0">measured at </div><div class="t m0 x5d h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">amort</span><span class="fc6 sc0">ized cos</span><span class="fc6 sc0">t</span><span class="fc6 sc0"> </span></div></div><div class="c x128 y5e0 w11a h2c"><div class="t m0 x49 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Beyond IFRS 9 </div></div><div class="c x129 y5e0 w11b h2c"><div class="t m0 xcf h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xd6 y5e1 we6 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">As of 31.12.2024 </div></div><div class="c xc8 y5e1 w119 h1c"><div class="t m0 x12a h25 yc3 ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y5e1 w11a h1c"><div class="t m0 x12a h25 yc3 ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y5e1 w11b h1c"><div class="t m0 x12a h25 yc3 ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y5e2 we6 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Long-term liabilities:  <span class="_ _0"></span> </div></div><div class="c xc8 y5e2 w119 h1c"><div class="t m0 x12a h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y5e2 w11a h1c"><div class="t m0 x12a h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y5e2 w11b h1c"><div class="t m0 x12a h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y5e3 we6 h1a"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Credits, loans, other debt instruments<span class="_ _0"></span> </div></div><div class="c xc8 y5e3 w119 h1a"><div class="t m0 x67 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">605 </div></div><div class="c x128 y5e3 w11a h1a"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x129 y5e3 w11b h1a"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">605 </div></div><div class="c xd6 y1bb we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Lease obligations </div></div><div class="c xc8 y1bb w119 h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x128 y1bb w11a h1c"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">427 </div></div><div class="c x129 y1bb w11b h1c"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">427 </div></div><div class="c xd6 y5e4 we6 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Current liabilities: </div></div><div class="c xc8 y5e4 w119 h1c"><div class="t m0 x12a h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y5e4 w11a h1c"><div class="t m0 x12a h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y5e4 w11b h1c"><div class="t m0 x12a h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y5e5 we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Trade payables  </div></div><div class="c xc8 y5e5 w119 h1c"><div class="t m0 x12b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2 263 </div></div><div class="c x128 y5e5 w11a h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x129 y5e5 w11b h1c"><div class="t m0 x12b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2 263 </div></div><div class="c xd6 yab6 we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Credits, loans, other debt instruments<span class="_ _0"></span> </div></div><div class="c xc8 yab6 w119 h1c"><div class="t m0 x60 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">36 </div></div><div class="c x128 yab6 w11a h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x129 yab6 w11b h1c"><div class="t m0 x23 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">36 </div></div><div class="c xd6 yab7 we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Lease obligations </div></div><div class="c xc8 yab7 w119 h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x128 yab7 w11a h1c"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">422 </div></div><div class="c x129 yab7 w11b h1c"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">422 </div></div><div class="c xd6 yab8 we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Incentive program liabilities </div></div><div class="c xc8 yab8 w119 h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x128 yab8 w11a h1c"><div class="t m0 xb7 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">50 459 </div></div><div class="c x129 yab8 w11b h1c"><div class="t m0 xb7 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">50 459 </div></div><div class="c xd6 yab9 we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Liability under contracts </div></div><div class="c xc8 yab9 w119 h1c"><div class="t m0 x12b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">7 148 </div></div><div class="c x128 yab9 w11a h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x129 yab9 w11b h1c"><div class="t m0 x12b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">7 148 </div></div><div class="c xd6 yaba we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other liabilities </div></div><div class="c xc8 yaba w119 h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x128 yaba w11a h1c"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">929 </div></div><div class="c x129 yaba w11b h1c"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">929 </div></div><div class="c xd6 yabb we6 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total category of financial liabilities<span class="_ _0"></span> </div></div><div class="c xc8 yabb w119 h1c"><div class="t m0 xb7 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">10 087 </div></div><div class="c x128 yabb w11a h1c"><div class="t m0 xb7 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">52 237 </div></div><div class="c x129 yabb w11b h1c"><div class="t m0 xb7 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">62 324 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h20 yabc ff3 fs0 fcc sc0 ls0 ws0"><span class="fc6 sc0"> </span></div></div><div class="c xd6 yabd we6 h2c"><div class="t m0 x59 h15 y164 ff3 fsa fc0 sc0 ls0 ws0">Financial <span class="ls7">liabilities by category </span> </div><div class="t m0 x38 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">according to IFRS 9 </div></div><div class="c xc8 yabd w119 h2c"><div class="t m0 x44 h15 y142 ff3 fsa fc0 sc0 ls0 ws0">Financial liabilities </div><div class="t m0 x2c h15 ybc ff3 fsa fc0 sc0 ls0 ws0">measured at </div><div class="t m0 x5d h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">amort</span><span class="fc6 sc0">ized cos</span><span class="fc6 sc0">t</span><span class="fc6 sc0"> </span></div></div><div class="c x128 yabd w11a h2c"><div class="t m0 x49 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Beyond IFRS 9 </div></div><div class="c x129 yabd w11b h2c"><div class="t m0 xcf h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c xd6 yabe we6 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Status as of 31.12.2023<span class="_ _0"></span> </div></div><div class="c xc8 yabe w119 h1c"><div class="t m0 x12a h25 yc3 ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x128 yabe w11a h1c"><div class="t m0 x12a h25 yc3 ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x129 yabe w11b h1c"><div class="t m0 x12a h25 yc3 ff4 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y3fc we6 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Long-term liabilities:  <span class="_ _0"></span> </div></div><div class="c xc8 y3fc w119 h1c"><div class="t m0 x12a h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y3fc w11a h1c"><div class="t m0 x12a h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y3fc w11b h1c"><div class="t m0 x12a h18 yc3 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 yabf we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Credits, loans, other debt instruments<span class="_ _0"></span> </div></div><div class="c xc8 yabf w119 h1c"><div class="t m0 x67 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">593 </div></div><div class="c x128 yabf w11a h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x129 yabf w11b h1c"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">593 </div></div><div class="c xd6 yac0 we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Lease obligations </div></div><div class="c xc8 yac0 w119 h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x128 yac0 w11a h1c"><div class="t m0 x60 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">33 </div></div><div class="c x129 yac0 w11b h1c"><div class="t m0 x23 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">33 </div></div><div class="c xd6 yac1 we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Incentive program liabilities </div></div><div class="c xc8 yac1 w119 h1c"><div class="t m0 x12a h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x128 yac1 w11a h1c"><div class="t m0 x12a h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x129 yac1 w11b h1c"><div class="t m0 x12a h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 yac2 we6 h1a"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Current liabilities: </div></div><div class="c xc8 yac2 w119 h1a"><div class="t m0 x12b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2 808 </div></div><div class="c x128 yac2 w11a h1a"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x129 yac2 w11b h1a"><div class="t m0 x12b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2 808 </div></div><div class="c xd6 yac3 we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Trade payables  </div></div><div class="c xc8 yac3 w119 h1c"><div class="t m0 x60 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">35 </div></div><div class="c x128 yac3 w11a h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x129 yac3 w11b h1c"><div class="t m0 x23 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">35 </div></div><div class="c xd6 yac4 we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Credits, loans, other debt instruments<span class="_ _0"></span> </div></div><div class="c xc8 yac4 w119 h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x128 yac4 w11a h1c"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">604 </div></div><div class="c x129 yac4 w11b h1c"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">604 </div></div><div class="c xd6 yac5 we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Lease obligations </div></div><div class="c xc8 yac5 w119 h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x128 yac5 w11a h1c"><div class="t m0 xb7 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">29 559 </div></div><div class="c x129 yac5 w11b h1c"><div class="t m0 xb7 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">29 559 </div></div><div class="c xd6 yac6 we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Liability under contracts </div></div><div class="c xc8 yac6 w119 h1c"><div class="t m0 x12b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4 121 </div></div><div class="c x128 yac6 w11a h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x129 yac6 w11b h1c"><div class="t m0 x12b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4 121 </div></div><div class="c xd6 yac7 we6 h1c"><div class="t m0 x2 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Other liabilities </div></div><div class="c xc8 yac7 w119 h1c"><div class="t m0 x79 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x128 yac7 w11a h1c"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">657 </div></div><div class="c x129 yac7 w11b h1c"><div class="t m0 x20 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">657 </div></div><div class="c xd6 yac8 we6 h1c"><div class="t m0 x2 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total category of financial liabilities<span class="_ _0"></span> </div></div><div class="c xc8 yac8 w119 h1c"><div class="t m0 x12b h15 ybf ff3 fsa fc0 sc0 ls0 ws0">7 557 </div></div><div class="c x128 yac8 w11a h1c"><div class="t m0 xb7 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">30 853 </div></div><div class="c x129 yac8 w11b h1c"><div class="t m0 x23 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">38  </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h20 y200 ff3 fs0 fcc sc0 ls0 ws0"> </div><div class="t m0 x4 h20 yac9 ff3 fs0 fcc sc0 ls0 ws0"> <span class="_ _d"> </span> </div></div></div><div class="pi" ></div></div><div id="pf5a" class="pf w0 h0" ><div class="pc pc5a w0 h0"><img class="bi x67 y970 w31 h8e" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 x9e ha y24 ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk <span class="_ _0"></span>Capital Group </div><div class="t m0 x9f ha y25 ff1 fs4 fc0 sc0 ls0 ws0">for the 12-month period ended December 31, <span class="_ _0"></span><span class="ls1">2024</span> </div><div class="t m0 x69 ha y26 ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousand<span class="_ _0"></span>s of zlotys unless otherwise stated) </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 90 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Note <span class="ls1">35 </span>Transactions with related parties<span class="_ _0"></span> </div><div class="t m0 x4 h20 y4a7 ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.2<span class="_ _5"></span>024 to 31.12.2024 </div><div class="t m0 x76 h3f yaca ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1 fs0 fc0">During <span class="_ _0"></span>the <span class="_ _0"></span>12 <span class="_ _0"></span>months <span class="_ _0"></span>of <span class="_ _0"></span>2024, <span class="_ _0"></span>DataWalk <span class="_ _0"></span>S.A. <span class="_ _0"></span><span class="ff2 fs8">recognized <span class="_ _10"></span></span>revenue <span class="_ _0"></span>from <span class="_ _0"></span>sales <span class="_ _0"></span>to <span class="_ _0"></span>DataWalk <span class="_ _0"></span>Inc. <span class="_ _0"></span>in <span class="_ _0"></span>the </span></span></div><div class="t m0 x85 h2 yacb ff1 fs0 fc0 sc0 ls0 ws0">total <span class="_ _5"></span>amount of <span class="_ _6"></span>USD 2,386 <span class="_ _5"></span>thousand, <span class="_ _5"></span>which, translate<span class="_ _5"></span>d at <span class="_ _5"></span>the ave<span class="_ _5"></span>rag<span class="_ _0"></span>e <span class="_ _5"></span>exchange rate <span class="_ _6"></span>of the <span class="_ _5"></span>National <span class="_ _5"></span>Bank </div><div class="t m0 x85 h2 yacc ff1 fs0 fc0 sc0 ls0 ws0">of Poland announced the da<span class="_ _5"></span>y befor<span class="_ _0"></span>e the transact<span class="_ _5"></span>ion<span class="_ _0"></span> date, amounted t<span class="_ _5"></span>o <span class="_ _0"></span>PLN 9,598 thousa<span class="_ _5"></span>nd. The balance </div><div class="t m0 x85 h2 yacd ff1 fs0 fc0 sc0 ls0 ws0">of mutual set<span class="_ _8"></span>tlements on t<span class="_ _5"></span>his account as of t<span class="_ _5"></span>he balance sheet date of <span class="_ _5"></span>31.12.2024 amounted to USD <span class="_ _5"></span>1,069 </div><div class="t m0 x85 h2 yace ff1 fs0 fc0 sc0 ls0 ws0">thousand, which, translated at the exchange rate as <span class="_ _0"></span>of the balance <span class="_ _0"></span>sheet date, is equivalent to PLN 4,385 </div><div class="t m0 x85 h2 yacf ff1 fs0 fc0 sc0 ls0 ws0">thousand. </div><div class="t m0 x76 h3f y6be ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1 fs0 fc0">During <span class="_ _0"></span>the <span class="_ _10"></span>12 <span class="_ _0"></span>months <span class="_ _10"></span>of <span class="_ _0"></span>2024, <span class="_ _0"></span>DataWalk <span class="_ _10"></span>S.A. <span class="_ _0"></span>recognized <span class="_ _0"></span>the <span class="_ _10"></span>cost <span class="_ _0"></span>of <span class="_ _10"></span>third-party <span class="_ _10"></span>services <span class="_ _0"></span>to <span class="_ _0"></span>DataWalk </span></span></div><div class="t m0 x85 h2 yad0 ff1 fs0 fc0 sc0 ls0 ws0">S.A. <span class="_ _15"></span>in <span class="_ _15"></span>the <span class="_ _10"></span>total <span class="_ _15"></span>amount <span class="_ _15"></span>of <span class="_ _15"></span>USD <span class="_ _15"></span>406 <span class="_ _10"></span>thousand, <span class="_ _15"></span>which, <span class="_ _15"></span>translated <span class="_ _10"></span>at <span class="_ _15"></span>the <span class="_ _15"></span>average <span class="_ _15"></span>exchange <span class="_ _10"></span>rate <span class="_ _15"></span>of <span class="_ _15"></span>the </div><div class="t m0 x85 h2 y875 ff1 fs0 fc0 sc0 ls0 ws0">National <span class="_ _17"> </span>Bank  of <span class="_ _17"> </span>Poland <span class="_ _17"> </span>announced  the <span class="_ _17"> </span>day <span class="_ _17"> </span>before  the <span class="_ _17"> </span>transaction  date, <span class="_ _17"> </span>amounted <span class="_ _17"> </span>to  PLN <span class="_ _17"> </span>1,546 </div><div class="t m0 x85 h2 y876 ff1 fs0 fc0 sc0 ls0 ws0">thousand. <span class="_ _0"></span>The <span class="_ _0"></span>balance <span class="_ _0"></span>of <span class="_ _10"></span>mutual settlements <span class="_ _0"></span>on <span class="_ _10"></span>this <span class="_ _0"></span>account <span class="_ _0"></span>as <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>balance <span class="_ _0"></span>sheet <span class="_ _0"></span>date <span class="_ _0"></span>of <span class="_ _0"></span>31.12.2024 </div><div class="t m0 x85 h2 yad1 ff1 fs0 fc0 sc0 ls0 ws0">amounted <span class="_ _10"></span>to <span class="_ _0"></span>USD <span class="_ _10"></span>179 <span class="_ _10"></span>thousand, <span class="_ _10"></span>which, <span class="_ _10"></span>translated <span class="_ _0"></span>at <span class="_ _10"></span>the <span class="_ _10"></span>exchange <span class="_ _10"></span>rate <span class="_ _10"></span>as <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>balance <span class="_ _10"></span>sheet <span class="_ _10"></span>date, <span class="_ _10"></span>is </div><div class="t m0 x85 h11 y878 ff1 fs0 fc0 sc0 ls0 ws0">equivalent to PLN 734 thousand.<span class="_ _5"></span><span class="ff2 fs8"> </span></div><div class="t m0 x76 h3f yad2 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1 fs0 fc0">In 2024, DataWalk S.A. made ca<span class="_ _5"></span>pital contributions to DataWalk Inc. totaling $2,000 th<span class="_ _5"></span>ou<span class="_ _0"></span>sand. </span></span></div><div class="t m0 x85 h2 yad3 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>transactions <span class="_ _15"></span>e<span class="_ _5"></span>ntered <span class="_ _15"></span>into <span class="_ _10"></span>by <span class="_ _15"></span>t<span class="_ _5"></span>he <span class="_ _15"></span>Issuer <span class="_ _10"></span>with <span class="_ _15"></span>it<span class="_ _5"></span>s <span class="_ _15"></span>subsidiary <span class="_ _10"></span>DataWalk <span class="_ _10"></span>Inc. <span class="_ _15"></span>were <span class="_ _10"></span>concluded <span class="_ _10"></span>at <span class="_ _15"></span>arm&apos;<span class="_ _8"></span>s </div><div class="t m0 x85 h2 y5eb ff1 fs0 fc0 sc0 ls0 ws0">length. </div><div class="t m0 x4 h20 yad4 ff3 fs0 fc5 sc0 ls0 ws0">Data for the period from 01.01.2<span class="_ _5"></span>023 to 31.12.2023<span class="ff1"> </span></div><div class="t m0 x76 h3f yad5 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1 fs0 fc0">In the 12-month period of 2023. DataWal<span class="_ _5"></span>k S.A. recognized: </span></span></div><div class="t m0 x85 h2 y345 ff1 fs0 fc0 sc0 ls0 ws0">- Revenues from <span class="_ _0"></span>sales to <span class="_ _0"></span>DataWalk Inc. in <span class="_ _0"></span>the total <span class="_ _0"></span>amount of 2,373 <span class="_ _0"></span>thousand USD, which <span class="_ _0"></span>translated at </div><div class="t m0 x85 h2 yad6 ff1 fs0 fc0 sc0 ls0 ws0">the average exchange rate of the National Bank of Poland announced the day before the transaction date </div><div class="t m0 x85 h2 yad7 ff1 fs0 fc0 sc0 ls0 ws0">amounted to PLN 9,860 thousa<span class="_ _5"></span>nd. <span class="_ _0"></span> </div><div class="t m0 x85 h2 yad8 ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _0"></span>other <span class="_ _0"></span>operating <span class="_ _0"></span>income <span class="_ _0"></span>to <span class="_ _0"></span>DataWalk <span class="_ _0"></span>Inc. <span class="_ _0"></span>for <span class="_ _0"></span>a <span class="_ _0"></span>total <span class="_ _0"></span>of <span class="_ _0"></span>$112 <span class="_ _0"></span>thousand, <span class="_ _0"></span>which <span class="_ _0"></span>translated <span class="_ _0"></span>at <span class="_ _0"></span>the <span class="_ _0"></span>average </div><div class="t m0 x85 h2 yad9 ff1 fs0 fc0 sc0 ls0 ws0">exchange <span class="_ _13"></span>rate <span class="_ _13"></span>of <span class="_ _13"></span>the <span class="_ _13"></span>National <span class="_ _13"></span>Bank <span class="_ _13"></span>of <span class="_ _13"></span>Poland <span class="_ _13"></span>announced <span class="_ _13"></span>the <span class="_ _13"></span>day <span class="_ _13"></span>before <span class="_ _14"></span>the <span class="_ _15"></span>date <span class="_ _14"></span>of <span class="_ _13"></span>the <span class="_ _13"></span>transaction </div><div class="t m0 x85 h2 yada ff1 fs0 fc0 sc0 ls0 ws0">amounted to PLN 347 thousa<span class="_ _5"></span>nd. </div><div class="t m0 x85 h2 yadb ff1 fs0 fc0 sc0 ls0 ws0">- The balance of m<span class="_ _8"></span>utual settlements on this<span class="_ _5"></span> account as of the balance sheet date<span class="_ _5"></span> of 31.12.2023 amounted </div><div class="t m0 x85 h2 y282 ff1 fs0 fc0 sc0 ls0 ws0">to <span class="_ _0"></span>USD <span class="_ _10"></span>830 <span class="_ _0"></span>thousand, <span class="_ _0"></span>which <span class="_ _0"></span>the <span class="_ _10"></span>exchange <span class="_ _0"></span>rate <span class="_ _0"></span>as <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>balance <span class="_ _0"></span>sheet <span class="_ _10"></span>date <span class="_ _0"></span>is <span class="_ _0"></span>equivalent <span class="_ _0"></span>to <span class="_ _10"></span>PLN <span class="_ _0"></span>3,266 </div><div class="t m0 x85 h2 yadc ff1 fs0 fc0 sc0 ls0 ws0">thousand. </div><div class="t m0 x76 h3f yadd ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1 fs0 fc0">In the 12-month period of 2023. DataWal<span class="_ _5"></span>k S.A. recognized: </span></span></div><div class="t m0 x85 h2 yade ff1 fs0 fc0 sc0 ls0 ws0">- <span class="_ _15"></span>the <span class="_ _15"></span>cost <span class="_ _15"></span>of <span class="_ _15"></span>third-party <span class="_ _15"></span>services <span class="_ _15"></span>to <span class="_ _15"></span>DataWalk <span class="_ _15"></span>S.A. <span class="_ _15"></span>in <span class="_ _15"></span>the <span class="_ _15"></span>total <span class="_ _15"></span>amount <span class="_ _15"></span>of <span class="_ _15"></span>USD <span class="_ _15"></span>535 <span class="_ _15"></span>thousand, <span class="_ _15"></span>which </div><div class="t m0 x85 h2 yadf ff1 fs0 fc0 sc0 ls0 ws0">translated at<span class="_ _5"></span> the <span class="_ _5"></span>aver<span class="_ _0"></span>age <span class="_ _5"></span>exchange rate <span class="_ _5"></span>of the <span class="_ _5"></span>National Bank <span class="_ _5"></span>of Poland <span class="_ _5"></span>announced the <span class="_ _5"></span>day before <span class="_ _5"></span>the date<span class="_ _5"></span> </div><div class="t m0 x85 h2 yae0 ff1 fs0 fc0 sc0 ls0 ws0">of the transaction amounted t<span class="_ _5"></span>o PLN 2,117 thousand. </div><div class="t m0 x7f h2 y707 ff1 fs0 fc0 sc0 ls0 ws0">- The balance of mutual settlements <span class="_ _5"></span>on this account as of the balance sheet date of 31.12.2023 amounte<span class="_ _5"></span>d </div><div class="t m0 x7f h2 yae1 ff1 fs0 fc0 sc0 ls0 ws0">to <span class="_ _10"></span>$497 <span class="_ _15"></span>thousand, <span class="_ _10"></span>which <span class="_ _15"></span>at <span class="_ _10"></span>the <span class="_ _15"></span>exc<span class="_ _5"></span>hange <span class="_ _15"></span>rate <span class="_ _10"></span>as <span class="_ _15"></span>of <span class="_ _10"></span>the <span class="_ _15"></span>balance <span class="_ _10"></span>sheet <span class="_ _15"></span>date <span class="_ _10"></span>is <span class="_ _15"></span>equivale<span class="_ _5"></span>nt <span class="_ _15"></span>to <span class="_ _15"></span>PL<span class="_ _5"></span>N <span class="_ _15"></span>1,955 </div><div class="t m0 x7f h2 yae2 ff1 fs0 fc0 sc0 ls0 ws0">thousand . </div><div class="t m0 x76 h3f yae3 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1 fs0 fc0">2023. DataWalk S.A. made capital<span class="_ _5"></span> contributions to DataWalk Inc. totaling $4,000 thousa<span class="_ _5"></span>nd. </span></span></div><div class="t m0 x76 h3f y82 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _2d"> </span><span class="ff1 fs0 fc0">The <span class="_ _10"></span>transactions <span class="_ _15"></span>e<span class="_ _5"></span>ntered <span class="_ _15"></span>into <span class="_ _10"></span>by <span class="_ _15"></span>t<span class="_ _5"></span>he <span class="_ _15"></span>Issuer <span class="_ _10"></span>with <span class="_ _15"></span>it<span class="_ _5"></span>s <span class="_ _15"></span>subsidiary <span class="_ _10"></span>DataWalk <span class="_ _10"></span>Inc. <span class="_ _15"></span>were <span class="_ _10"></span>concluded <span class="_ _10"></span>at <span class="_ _15"></span>arm&apos;<span class="_ _8"></span>s </span></span></div><div class="t m0 x85 h2 y3a3 ff1 fs0 fc0 sc0 ls0 ws0">length. </div><div class="t m0 x4 h2 yae4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 yae5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 yae6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y3cc ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 yae7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 yae8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 yae9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 yd6 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf5b" class="pf w0 h0" ><div class="pc pc5b w0 h0"><img class="bi xa1 yaea w6 ha3" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAADOCAIAAACFN3QPAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAOElEQVRYw+3KMQ0AMAgAMJgSpOFfBRJGwtvezayOnxcLkiRJkiRJkiRJkiRJkiRJkiRJkiRJ0j0NFMgCHcLa6HoAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 xcd h11 y16a ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha y4fb ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcd h2 yaeb ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcd h2 yaec ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcd h2 yaed ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcd h2 yaee ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcd h2 yaef ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcd h2 yaf0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcd h2 yaf1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcd h2 y1c1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcd h2 yaf2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7d h12 yaf3 ff3 fs9 fc3 sc0 ls0 ws0">Other notes to the consolidated finan<span class="_ _0"></span>cial </div><div class="t m0 x7d h12 yaf4 ff3 fs9 fc3 sc0 ls0 ws0">statements  </div><div class="t m0 x7d h12 yaf5 ff3 fs9 fc5 sc0 ls0 ws0">DataWalk Capital Group<span class="_ _0"></span><span class="fc3"> </span></div><div class="t m0 xcd h2 yaf6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcd h2 yaf7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcd h2 yaf8 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf5c" class="pf w0 h0" ><div class="pc pc5c w0 h0"><img class="bi x67 yaf9 w31 ha4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha yafa ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha yafb ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha yafc ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha yafd ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x10 ha yafe ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousands o<span class="_ _0"></span>f zlotys unless otherwise stated) <span class="_ _c"> </span> </div><div class="t m0 x4 h2 yaff ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y13d ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 92 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h7 y16b ff3 fs2 fc3 sc0 ls0 ws0">Off-balance sheet liabilities </div><div class="t m0 x4 h20 y4a7 ff3 fs0 fc5 sc0 ls0 ws0">Contingent liabilities including <span class="_ _8"></span>guarantees and sureties <span class="_ _5"></span>granted by the Group, including promissory notes </div><div class="t m0 x4 h2 y4d9 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _17"> </span>Company&apos;s  off-balance <span class="_ _17"> </span>sheet  it<span class="_ _5"></span>ems  include <span class="_ _17"> </span>low-value  asset <span class="_ _17"> </span>lease <span class="_ _17"> </span>agreements  a<span class="_ _5"></span>nd  collateral <span class="_ _17"> </span>for  prope<span class="_ _5"></span>r </div><div class="t m0 x4 h2 y4da ff1 fs0 fc0 sc0 ls0 ws0">execution <span class="_ _15"></span>of <span class="_ _10"></span>project <span class="_ _15"></span>co-financing <span class="_ _10"></span>agreements <span class="_ _15"></span>unde<span class="_ _5"></span>r <span class="_ _15"></span>sub-measure <span class="_ _15"></span>2.3.4. <span class="_ _10"></span>Protection <span class="_ _15"></span>of <span class="_ _15"></span>i<span class="_ _5"></span>ndustrial <span class="_ _15"></span>property <span class="_ _15"></span>of <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y4db ff1 fs0 fc0 sc0 ls0 ws0">Operational <span class="_ _15"></span>Program <span class="_ _15"></span>Inteli<span class="_ _8"></span>gent <span class="_ _15"></span>Development, <span class="_ _15"></span>2014-2020 <span class="_ _15"></span>co-financed <span class="_ _10"></span>by <span class="_ _15"></span>the <span class="_ _15"></span>European <span class="_ _15"></span>Regional <span class="_ _15"></span>Development </div><div class="t m0 x4 h2 y4dc ff1 fs0 fc0 sc0 ls0 ws0">Fund, concluded with the Polish Age<span class="_ _5"></span>ncy for Enterprise. </div><div class="t m0 x4 h2 y4dd ff1 fs0 fc0 sc0 ls0 ws0">As of <span class="_ _5"></span>the balance <span class="_ _5"></span>sh<span class="_ _0"></span>eet date <span class="_ _5"></span>of December <span class="_ _5"></span>31, 2024, DataW<span class="_ _5"></span>alk S.A. had <span class="_ _5"></span>four funding agre<span class="_ _5"></span>ements, where the <span class="_ _5"></span>funds </div><div class="t m0 x4 h2 y4de ff1 fs0 fc0 sc0 ls0 ws0">raised <span class="_ _15"></span>by <span class="_ _15"></span>the <span class="_ _15"></span>Company <span class="_ _15"></span>were <span class="_ _15"></span>us<span class="_ _0"></span>ed <span class="_ _15"></span>to <span class="_ _15"></span>cover <span class="_ _15"></span>costs <span class="_ _15"></span>related <span class="_ _15"></span>to <span class="_ _13"></span>the <span class="_ _15"></span>process <span class="_ _15"></span>of <span class="_ _15"></span>obtaining <span class="_ _15"></span>industrial <span class="_ _15"></span>property <span class="_ _15"></span>rights </div><div class="t m0 x4 h2 y29f ff1 fs0 fc0 sc0 ls0 ws0">protection <span class="_ _13"></span>in <span class="_ _14"> </span>the <span class="_ _13"></span>international <span class="_ _13"></span>mode <span class="_ _14"> </span>(patents) <span class="_ _13"></span>for <span class="_ _14"> </span>the <span class="_ _13"></span>Issuer&apos;s <span class="_ _14"> </span>inventions. <span class="_ _13"></span>The <span class="_ _13"></span>term <span class="_ _14"></span>of <span class="_ _13"></span>each <span class="_ _14"> </span>project <span class="_ _13"></span>ended <span class="_ _13"></span>on </div><div class="t m0 x4 h2 y6f2 ff1 fs0 fc0 sc0 ls0 ws0">December <span class="_ _0"></span>31, <span class="_ _10"></span>2023. <span class="_ _0"></span>In <span class="_ _10"></span>the <span class="_ _0"></span>event <span class="_ _10"></span>of <span class="_ _0"></span>termination <span class="_ _0"></span>of<span class="_ _0"></span> <span class="_ _0"></span>a <span class="_ _10"></span>particular <span class="_ _0"></span>agreement, <span class="_ _0"></span>the <span class="_ _10"></span>Company <span class="_ _0"></span>is <span class="_ _10"></span>obliged <span class="_ _0"></span>to <span class="_ _10"></span>return <span class="_ _0"></span>the </div><div class="t m0 x4 h2 y6f3 ff1 fs0 fc0 sc0 ls0 ws0">entire <span class="_ _17"> </span>subsidy <span class="_ _14"> </span>received <span class="_ _17"> </span>under <span class="_ _17"> </span>that <span class="_ _14"> </span>agreement, <span class="_ _17"> </span>together <span class="_ _17"> </span>with <span class="_ _14"> </span>interest <span class="_ _17"> </span>at <span class="_ _17"> </span>the <span class="_ _17"> </span>rate <span class="_ _17"> </span>specified <span class="_ _17"> </span>for <span class="_ _14"> </span>tax <span class="_ _17"> </span>arrears. <span class="_ _17"> </span>In </div><div class="t m0 x4 h2 yae ff1 fs0 fc0 sc0 ls0 ws0">connection with the conclusion of each agreement, the Company is required <span class="_ _0"></span>to provide collateral in the form of a </div><div class="t m0 x4 h2 y77c ff1 fs0 fc0 sc0 ls0 ws0">blank <span class="_ _10"></span>promissory <span class="_ _0"></span>note <span class="_ _10"></span>for <span class="_ _10"></span>a <span class="_ _10"></span>period <span class="_ _10"></span>of <span class="_ _0"></span>3 <span class="_ _10"></span>years <span class="_ _10"></span>from <span class="_ _10"></span>the <span class="_ _10"></span>date <span class="_ _0"></span>of <span class="_ _10"></span>completion <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>project. <span class="_ _10"></span>The <span class="_ _10"></span>total <span class="_ _10"></span>value <span class="_ _10"></span>of <span class="_ _10"></span>the </div><div class="t m0 x4 h2 y95e ff1 fs0 fc0 sc0 ls0 ws0">subsidy <span class="_ _0"></span>received <span class="_ _0"></span>as <span class="_ _10"></span>of <span class="_ _0"></span>December <span class="_ _0"></span>31, <span class="_ _0"></span>2024 <span class="_ _10"></span>was <span class="_ _0"></span>PLN <span class="_ _0"></span>603 <span class="_ _10"></span>thousand, <span class="_ _0"></span>while <span class="_ _0"></span>as <span class="_ _10"></span>of <span class="_ _0"></span>December <span class="_ _0"></span>31, <span class="_ _10"></span>2023, <span class="_ _0"></span>it <span class="_ _0"></span>was <span class="_ _10"></span>PLN </div><div class="t m0 x4 h2 yabb ff1 fs0 fc0 sc0 ls0 ws0">259 thousand. </div><div class="t m0 x4 h2 y6f8 ff1 fs0 fc0 sc0 ls0 ws0">As <span class="_ _5"></span>of the <span class="_ _5"></span>date <span class="_ _5"></span>of approval <span class="_ _5"></span>for <span class="_ _5"></span>publication <span class="_ _5"></span>of<span class="_ _0"></span> <span class="_ _5"></span>this report, <span class="_ _5"></span>no <span class="_ _5"></span>risks are <span class="_ _5"></span>identified <span class="_ _5"></span>that <span class="_ _5"></span>could result <span class="_ _5"></span>in <span class="_ _8"></span>the <span class="_ _5"></span>need to <span class="_ _6"></span>repay </div><div class="t m0 x4 h20 y6f9 ff1 fs0 fc0 sc0 ls0 ws0">the subsidy received.<span class="ff3 fc5"> </span></div><div class="t m0 x4 h2 y4fd ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 yb00 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 yb01 ff3 fs2 fc3 sc0 ls0 ws0">Information on court case settlements<span class="_ _0"></span> </div><div class="t m0 x4 h2 y99b ff1 fs0 fc0 sc0 ls0 ws0">During <span class="_ _14"> </span>the <span class="_ _14"> </span>period <span class="_ _17"> </span>from <span class="_ _14"> </span>January <span class="_ _14"> </span>1, <span class="_ _17"> </span>2024 <span class="_ _14"> </span>to <span class="_ _17"> </span>December <span class="_ _13"></span>31, <span class="_ _17"> </span>2024, <span class="_ _14"> </span>there <span class="_ _14"> </span>were <span class="_ _17"> </span>no <span class="_ _14"> </span>significant <span class="_ _14"> </span>settlements <span class="_ _14"> </span>from </div><div class="t m0 x4 h2 yb02 ff1 fs0 fc0 sc0 ls0 ws0">litigation. </div><div class="t m0 x4 h2 yb03 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 yb04 ff3 fs2 fc3 sc0 ls0 ws0">Employment </div></div><div class="c xd6 yb05 w11c h32"><div class="t m0 x58 h15 y164 ff3 fsa fc0 sc0 ls0 ws0">Specification </div></div><div class="c x112 yb05 w11d h32"><div class="t m0 xf3 h15 y163 ff3 fsa fc0 sc0 ls0 ws0">Average employment </div><div class="t m0 x40 h15 y142 ff3 fsa fc0 sc0 ls7 ws0">in <span class="ls0">2024 </span></div><div class="t m0 x63 h18 ybc ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 xc6 h18 ybd ff5 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Tot</span><span class="fc6 sc0">al</span><span class="ff1"><span class="fc6 sc0"> </span></span></div></div><div class="c xff yb05 w11d h32"><div class="t m0 xf3 h15 y163 ff3 fsa fc0 sc0 ls0 ws0">Average employment </div><div class="t m0 x40 h15 y142 ff3 fsa fc0 sc0 ls7 ws0">in <span class="ls0">2024 </span></div><div class="t m0 x63 h18 ybc ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x18 h18 ybd ff5 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">W</span><span class="fc6 sc0">hite</span><span class="fc6 sc0">-</span><span class="fc6 sc0">collar</span><span class="fc6 sc0"> </span><span class="fc6 sc0">worker</span><span class="fc6 sc0">s</span><span class="ff1"><span class="fc6 sc0"> </span></span></div></div><div class="c x3b yb05 w11e h32"><div class="t m0 xf3 h15 y163 ff3 fsa fc0 sc0 ls0 ws0">Average employment </div><div class="t m0 x40 h15 y142 ff3 fsa fc0 sc0 ls7 ws0">in <span class="ls0">2024 </span></div><div class="t m0 x63 h18 ybc ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 xbd h15 ybd ff5 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">M</span><span class="fc6 sc0">anual </span><span class="fc6 sc0">worker</span><span class="fc6 sc0">s</span><span class="ff3"><span class="fc6 sc0"> </span></span></div></div><div class="c xd6 y4b w11c h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Average employment  </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">(per</span><span class="fc6 sc0"> </span><span class="fc6 sc0">FT</span><span class="fc6 sc0">E)</span><span class="fc6 sc0"> </span></div></div><div class="c x112 y4b w11d h19"><div class="t m0 x2b h18 ybb ff1 fsa fc0 sc0 ls0 ws0">24 </div></div><div class="c xff y4b w11d h19"><div class="t m0 x2b h18 ybb ff1 fsa fc0 sc0 ls0 ws0">24 </div></div><div class="c x3b y4b w11e h19"><div class="t m0 x12c h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 yb06 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y14b w11c h32"><div class="t m0 x58 h15 y164 ff3 fsa fc0 sc0 ls0 ws0">Specification </div></div><div class="c x112 y14b w11d h32"><div class="t m0 xf3 h15 y163 ff3 fsa fc0 sc0 ls0 ws0">Average employment </div><div class="t m0 xbe h15 y142 ff3 fsa fc0 sc0 ls0 ws0">in 2023.  </div><div class="t m0 x63 h18 ybc ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 xc6 h18 ybd ff5 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">Tot</span><span class="fc6 sc0">al</span><span class="ff1"><span class="fc6 sc0"> </span></span></div></div><div class="c xff y14b w11d h32"><div class="t m0 xf3 h15 y163 ff3 fsa fc0 sc0 ls0 ws0">Average employment </div><div class="t m0 xbe h15 y142 ff3 fsa fc0 sc0 ls0 ws0">in 2023.  </div><div class="t m0 x63 h18 ybc ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x18 h18 ybd ff5 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">W</span><span class="fc6 sc0">hite</span><span class="fc6 sc0">-</span><span class="fc6 sc0">collar</span><span class="fc6 sc0"> </span><span class="fc6 sc0">worker</span><span class="fc6 sc0">s</span><span class="ff1"><span class="fc6 sc0"> </span></span></div></div><div class="c x3b y14b w11e h32"><div class="t m0 xf3 h15 y163 ff3 fsa fc0 sc0 ls0 ws0">Average employment </div><div class="t m0 xbe h15 y142 ff3 fsa fc0 sc0 ls0 ws0">in 2023. </div><div class="t m0 x63 h18 ybc ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 xbd h15 ybd ff5 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">M</span><span class="fc6 sc0">anual </span><span class="fc6 sc0">worker</span><span class="fc6 sc0">s</span><span class="ff3"><span class="fc6 sc0"> </span></span></div></div><div class="c xd6 y83 w11c h19"><div class="t m0 x2 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Average employment  </div><div class="t m0 x2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">(per</span><span class="fc6 sc0"> </span><span class="fc6 sc0">FT</span><span class="fc6 sc0">E)</span><span class="fc6 sc0"> </span></div></div><div class="c x112 y83 w11d h19"><div class="t m0 x2b h18 ybb ff1 fsa fc0 sc0 ls0 ws0">38 </div></div><div class="c xff y83 w11d h19"><div class="t m0 x2b h18 ybb ff1 fsa fc0 sc0 ls0 ws0">38 </div></div><div class="c x3b y83 w11e h19"><div class="t m0 x12c h18 ybb ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 ha5 yb07 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 yb08 ff3 fs2 fc3 sc0 ls0 ws0">Capital risk management<span class="_ _0"></span> </div><div class="t m0 x4 h2 yb09 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _15"></span>Group <span class="_ _13"></span>manages <span class="_ _15"></span>capital <span class="_ _15"></span>in <span class="_ _13"></span>order <span class="_ _15"></span>to <span class="_ _13"></span>maintain <span class="_ _15"></span>its <span class="_ _15"></span>ability <span class="_ _13"></span>to <span class="_ _15"></span>continue <span class="_ _15"></span>its <span class="_ _13"></span>operations, <span class="_ _15"></span>taking <span class="_ _15"></span>into <span class="_ _13"></span>account <span class="_ _15"></span>the </div><div class="t m0 x4 h2 yb0a ff1 fs0 fc0 sc0 ls0 ws0">implementation  of  planned  investments,  so  that  it<span class="_ _8"></span>  can  generate  returns  for  shareholders  and  benefit<span class="_ _5"></span> <span class="_ _e"> </span>other </div><div class="t m0 x4 h2 yb0b ff1 fs0 fc0 sc0 ls0 ws0">stakeholders in the future, as <span class="_ _5"></span>well as <span class="_ _0"></span>to maintain an optimal capital<span class="_ _5"></span> structure to reduce its cost.  </div><div class="t m0 x4 h2 yb0c ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _5"></span>Group <span class="_ _6"></span>monitors <span class="_ _5"></span>capital <span class="_ _5"></span>based <span class="_ _5"></span>on <span class="_ _5"></span>the <span class="_ _5"></span>adjusted <span class="_ _5"></span>equity <span class="_ _6"></span>ratio <span class="_ _5"></span>and <span class="_ _5"></span>the <span class="_ _5"></span>ratio <span class="_ _5"></span>of <span class="_ _5"></span>loans, <span class="_ _5"></span>borrowings <span class="_ _5"></span>and <span class="_ _6"></span>other <span class="_ _5"></span>financial </div><div class="t m0 x4 h2 y75a ff1 fs0 fc0 sc0 ls0 ws0">liabilities/EBITDA adjusted, among ot<span class="_ _5"></span>her factors.  </div></div></div><div class="pi" ></div></div><div id="pf5d" class="pf w0 h0" ><div class="pc pc5d w0 h0"><img class="bi x67 yb0d w31 ha6" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha yafa ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha yafb ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha yafc ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha yafd ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x10 ha yafe ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousands o<span class="_ _0"></span>f zlotys unless otherwise stated) <span class="_ _c"> </span> </div><div class="t m0 x4 h2 yaff ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y13d ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 93 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">The adjusted <span class="_ _5"></span>equity ratio is <span class="_ _5"></span>calculated as the<span class="_ _5"></span> ratio of net <span class="_ _5"></span>tangible assets <span class="_ _8"></span>(i.e., equit<span class="_ _5"></span>y less intangible <span class="_ _5"></span>assets and after </div><div class="t m0 x4 h2 y683 ff1 fs0 fc0 sc0 ls0 ws0">excluding <span class="_ _5"></span>the i<span class="_ _5"></span>mpact of <span class="_ _6"></span>the RSU-based <span class="_ _5"></span>incentive <span class="_ _5"></span>program <span class="_ _5"></span>this it<span class="_ _5"></span>em) to <span class="_ _5"></span>total <span class="_ _5"></span>assets <span class="_ _5"></span>(i.e.,<span class="_ _0"></span> <span class="_ _5"></span>total <span class="_ _5"></span>assets after <span class="_ _6"></span>excluding </div><div class="t m0 x4 h2 y684 ff1 fs0 fc0 sc0 ls0 ws0">the impact of the aforementio<span class="_ _5"></span>ned incentive program on the value of deferred tax assets). </div><div class="t m0 x4 h2 y714 ff1 fs0 fc0 sc0 ls0 ws0">Loans, borrowings and other financial liabilities means the total amount of loans, borrowings and <span class="_ _0"></span>leases payable, </div><div class="t m0 x4 h2 y715 ff1 fs0 fc0 sc0 ls0 ws0">while adjusted EBITDA is op<span class="_ _5"></span>erating profit plus major non-cash items, viz: </div><div class="t m0 x77 h3f yb0e ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">depreciation<span class="ls2">, </span> </span></span></div><div class="t m0 x77 h3f yb0f ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">total incentive program costs, i<span class="_ _8"></span>.e., cash-settled and equity-sett<span class="_ _5"></span>led <span class="ls2">, </span> </span></span></div><div class="t m0 x77 h3f yb10 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">write-downs of assets and also </span></span></div><div class="t m0 x77 h3f yb11 ff8 fs8 fc3 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1d"> </span><span class="ff1 fs0 fc0">Loss (gain) on expected credit<span class="_ _5"></span> losses<span class="_ _0"></span><span class="lsd">. </span><span class="ff2 fs8"> </span></span></span></div><div class="t m0 x4 h2 yb12 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>M<span class="_ _0"></span>anagement <span class="_ _0"></span>Board <span class="_ _10"></span>decided <span class="_ _0"></span>to <span class="_ _10"></span>adjust <span class="_ _10"></span>the <span class="_ _10"></span>aforementioned <span class="_ _0"></span>ratios <span class="_ _10"></span>for <span class="_ _0"></span>the <span class="_ _10"></span>costs <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>incentive <span class="_ _0"></span>program <span class="_ _10"></span>both </div><div class="t m0 x4 h2 yb13 ff1 fs0 fc0 sc0 ls0 ws0">due to<span class="_ _5"></span> the <span class="_ _5"></span>materiality of <span class="_ _5"></span>this it<span class="_ _5"></span>em in <span class="_ _5"></span>the overall <span class="_ _5"></span>balance sheet<span class="_ _5"></span> total <span class="_ _5"></span>and operating <span class="_ _5"></span>profit, as<span class="_ _5"></span> well <span class="_ _5"></span>as due <span class="_ _5"></span>to the <span class="_ _5"></span>future </div><div class="t m0 x4 h2 yb14 ff1 fs0 fc0 sc0 ls0 ws0">and <span class="_ _5"></span>contingent nature <span class="_ _6"></span>of the <span class="_ _5"></span>liability <span class="_ _5"></span>resulting from <span class="_ _5"></span>the <span class="_ _5"></span>implementation of <span class="_ _6"></span>the implement<span class="_ _5"></span>ed incentive <span class="_ _5"></span>program <span class="_ _5"></span>and </div><div class="t m0 x4 h2 yb15 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _15"></span>fact <span class="_ _15"></span>that <span class="_ _15"></span>the <span class="_ _15"></span>recognized <span class="_ _15"></span>costs <span class="_ _15"></span>are <span class="_ _15"></span>currently <span class="_ _15"></span>non-cash <span class="_ _15"></span>in <span class="_ _15"></span>nature <span class="_ _15"></span>and <span class="_ _15"></span>have <span class="_ _15"></span>no <span class="_ _15"></span>impact <span class="_ _15"></span>on <span class="_ _15"></span>the <span class="_ _15"></span>Group&apos;s <span class="_ _15"></span>current </div><div class="t m0 x4 h2 yb16 ff1 fs0 fc0 sc0 ls0 ws0">financial position. </div><div class="t m0 x4 h2 yb17 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _6"></span>order <span class="_ _8"></span>to <span class="_ _6"></span>maintain <span class="_ _5"></span>liquidity <span class="_ _5"></span>and <span class="_ _5"></span>creditworthiness <span class="_ _6"></span>to <span class="_ _5"></span>obtain <span class="_ _5"></span>external <span class="_ _5"></span>financing <span class="_ _6"></span>at <span class="_ _5"></span>a <span class="_ _5"></span>reasonable <span class="_ _5"></span>cost <span class="_ _5"></span>level, <span class="_ _5"></span>the <span class="_ _6"></span>Group </div><div class="t m0 x4 h2 yb18 ff1 fs0 fc0 sc0 ls0 ws0">aims <span class="_ _5"></span>to <span class="_ _5"></span>maintain <span class="_ _6"></span>an <span class="_ _5"></span>adjusted <span class="_ _5"></span>equity <span class="_ _5"></span>ratio <span class="_ _6"></span>of <span class="_ _5"></span>no le<span class="_ _5"></span>ss <span class="_ _5"></span>than <span class="_ _5"></span>0.4, <span class="_ _5"></span>while <span class="_ _5"></span>the <span class="_ _5"></span>ratio <span class="_ _6"></span>of loa<span class="_ _5"></span>ns, <span class="_ _5"></span>borrowings <span class="_ _5"></span>and <span class="_ _5"></span>other <span class="_ _5"></span>financial </div><div class="t m0 x4 h2 yb19 ff1 fs0 fc0 sc0 ls0 ws0">liabilities/EBITDA adjusted <span class="_ _5"></span>to 2.0. </div></div><div class="c xd6 yb1a w11f h1c"><div class="t m0 xc7 h15 y51d ff3 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xb2 yb1a w120 h1c"><div class="t m0 xac h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Specification </div></div><div class="c x3d yb1a wd6 h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xd5 yb1a we2 h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 yb1b w11f h1c"><div class="t m0 x6c h25 ybf ff4 fsa fc0 sc0 ls0 ws0">I </div></div><div class="c xb2 yb1b w120 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">Equity </div></div><div class="c x3d yb1b wd6 h1c"><div class="t m0 x64 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">-5 558 <span class="fc6 sc0"> </span></div></div><div class="c xd5 yb1b we2 h1c"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> 12 412 <span class="fc6 sc0"> </span></div></div><div class="c xd6 yb1c w11f h1c"><div class="t m0 xf3 h25 ybf ff4 fsa fc0 sc0 ls6 ws0">II<span class="ls0"> </span></div></div><div class="c xb2 yb1c w120 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">Intangible assets </div></div><div class="c x3d yb1c wd6 h1c"><div class="t m0 x63 h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> 19 033 <span class="fc6 sc0"> </span></div></div><div class="c xd5 yb1c we2 h1c"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> 19 111 <span class="fc6 sc0"> </span></div></div><div class="c xd6 yb1d w11f h1c"><div class="t m0 x17 h25 ybf ff4 fsa fc0 sc0 ls6 ws0">III<span class="ls0"> </span></div></div><div class="c xb2 yb1d w120 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">RSU-based incentive program liabilities<span class="_ _0"></span> </div></div><div class="c x3d yb1d wd6 h1c"><div class="t m0 x63 h25 y79f ff4 fsa fc0 sc0 ls0 ws0"> 50 459 <span class="fc6 sc0"> </span></div></div><div class="c xd5 yb1d we2 h1c"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> 29 559 <span class="fc6 sc0"> </span></div></div><div class="c xd6 yb1e w11f h1c"><div class="t m0 x17 h25 ybf ff4 fsa fc0 sc0 ls6 ws0">IV<span class="ls0"> </span></div></div><div class="c xb2 yb1e w120 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">Effect of incentive program liability on deferred tax <span class="_ _0"></span>asset  </div></div><div class="c x3d yb1e wd6 h1c"><div class="t m0 xb7 h25 y523 ff4 fsa fc0 sc0 ls0 ws0"> 9 730<span class="fc6 sc0"> </span><span class="fc6 sc0"> </span></div></div><div class="c xd5 yb1e we2 h1c"><div class="t m0 xb7 h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> 6 050<span class="fc6 sc0"> </span><span class="fc6 sc0"> </span></div></div><div class="c xd6 yb1f w11f h1c"><div class="t m0 xf3 h25 ybf ff4 fsa fc0 sc0 ls0 ws0">V </div></div><div class="c xb2 yb1f w120 h1c"><div class="t m0 x5f h25 ybf ff4 fsa fc0 sc0 ls0 ws0">Balance sheet total </div></div><div class="c x3d yb1f wd6 h1c"><div class="t m0 x63 h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> 58 482 <span class="fc6 sc0"> </span></div></div><div class="c xd5 yb1f we2 h1c"><div class="t m0 x2d h25 ybf ff4 fsa fc0 sc0 ls0 ws0"> 52 255 <span class="fc6 sc0"> </span></div></div><div class="c xd6 yb20 w11f h1a"><div class="t m0 xc7 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xb2 yb20 w120 h1a"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Adjusted equity (I - II + III -<span class="_ _0"></span> IV) </div></div><div class="c x3d yb20 wd6 h1a"><div class="t m0 x63 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> 16 138 <span class="fc6 sc0"> </span></div></div><div class="c xd5 yb20 we2 h1a"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> 16 810 <span class="fc6 sc0"> </span></div></div><div class="c xd6 yb21 w11f h1c"><div class="t m0 xc7 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xb2 yb21 w120 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Adjusted total assets (V <span class="_ _0"></span>- IV) </div></div><div class="c x3d yb21 wd6 h1c"><div class="t m0 x63 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> 48 752 <span class="fc6 sc0"> </span></div></div><div class="c xd5 yb21 we2 h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> 46 205 <span class="fc6 sc0"> </span></div></div><div class="c xd6 y399 w11f h1c"><div class="t m0 xc7 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xb2 y399 w120 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Adjusted equity ratio </div></div><div class="c x3d y399 wd6 h1c"><div class="t m0 x30 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> 0,33<span class="fc6 sc0"> </span><span class="fc6 sc0"> </span></div></div><div class="c xd5 y399 we2 h1c"><div class="t m0 x30 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> 0,36<span class="fc6 sc0"> </span><span class="fc6 sc0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h18 y9bd ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 yb22 w44 h1c"><div class="t m0 x102 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Specification </div></div><div class="c x8a yb22 wd h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8b yb22 we h1c"><div class="t m0 xbd h15 ybf ff3 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd6 y507 w44 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Operating profit </div></div><div class="c x8a y507 wd h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-52 717 </div></div><div class="c x8b y507 we h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-20 164 </div></div><div class="c xd6 yb23 w44 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Depreciation </div></div><div class="c x8a yb23 wd h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">3 664 </div></div><div class="c x8b yb23 we h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4 586 </div></div><div class="c xd6 yb24 w44 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Total incentive program costs<span class="_ _0"></span> </div></div><div class="c x8a yb24 wd h1c"><div class="t m0 x27 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">24 238 </div></div><div class="c x8b yb24 we h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-26 974 </div></div><div class="c xd6 yb25 w44 h1c"><div class="t m0 x5f h2 yda ff1 fs0 fc0 sc0 ls0 ws0">Asset write-downs <span class="fsa">+ loss (gain) on expected credit losses </span></div></div><div class="c x8a yb25 wd h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">4 991 </div></div><div class="c x8b yb25 we h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">8 677 </div></div><div class="c xd6 yb26 w44 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Adjusted EBITDA </div></div><div class="c x8a yb26 wd h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-19 823 </div></div><div class="c x8b yb26 we h1c"><div class="t m0 x2d h18 ybf ff1 fsa fc0 sc0 ls0 ws0">-33 874 <span class="fc6 sc0"> </span></div></div><div class="c xd6 yb27 w44 h1c"><div class="t m0 x5f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Credits, loans and other financial obligations<span class="_ _0"></span> </div></div><div class="c x8a yb27 wd h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 490 </div></div><div class="c x8b yb27 we h1c"><div class="t m0 xb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 264 </div></div><div class="c xd6 yb28 w44 h1d"><div class="t m0 x5f h18 y503 ff1 fsa fc0 sc0 ls0 ws0">Ratio Loans, advances and other financial <span class="_ _0"></span>liabilities/EBITDA adjusted </div></div><div class="c x8a yb28 wd h1d"><div class="t m0 x66 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">-0,08 </div></div><div class="c x8b yb28 we h1d"><div class="t m0 x66 h18 y503 ff1 fsa fc0 sc0 ls0 ws0">-0,04 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 yb29 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _0"></span>the <span class="_ _10"></span>course <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _10"></span>Management <span class="_ _0"></span>Board&apos;s <span class="_ _0"></span>analysis <span class="_ _0"></span>of <span class="_ _10"></span>circumstances <span class="_ _0"></span>affecting <span class="_ _0"></span>the <span class="_ _0"></span>entity&apos;s <span class="_ _0"></span>ability <span class="_ _10"></span>to <span class="_ _0"></span>continue <span class="_ _10"></span>as <span class="_ _0"></span>a </div><div class="t m0 x4 h2 yb2a ff1 fs0 fc0 sc0 ls0 ws0">going <span class="_ _10"></span>concern, <span class="_ _0"></span>significant <span class="_ _10"></span>uncertainties <span class="_ _0"></span>were <span class="_ _10"></span>identified <span class="_ _10"></span>regarding <span class="_ _0"></span>events <span class="_ _10"></span>and <span class="_ _10"></span>circumstances <span class="_ _0"></span>that <span class="_ _10"></span>may <span class="_ _10"></span>cast <span class="_ _0"></span>doubt </div><div class="t m0 x4 h2 y4a0 ff1 fs0 fc0 sc0 ls0 ws0">on <span class="_ _0"></span>the <span class="_ _0"></span>entity&apos;s <span class="_ _0"></span>ability <span class="_ _0"></span>to <span class="_ _0"></span>continue <span class="_ _0"></span>as <span class="_ _0"></span>a <span class="_ _0"></span>going <span class="_ _0"></span>concern. <span class="_ _0"></span>Details <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>above <span class="_ _0"></span>are <span class="_ _0"></span>described <span class="_ _0"></span>in the <span class="_ _10"></span>section &quot;Basis <span class="_ _0"></span>for </div><div class="t m0 x4 h2 y7df ff1 fs0 fc0 sc0 ls0 ws0">preparation <span class="_ _14"> </span>of <span class="_ _17"> </span>financial <span class="_ _14"> </span>statements <span class="_ _17"> </span>- <span class="_ _14"> </span>including <span class="_ _17"> </span>description <span class="_ _14"> </span>of <span class="_ _17"> </span>circumstances <span class="_ _14"> </span>indicating <span class="_ _14"> </span>a <span class="_ _17"> </span>threat <span class="_ _17"> </span>to <span class="_ _14"> </span>the <span class="_ _17"> </span>going </div><div class="t m0 x4 h2 y7e0 ff1 fs0 fc0 sc0 ls0 ws0">concern&quot; of this report. </div><div class="t m0 x4 h18 yb2b ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 yb2c ff3 fs2 fc3 sc0 ls0 ws0">Entity authorized to audit financial st<span class="_ _0"></span>atements </div><div class="t m0 x4 h2 yb2d ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>audit <span class="_ _10"></span><span class="ff6">was <span class="_ _15"></span>conducted <span class="_ _0"></span>by <span class="_ _15"></span>UHY <span class="_ _0"></span>ECA <span class="_ _15"></span>Audyt <span class="_ _0"></span>Spółka <span class="_ _15"></span>z <span class="_ _0"></span>ograniczoną <span class="_ _10"></span>odpowiedzialnością, <span class="_ _10"></span>based <span class="_ _10"></span>in <span class="_ _15"></span>Warsa<span class="_ _5"></span>w,<span class="_ _0"></span> <span class="_ _10"></span>at </span></div><div class="t m0 x4 h2 yb2e ff6 fs0 fc0 sc0 ls0 ws0">Połczyńska 31A. <span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf5e" class="pf w0 h0" ><div class="pc pc5e w0 h0"><img class="bi x67 yb2f w31 ha7" alt="" 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ExU9oKqEqgaw2CoKEIkS8wGSodNTJRYIU1uRAR1UCUoU1DUXkVhDFm7/00JoKqlFyI2TN5LYm2W2eYpfsKvFR//2wuh7YjS0tLS0tLS8hvKPyF2IiLD4TCEMDs72zzSxL43Njb+7u/+7vTp06fPPkVp/hf/7v/6zne+s7q2ur2zs7c3LMsy6+TO2d3doTR7A4M3xGwNOefSLM+zPLH9mV5/drYzN/fa17/+la9+8+HO/PffvPmjH723fOJUWdVbm9sSowoMm6WFASGEanLp4pmvf+XZ33njhdPH0c3AopYkoWCpAiqoJwrQDpAoWVWKIC9MbJQ5AnWkoADgawBIEyQMS2g6gJAIRYEASqpsEjLJZyyR976JneCg1N34tKrWdX0YRAFQVVWToW9uXZqVbGLfRxccBxX0uq7rum4S9o3BB5UIZWMOwukUolS1Z8PWGGs4SlQFMzX9A5lBBIlS+0hEzGQNEXEElYq6Vig6KRkiVoWoY9imVwxpo8LRR6iSS0W5FkzraCwbxwJEVVVYAyJShQiIQKQQJRAJytIzc5ZYZ8C837WRDieU6scGH/FvZEv1lpaWlpaWlhb8UyvfhyHm5pGm1eB0OrXWbm9v7w4na5uT7/7199/+0TtVXfvgQ/CQSM4Ym1BkxABDWZYfW1hYXFxAYtlaZpJyCpVib+fOvdupw+Lc3ODk1y+cmx9undjd26vrCbgkNkzWGqeJreswKqtbK2uz8/3TT53s9npJ6jIDCYgEZwlgKKmokFVOFaxEERSJfUQUYoMaiI007wcsoEAtCBUcI2FOE6YICfA1ElHWz7VKItJUvpv9lA3NZsrDXIq19nB3ZrOkzaoeTargSM+Twx2czcllWUYQubQsAzPS1CoQVUPkxFpio01jcgIR6lpUkaYEkABRlJmYCMTea60aHBV1gEiepGA0nUlAEI0ShY6WoZlBpEoKZUPEEJVJGcmysab2MAxjoIQYIUqZJcMANR0GKTZp8iOifaS+3bY8aWlpaWlpaWnl+wjNXsAsy6y1McayLJtWg6PRKITw8ssv//mf//l/+A/f/eij4c7OTu19f3YesfB+QtGHKRBUC7BS0s0W5469/rXXX3nlpWkxrapCIPMLc2majEZ7f/VXf/XOm29efe/Kf/yf/dtzl1759rde+l//9z/bHe51erNsU+s6xqQ1wqgqdqfTMlSDB2tnPlo5fuJsv2eTrMlGkCoBTEoQeGMFDsoCCBBUt4vgRbIEQpDHg9LJB7Cqr7E3RO5oJudBly0TmEoBq1j5jCU6bCnYfFjXddMcsDHsw4Q3gCRJQgje+6aenaaptbYpb6dpioMJO80FmyzKYZ9B7/329nZQTnpzw70iTcyxpT4ICgMyTUTcBykrUVHndDIRgKx1zKzKCjYGxqgohqNqGoS6dmt7D0F6+QKRaUxYACh8jAYwTE3rxKZnoZKSQWo4EqZVWN0Yu8yk3bQq0c1Nv2tBmFZhWsSZTBMLQ5Q2/V6a4T26P7+HDw7pY5VvakW8paWlpaWl5Qsv38yc53nT867xb+99lmWzs7MrKyt/+qd/euPGjY1H49Gwa2nBpagnAphu0k0TU4e6nlSJmz9x4tjlF579oz/6gxdefPr4ibngg6goCZE1hkXkjdfe+OEPf/APP/jBD/7mz/f2Nr701W8MBigD2IXSj33tldLaA8SDpaVQTreGow+uf3T8eK+XJf3TKYFUEGoxZr/htIADCEARUAu84C//+ntXb95RomkZai+qsC4xbJoYDQQkfHx+9szy0oWnTp85tbg038s6IMZn5nOaqvahfDfNAZuC93A4HA6HTTncGHP8+HHnnKo29zCHtzfN2ja+fnS8ZVNQDyFsbW3duXPnZz/72eZOwfmSCJ555sLv/e63uj1YizQDMza3RteuPbhz997W1pavqxD12NKxr3zllbNnF3q9jg9gg6qIO9vl3/4//3D9o9vpfL+YFnODwbfeeP3U8tKgmyP4TmZTQwCTYRCC98Yatk5BIWolCsOTKt5b2fz3/+FvR+MxWSswb3zjlW++8WqMePud9/7hH96spmMJ1dxg5j//k3/z9FMn89Q0w46a+52mEwphv1fhkXU07duypaWlpaWlpZXvx9NhmnREk2AejUb37t37/ve/PxwOgZmy6GVpzzCX9djaNHFONbLauf78y6+8dOnS2Rdfuvi7v/fbx47NJSkbgygqoqCm0EvPnHum3+l18+47H90G9lYeXHn+uTMzq9u37j5SuKgIisJLkuR5pweSSVneunv/3NnjZ090L57KDAGqIUQGYBlkgpJXIiAQAhCBq7fu/ODH7yon4zL4oCCbpTmByqLQEJzhmSyd78/cvb/+0Z31Zy+euXTh1Lmnji104Nxnr1KzPk25utFoESmK4u7duzdv3iyKQlV7vd7Xv/71paUlY8zHciaHOe/DYM9hU8LGxauq2tzcvHr16t0HO+IWCQQ1X/3qbxlrspRFoBY7u+P337/1/gfvr66uheBjiGefOjs/f6Lf77gkr0pYCxWESLdv3//x2++YflckPnXm1Msvvbi0KLrf26SZcamK/bQJEROxF62DeFHDFBWjSfnhlWur6xsCisqnzxx7A68qsLK69uOfvFNMJhr98vGFf/2HRRR4L9bsp1j44LtrNmceTLPfX4W22UlLS0tLS0vLb758Kx77z6fJjwKwzgbvp9MizdI0SQHcuXPn/fffr2sfYlSJQUyIDmAfybmcye2Otrp5dunCS//9f/s/vPTS8sIiWYeqRj3Vbg91JVWlMwM2hqKgruOXXvzSq19+ZaWe/C9/8Rd/+Vff+e/+7f949ebKB9f/TF2fKCVVgURVJU3zvBoPV1bX7t9/sHlxNuiiIQAIXq0lVlYyXlGLWkNkYQ2MovT1qKhtlgo7kznnOnme+7qeDMcsaoxJ8t7etNzauvWTd9555tq5L3/ppW//zm+7s1l37smxMKofW6mmqUmIkY1pdkYCqOpqa2vr3ffe+/vv/v2DBw+I6OzZs6dOn+7N9DqdTpRo1OzX1A+S3Y18K1SiiEiUaIxNnAOQ53mWZTGGyXTqMal9vbU9nE6qNEljIO/R6WBvOPnoozu3bt3Z3NxM03QymbBxq6vrZ88ud7taFJrnlCRm0O9YY6dFVVSFMXzi+LE0y/LMZimrzQxDNIQY2ZAlNtYQk6jWPtZeIppMvHEJT8tqbzSJotM6TCYTIliLEOrJtEyTNHX53OxcfyZhwriQmZyZoUTSyLYqkzzec0n0y3/9WlpaWlpaWlp+s+RbDqTn0zO31BQphU3McxtVxmVRe3zn7976s3/397u7TPYEpzn8WFwthhyXMBNK7Mk5+6//4Jt//Ed/+MwL6cx8bTIGR2fAQjBkcyAhNYjEYohyo4RImHfud1/98kI2s7e2VQzLZy68cP3eVumtTWfUhKC2rOGgEDDw8N79G1dnLp899tSJ7kxmkXY9qQCWtBtDTgVMZwqMFDseZXas7p4uYIq97cUZ++XnL/B0R0ZTz8oihEppewjaJuPd4rVx9+GN+JPqwX/z++YP521Kc6IdUWeZirqsY5VkUagSREZq0CGTR8ORzVTDJOwSw1imxf4Op9d2MdHTFr4jbmRoakqi0uc7yo4RLGYqsiVzBAdUFaYpXCVhUlf9ZJAZUwES1fW7Fy6fTAejXdGHxZdmez52zsGxNZOOU8qoRmezxJVNPHKXJnMXJ4aTmZ3Qj/c233+5TtJ00u2kNl14uKXf/cmDn29lw/TCjN3pZGZhcenk8qxLk2kNCDSBM0DGFY8r8mocowvYioymTBwLKmrD0UWPno/nNc4Q74Jm4/7vkkDVYSZF5uJ8nFqj2s89I5A6Q5n3iEpsCCxep3UsmLuWc8dJQmzb92VLS0tLS0vLb7Z8H/7Vn/BpnSeoSURERWQGJybUMppMH6xs/fzdq+9fua21TUzXUmqSkdDEQ8AhSDSuc+nSpTd++6Xf/tZLSWqsiUqBWE0zyxxsDJFjQAWqYGZSACoZ06XTp3p5/2cf3u1mnYtPX3qweaWcKNkuuIqKOkBVOIKUdnZ2Hj58tLKyc3wu6XWcGKckqmCQ05IgAq0BEZpEBNfVbDZGwEznBnNfefHZTrWRFHOuOsGhruuwV+jDCd/ake2HxU7IVjfj1b311y+WL5/Jluc7QCZKUdgrBSImCMcIr0qsGYFhWImiyhRKUAOqiXaj3a6yoH1H0wKJJJk3WmpFTpQ1aIyiVTS1GgVqoCREQkWYECAmiMlIg4e1yezCrMs1uGwaL2Zmd2MkV67fSJ/t9fNOnrrK69jr6jjuaJ8H88ePLfm9KyXff7S7MpocjyHr5DORe7uFfnh/41GVhfx4ZmOec7fbm+nnYFt5OINJJUziUlEqBSXTDEERKYBgoFZq1FXUCnXUlDBPfMywg8nlIEfCRKSJ+DRUSfTEisxpDMIkACRCQWqZWIOEkipDnUgEtq59U7a0tLS0tPwL8/Dhw9Fo1K7D/5/y/XkQEeL98jgz743GP/7x22vr68RGrQ0i8CFxWV1P68oDEaFaGPRfffW15ROnReBsouLrOqSpJaYD1afHc1we96FTEW8NDfozp0+dNDOS7MqJO9ths6iQEHuNKgIfxYgaIIhMiunW9lbt50U1RLEsYBUFIzb3Dk3WuBmfbhnW2O7C3NnzZ1/90vPPLNJSqk6UiqKaltuTcGc7/Oja2kffeasMNqoUw53b19Y/WOh0XruUJ0zKdYR1eTfJgKDII3yhUgWrAuugBJDt2kWQlLV/uLU5miKxc1J3iIzltJcP2OSVhA7PO86geelNVSNEuAyJyQzSCMqdOoPdPYoGWQ91TUGJlZlnZgb2+MJStb155eqV/237p/3/6veOzV/udDIFi0oI9aSQYwsnvvHNr/38Bw9Ga8U4q3aH091hQaaLXALIWpukad7Jc5tZJ83kGx8hgm6Ozc0wLeq5pcqmwRhYTlVslP2tkQIEaFFX46JQIElSa7qFJE1+XQCwZZvUQbyvR5MiQsAMJMZaKItCACIwg8DOuIwzhWW07b1bWlpaWlr+v+DkyZPtIvw6yTd9SvF7v883mJgAilG2Nre+9w/fe/hg1drUph1fxVgFkzs2qVWKoer2O2fPXfja1984d/5CkuRMVkgNgcDYj/cSgwTcTHRvGl40/mWZ2DkBL87NBauTWDFzXdeFcBRlY61LUUdSayklE8qqfrS5VdVPNR27rWHLakiJiaBAYBgL4wgcKq2nUTlnmcmxvMjdzFrW1ChBjLWmx2ZO18tqJk+qmAKuDL6ouCic5Y73brgb1lanm9tr65t37z+4Fqk0FmKcxI61g9nZpf7sYGFpcO7cie5MNhpX3//BhzdubIgOOp0lS5PRaO9/+p//ytm9bif81//lf3FqeW48ie/94s7tu5vrj3Z3Jpu1TuEiHFySpmnP8NzxuRMXTp989un+4qxjHXz7W388Mrv/xw/Xu0aJeTiaWtdN835Qe/ve+u07K5Wv+v3+mdP9Zy/ZD39STybFKK3BvTRfStK5aLIQi73xpCin0+neWvHw1Veee+r8hWFhpMaj1d3rVz4c7g6LaifSg85M5RyqaWJpqdc9der0haWTs/PHs/4gTa1Js45LczJWVGl/qyiigowzLvM1Ry9FEHIKR56YwGtr2zevP7z24d3NrUdehvOLdOzkzMkzi6dOXp6fXc7ytA18t7S0tLS0tHxB5Fsfb3Wjgwee9G8AUFbA135zc+vdn7+7ubFr2KVZR+pp8HWwYm3Czqpg+eTZl15+9fnnnzt+/FjimAlEthnqfhArJxDRwcTDg756IMASjCWQm+tzSehOGKpV7YuAIOyMYeckOkJibASVRVVv7Wx77wkwRJbJGmFVEAgCjQy2hIRhENQX3kvq2FKYyWCgEgQsqmIMOllKPT6+2F0c9KrCVl6J49bOdG3dhujGI717d3L92sZHd27dvPPejds/Zeez3BnXkdhl7s8Olo+dWDpz/kSg9Njy/GRSv/feg7v39soq77i+sBmNpj/80fWqXFlaMIJsD+YAACAASURBVP/JH/wbY8vbH63+4EdXb916tPpo7+HGg1LHphM4UbaJtd1B5+Spxb1HT8ni7NNz/YHlzksvfuPa+t36764N+mTJll4iEqUsAJvb482doSC6hPsDPrFMaaq1j+NJUPRcsuDcQDnzYbS1vTudjup6IpPh8eX58xfORbVr68MP3rvzd3/7TlXuCHbKcMemYzbiq5TisV7n/LOX/dkLS+eemX3h+ePiNEQRUBBBDIKoIvu/NWzJZQEmgAJZWPKEspLJZHL15oMfv/XBz96+urHxEDx6+lLvhXhmMJeLr1nEtLstW1paWlpaWr4w8v0ZMPN+nw9gOi22N3cera5PJ9Fls02gQwV+6l0/dakLPr700qv/6vf+o+PH+nlG5iCsQvt19cf2zUdy5kcazkWGOtJOanuBO1kFldr7yiMiZZAHg4wxjlkgvqrr4XDovQfAtB8vAQS630aaAcfoOKQsLLWfFpWlajr1HkKACmKpVakg5pRAeZacXl7cfTjemEwQ/Y3rd97m/Pf/IKzcm/zi3Y1r1+7de/BgY2svYpB33Ey/a123KFxZmNX1svR7gbKks156C8bmtt/ZlelYRyhT4zNn+4NTCwv9E8eSGp2f/uLWd/799+/eGXqfuWwwGJydzX3aJ7i4N5psbk781JfDrb0teunyiUFvMOhyt7c4N7/XmaEsZ45WvN0ZxuEozs1Z5tS6zCV2Wg7LcugSpJ3MuHRaTOqQCwZEM0xcl9Xq2vpkGkHB5Xz67OLTzxwz4B/98Oabb79z49Yd50JvRnqzC9u7e2U1On7s2O4m1tfXh6P3btzPLq7Pz558gx2vPdrYm4ynJVOs1NT7PcsJYAY7IQuXcNqPbEa1bA/LWzeuv/uzq+++d2tjOMl6g1OnTr322qlXXjn/3PNPdd1Sajqtebe0tLS0tLR8QeRbgYgm061P1r+bQyJjLDEUpIrxeDIajckkIB+DVpUPwuAEEO9VEGLQ5RPLFy9ehCYSqNlGpwJRaoa3HPkchIONntp08FNBqIgNuSRzpt+lxVnu9zudTrcsSIIJQYuiMipECEK1SOmlKKsoAlWRJpscITUkAooQwI4ZjpAayixVBgnDsTqDxMApQS2pAwiGFTTT6b74/OUHex/Gh9tWwGzZ5cbR2ub2e1duf/jhrcl0d2Z29ttf++rJUzPdmayszM5WWFnZe++9G5u708CPoglLJ7qXnzv7rd/9rfm5rVvXJ6Oh9cUmu+Tbv/fi8eNZnrFLZkbjtWkZwVkdqZr4c89eOnNx7tiZvAjycHXro1sPH3y0OylCbsNPf3bPWbz+5WWw6c1kJ08Nyp31oiq6lNy8u37q1NIrc2eqqLUX0QAmY32aYmF+MDu3UG+XH93ZuX5z/cuvzmzsyoP1end3BKTHlxdePre4cGzp/sr6B+9ffeuH127fW0uyzvLywvnzixcuD9JkOp3u3b03vBp3xuNqZ88HGxZ384SyTq87O1/NzAyGifMFYogSpQkVRdEqaiDLrmu7/drYtd3R9ZurVz64efX63fvr27kbLJ1YOP/00pkzS8cWj/ezGUfWgJoQUlv9bmlpaWlpafmNl28cTBlkEB779xH5JjLYH/+CaVFOiyrNu6aYhoBYeBXLLmMDkRhKr1FnZmYWFpaiwAdYCyKISIxgS3x0mjj2u1zzYeVbQcHDKNmYsO2mmOlRJ0/SNLWRvFKMVPvgWC1TAIxoVBVQMxpmv2uiRkjYn9gS9wfJM2CBhJEYSiycIWtgDbGSCpN1TATDiNTt5Jcvnfnh+zclFAm5JHGcZB7Y3hs/3NjcGo5dao+dOvXGb79x5txc3jGTiayvl72ra9c/Wh2Odjd39yqMXitPn1h+7uu/9bIPDx49ujseTwXIetlrX3v2wtPHJcZiWpbeR6Ik75ReRM2zz5//0mtnT57v7hX60Z0NY/s7mx+Ot6o6xA+u3ltacq9/dVmBTjc5fWb2xs6d2peDTvfeys5H9zYvPX96c2e6PRyHWPXne/NzuXOYm+vPzS9uTsY3b2+eWFq5/MLT91eL23eHk0lBHTs313vx5TOD2cH2zu5P3/ng1p2H42kc9JYvPHPxtdeeef7l5cWFbDqd/OjN94rp3cloYzgqx5NyNK5JXZ73ejODLO+wVVFRadp1g4EYtfTi1SYuV9vdKcz6ePiLq7evXruzsrIxKuKpU6cvXDr7/PPHzpzpzfU7CVmVqBIZQBs9aWlpaWlpafliyLce/PcZ7kPE3scYtNfrjcYSvMTKc+KSvNPtdabD7WJcgOE9iiommYlAiHAWMcboxRn7iU/xiekqxgBACLAJCFFQB+9jFFg4B8NQabZoqtZK5JKkNzPDxgKwhukwvWIYxFALUGwmzNc++po0EposDHwACzKNEMV+GxYkKS2fMJ08MkKeZgh+XJdr25gEdGe7z7747MwgffqZxeWz3d6cSVPMznHeywvfX1qeUxcqv7e5+2h3shctBouINHz46N76+qSbxcH8YDDLc3OIXouyLPx4Wu8JZnqDmbmFpa+8vnDxcifJMJilqk5XHw1OnFlc1x0/LraGu3vTeZMBBnnHnVyeufFeDejs/PG9ia5tFFu7uHrt3s1bt6ty+uqlV59//oJhdDp5fzBb7izduze8MnhY1Hrz1sNr1+55740vfD0u62knN4PO4PiJY6NdSkwd687FS8uvvX62P+eCEGe917/x5RiWfX3vw6sfDaf3N3fGm9PCFOW0qIqqrGry0ToDMDW/PTHGwoeoTHDj2l27jeF452dXbj6896iYhH5/8aVXXv/m18+9/HzWTTizNbSoi4IiHOUuB7VdT1paWlpaWlq+APItj1WYDsLdj59SACKqTQSFDbOJQaFEZACoMpTYMBhEahLnoy+K6fxc1xrTzFBnJhgCyZGOKochA3oi7MJm/4ZA4AVlKeNxMZ1O65gjyY1NSGEoUBSJIOYszxcWFpxzROwMmAOpAAIyIAO2pKwKH1DX3td1DCGyBpE6QByICeqgimb/pyKI7AzDZFIGXxmbsxNKRSyeeeFEfy4P3pCxLuOHj9Zv3t+t/bTb6Uwm5v790fZwvQxj4TLSVOCJkCawrqaknF3KLJdC9cRrHZEnPD+XX758FkA376t2gqSPtnbX31or40Strj4aXb+5ubk7Gk7G093poENeC2FV0sFs/txzx3/+llvdrvdG0yn89l4Zgb1pOZkWxuj8XHd+rktKSeKcS3yw08oMx7y5jQcP9x5t7BIY4tOEzp0/lfcyx/ZrX//S5YvFdBSjt87mb/74rtCeTQzYTEbVtQ8na+vDslRj806n203Snks6zhlihQCaOEtk6gDLEEWMRMZ5oZ1JdeXm+nC8urK+4+Fsnmed2YXjswtL/e6McQAjQhQqBDX28e9BS0tLS0tLS8tvsHzrwYxL/dRWg/sOrqIKY2CtM2zLopIozAkMoBRD9HUpEsiQy5xorOqSTcdYEGuMQgTrmFhAut/xhJ7w7wP114PiJ6kiRniPsqyqsgqwJgUbQyBDSgoJUYEsy+bmZo1xUFhDBIWKqqgYsEFTaxeIIorEGEW0aYrnBUJQwwrWg/2ekTGpwp37uzu74+Ar14k2EdsRSuXC5aWnzs89Wh/tjcLW7vDdKzdW1+/sjXayfBB9NtwN61srxOIy5cSzlf0EM9WclIPFntRV1GJaSxk0TzE3yC9ePD0z108tTQpaW6/e/vnVlc0HY78VTZiW1d6wmu5xUcTa13l0UUuQCmJvxl58emFuNn2IuL07MpruTevIqHzwIVqrnZzylAyQJZaJR6Mamlex92BN1zbK0bhy1rCRma47f/50J02gdPny+WoSyomvCv/97z34xbv3pvVKf+CS1G1sVFvrZneLqko6g06vN8hckjmXW8dNIMlwkjgC1x4mAUAKttbVkYbj4vqdB5NybWdUzHQ7zqac5C5zbDlGZVILbVqwG4a1aJt9t7S0tLS0tHwR5PtzEUMUhTFIksRYMx3vhWCttSImBoSyHNXbwkKZsak1ltnsB1lijNPJNE1snrmDOS0fr3wf0S7ZH5NIzA5pil4XeZbZJEU0AKIEVWGKCHX0VcaVMejmGdTEoMpCEEiEj0FUnTPWCgCGzWATa5PMcrSps2kCi1LBAcYiBghABmXE1t74w+s3tra3FbDWmkTZBlAlCGuPtv/PP/vexubGtNwdl4+CjEOsq1pTt8CYiTIlVgNJc2QJGaAEJtV4OFxNjFiqYE3aEU5jCclBdZg+2lj5/vd+8eDB7ngiu9NRdBXn9c54qzczWD555s5ks9tLTi0tTYdrImViEKiA4U6aDPpplrl6GljSsqZpiWnp67oyWUSYmlj0LHppAmBldf3U8WfB81ev17tDGJN08iztYtDLUsszaVZN/cra5gfvPrzy/sNb1zeLaax8VYT1ZCMmSUI0EBmkaUcpspEQsVv6vArjGCpfWXZpnmWpAdhXyB2IYCwZ5xCpKMv1R5te94ICbGovw1GxtROHeygXEeGNi7lhQwfNdFpaWlpaWlpavqDy/YkSOBuWIEVRqqo1hthICBJrQUbEyhQ1wBCz1tXYGEkzW3lvK0kMrLOiflpWacLMIFUwEZEIQgggZrbMRlREogUTHMh54Zt3V7/7zs1J4ZM0tRWrRDQ5bqNEIuKJBBpFPKD7oQURiaKiwk7JQckDQnAGRERskjQN4isfwFBGGdVPYS2sISVEA68ymk7B7JytqmJxPp1fHGS5u3bt9js/vXH79sr6xsOo4xOneqdOPzO/OGDOrOmPh+FHb75bVhMm1VirRDQhelZn1RkxEICrKkavxDquxnfuf/TTn73zwfs3d3aDTWZm5nvHnzpz/OzsuBp2ev2Z3uKjh98dV3WamolGlWAYChhIwvLyC5eqEV15b028nZR8/6EUBazhLLPLS7MnFvqWcO7M3NPnltI0q31c29h978PbW9ujuq7Ho53+zGDQSZjVkI5Ge2//+O0bV3fu3Brd/WjU6XSPLc9++fK5To+TxKRJ98N3RzevTjpZapJgrUmsUY3e103rGoaGuoIG1+RGNEr0gFjLiXLtK2VJ01REDRvLyQdXrp+Y0/OnnkozNsQAGetYbfuGbGlpaWlpafkCy/cR81ZVQA2bSFrXdYxirE2yXIZ7MVQmzcBMTDAOJqr6qpyCvHE8LUqG5dwmjuvKh1AZm1oAUCYDIlX4UIPYWoBJNAaJBk4piZRUAR9cXfnL//vtPeo754zXoMIajSGjnhAMiUE0JIkj65qNmqoqqhAi2FRtEgGviAomhChBYZ2bTsqi8gqogY8YF+jNABZBMK7rcVlOigpMxnJZl7ODwanlk508/eD9G3//3bclZmVRJRlfvvTsV157/pmL52b6CyLuo1sr16/d29j0xOK9lxibDYiJs50sRSRWJmVfiXiQ1c3djavXr/70Jz/d2Kidm5+fm3/2hfPPvXLx4gvnxNRgN9qLf//XP91dX6+qWkWb+USkZERzwqsvPV+P3e0b26Wa3VF4/8rOZCrOmcTq6aX500sLApw/M79+8cTC/Nx0ElbXN6ZlIJrUVTke7sw8s7A023NAjH5re/MnP/7x5iOd7GVMZnZu5vLlp//4P319MJcnCRKHUP789o2bxjgYYkI3NZZEgrcEhsRQIRSsdZ7CMCCiUqt4Z2BsYnLOe4Msd+PhiLy1wlevXDk5q6+9tNg9llBCAmVjSPaTP20BvKWlpaWlpeULKd9HPVwhEqu6EtVOp+PsHjN3Oh3nJkxmMDeYjOsQ6/7CYDraLkZjWCqq6c7uduo0T+bAZu3RWq+T9md6oOjFq0ZniGHAnKSZgkFGwDBsYBFcgKkFhUfhUQWt1HuvUHIWbMGIxfajDvv5mSzsbc/3869++cWF2Q4k1qFOnOEkIVghB+YICMErpgGjSTEajZJMfAi1YK8GGWQOnQGMRekxHOP9aw9+8our73145f769sTrzNziU2dOXDj7dMe4eloXe77XnV2cPbF8avCtb37rmfNL84PMGlMJehknyIwkhMimk5BzAAM5LEez/nCzk9nTx5eODZJ+x9RVefPands3Hwy3p476J5bOPH/5pW9969LJ84tJJ1PKt/aq7Y1hNx1Y7G2uDQd5t5P3BSiKSokXk27sUS93kLqq/d17t3b3NoLfRKw3V1dQFl2AgFqROLe4MNgEeU+KGENpWZaX5l97+cXXX3ppzvWG493d7Y1yOq4Lgri52bnf+sbzv/07z587m6QpDAGMXse4BOPR0OvGcDctve8hTQgsPpaVL7TXi87CGTCQOO7klllCqJM0ffml51780tyJZfnh9957/51bK7funRgce7iy8dd//aPf/eaFC2e7gzxoQUY5NSDTvitbWlpaWlpafvPlu4lc02Hf7U9CBGOYQdbawaA/N9c3htIsE0kBVahI8NPSMuXdTunLDz788Ac/+P63v/VbLk2sNWmWGWeVwWAyFsoCUiUQqyFRiqoSo4IgyJgrz8NSVnbL9e3JcFIWbLwohBmBJSLWmdWu437HnDv33Fe+dPnU8UHHgsSraowKQ2ycKEclYRDA1HwLSKzJ0iTPkzzvljUcgxx1HGrB2qOdN9++duvuw5t3VzY2HjGZXifVUC3OLp4+8ZSB9VOpxtKxnLjOXHfu6ZNLC/2+ARBx/YN7P3rzejEMiebGmKi1g7WC4BGnoqUu9BYI4guSmhA5Vv7mtbsP72/CJwn1Ti6efPG5Z08vH5vp5R6oI9ZW1t75yQflWB11NfrUJJZy8SCkDDUScsPdxOSZiWonRf1w9e7xRTfTTYwkRmpUhbW2DjZ36dkzx8tqZ3unLGvRMEqtnx/0Lp5Zemp5HuLHo93tzUc7mxvjvcRQOtPhMydnnnl6ttOFKIoybG2N94YjlYLJG0RD0ZBaVsdqSYzGIF5CJTFEgRqoePiSzP/L3n3HV1Xk/QP/zsw559b0RiAhoUoTBFFQREFdu7CPrv7ALa5tdRfXsrYVXetaFteyPupaKTbWzqNgd0FQsIBIC1V6SUi/ufWUmd8fA9cYIEZFhfB5/5FX7rmn38nJ586ZmZNgnmkxf4/yvP49OxQVyZpNNTUbq2vWV7mp+LatWxbL6l7dQnnZeVyyoMg0mOkpDPMNAAAAB0T4JtrxUHa+u/zNiRRjzLIsYlwplZObVViYxwUFQkFP+hLxhCeVp2RTbW1GXlYwK8uudxYsWEDkDD9qKBG5rszLK3DcVMpN+UxDcFORcsnTW5TEPSUdqVxXSkWMODNVxJFbau3Vm+vWb6mvb4zJgOFxRspg0laup9xkVtjKML2QqU4YceTQAV0CprR2PqlHepIRMS48RR4RIxJEJiOTU9BnZgT9/nDANEy/z19fH0+YPGiqzAA5jlq2at206W8lUnYs6SYT0dyijv5gZn2kqSA7tzCn2LO5cri0uRtXzOLcZgHy7ISdSCrG2Mcfrpj++meC+wLBgEVm0m0yPGZIcpOUbHJkXJWXdI40NSUamrZtjednR6XdVLmxJlqXMllIUCA7nF3SocCxeaTR9gRF4nLlik3z5nwhEz6Lhf0BbjLJHEummN8KK+U4dspiVsjHM0KW6Q8wIxGLJy3LzM/MCBaUhS0u7RixALk8bPm7d+20bXtTdW2tnSQh42FT5meGO+aG8jKNSDKSjEdjkcbG2lo7GfZbmeSzLZ4yRCKVZLGUt70mvmp55ebN2z0n6rMsPxdhv/BxaTLP5J7FlU8w4qTclGu7rkMGJ9dJOYmI8MW4MgIi1LnI1zHHFzbs8uK8bSUF1eurorWJ2u3VMiErt5UUFzGT+4PZuVxYno3BTgAAAOBACd+s2dgjuyGl5Jx70o0nUqYVCAb9nTp19Lya+oZEMhZjIuAP+ISR70gnGYkK4XMcd9uWqtmzP15RkZWXm3nkkYebPuE45JG0DMMQFhEpYko/LIcR58o0lSSSijV5fGNN05KV1UtWr1+1dnNT3AkGODeEqZhgUsqUZ0dTnmMK25FGUTZlBam+vik7GAha3PJZRFJJ6bqKCzI4KT2QikeOTcpx7HgkkYzbtpOK1pEdV9JWrs2knYjF47GE66SaIpHGaNx1PJOcHuWFQ4/4xaG9OwWIxzwqyM4vKeyUiFGsPrLpq6rP521VzI7GY5YRqtrYGOR+0wwko9GmujpX1juxlI9Tpo8yLGEp3lRTn7TtlBt/6fl3PyzgBXliQL/BQTN/3pyFqVRq0YJV9bVep64dsgqDIqi211avWrM+1WSnol7Y9OVm5ici252EbRD5OQkmJPcHLZ4d5D4/1dfVJ+1EMETJRF1+WaczTv5F/+6d8gJhzrmPs06FGf0P7rls9fq1G+NKeRkZRoeCzG6dC/NCgSAzmD+jc4eSmrLaksLCaJNPumassfbj2Utq6uqz8kRdZHtNXV1Tg9q2JeGm3GAw2zCl35Qk48phzEuZXAZMLixDmTzoZxkWMUZ+Jn3c8XHHMFR+huiUR1khEobRt0dxvLaxbmNNjdHYUJOKR7cvWbIoL0+Wdx7YlEy5RjwcyEL6BgAAgAMkfKervVu57a+IFOdMSi8zM2PEiKNnffhZQ8NK6SZ9vqBpWa6bchxPSmn5LaUokXDWrtnAqMzvD361bnNOTmYg5DckJ8a5ISQx21W2p5jgnDPGyFHkepRMyW01qYrVNV9UrF++dsPWmogSPsP0K2Eo1xVKGeRK5vqZmxe2unTMzfSbPs6IczeVdJSwgn5GwpFOIpU0/abg5CniRMxTKiXDppEZMBKO57iJhhp76WLPTSU9N0XSswwhBCelwkF/ZkbII+rVp9uhh/Y+YlCP3BAn1/WSrCg3t2vnkg3rtieb3Mba+iULlzteNJ6I+a3MrEDG0MG9K7dGtm9PKVsF/Ba5XjwSCwT8ZR0L+x3UbfvWBFPCEL51q9dvWh8pKw2PPOpwi8SGlVsiDSLaEF2ycHljNBbKtciXTLpx5anu5WXrVm1nnmcQMelJ203FpMmUYSgfMS5YyCeyM3xba2o8GfcHDZlqCvn4IX0Oyg8afsWUK13lWpxyskzLsolHmZABfzg7wyzICfkZZykpBAUNKz8zu2tp57paaoqIWtv9avVX1XVbikt9kXhlIhXLDHc0OPeZxLyYqxoTUVFXvcVgWXY8YijXZCZxpUziTErpcOYZwg1aUqiEqeJ+lgoJ5WeSyMsL+w4q79DUv+e8hoVxIbnFtmzZuHKlWdwhsyC3LCcjYJgU4IRW3wAAANDuwzcjEi1jt/r6Tc4Z54ZULmcsFAzEEm52Tu6vzvqf7TWRFcvXEJOWJUxDROtikiQzDCUNwzAY+WprIwf3z8kv6Lh4yari4qKy8s6WnzGmDJMpRglHNiWl4WOWwQRXUVvGErK+0Vm8on7xkq1LKtZtqtoedzxfONsKhD3p2cmEYMzkrmFRXsjXs7xoSL8eAdPPJeVlh2prqhMeDwT8jJjrqXjSzrQChlJKETESSglHFmZnlBfnNSVSDRZPJJOJxjrHSTElLdPo0KHQMPj69et7du9SWlrqSnX4kMP69umeFSalknbK9ZJGx/y8Pj3sZCTmJoyEHV23usLxop50fGbGqaec0K9Xv3feXmhSPDOUCGYELS5qtzeUd87v16PcHhGa/d+F0YTjGeGv1m60U1EvpQpzfWGr4+a+Pau22evX126trIs2BpoSdsytz+uQ07Vb99JO3dzoJ/WVUeXFAyYJ4rGIJ8gVPrK4IJMFTLO4IGN9pYw7TkaG5TXKgMVyQgGfcpjtKCltl9lxKZ0kY1HDTFg+EQ6rrBDPDpncITtqOz7XdeyAYfXp0WNrKFldZXMV21q5pb6hwVMhj0X8QbO4Q6ZfCCHtaGMinmxoqncqN68zWGEq7vk4BUwmHCK/IFKJlG34kj7Ly86wvIRLKm54Me54wvG4shljZcUF/sNCSz5d6LdUKDcnkdi0ctVKw/KGD8vyB4pUnExBJtI3AAAAtFNMKaVjtkeKKbZjMLtdwjcxSeQp8hQREXc8cjzmuN7Tz/zfSy/M+HzefGFlGP6wnbSdVFJJ1wz4GVcGV5lh64gjhwwcPDAQ9DVE6uOJeGGHooN6HdSjZ7e8ghATzPGIOEu5rC6SWrJs/dp1mzdvramJByurm7ZVbW9KpoTlD4TDxHkiFolF6rMzfEFThi1v2MDevbsWdynK7tejpCgvwy9YKpUgqYRpCmE4nowlkhl+y+DckUpx4SqecOSCxcs3V1ZL4rYrHU+6rszIDHJG0UiTY6eEYOFwuFPHopzsTMYpGMzICIeyMw3BYtLzXDsYi3rV2xOrVjRFGhs9GfMFHG64jClGvl49ywrzCpYurqtrqLPdOsMXLe6U2blzUccOHaVj1lU7q1c0VDc6MdclqheiMTPDGTSgp8ECdTV25ZZkfb0bS0iyFPkc8tnBbF9hQW5+Vu7yirpIjcNd4eN2t7KMQwd28JkpizHuWtLiNYn4V9W1FZu318UShsF9bqpbQd7RB/fyKc9QSnGekCziUp1UHy+q2FBZbVmBkFJFAX+voqLORbk5OSFpqqZYUzQeS6bcykqnttZLpVhjLGKrxkBWIiObZWaFssKdGmpFTbWMNzlNsU2+QMPQo8ryszOdKP/i85poXdhzgwlz28EDOh5ySDnn8YrlKxcvWcOcHCdp+qzAcccfXFgU5MwhIimNRJQtXrRhe3Vd0okk3a3hLOrYqaCsrF92uNASvgyDLLQ8AQAAgHaqRZvvnXYZ8ERK6XkOF6RI2U5KGH7TNInxsvLOffr2+mrN+kgkmUrESVmG8CsupSOVki55bspeunilInHk8GHhcHbKsb9auzmeYrWNyUBIKFKeUqY/kHRFTUNy8dK1mzZtra6LxHlBwuUJh3vCb1pBYQWSybiU0meK3OyMLD/LMJ2SDrkFWUGfkEGLm0w5qZRpCEbcVcpVpBg3fT7BFCdPMCJigjNh8YO6dOpUVEBckBCSY9DFfwAAIABJREFUyPWkzx9gjFKJWFOkUSmVlZWTmxMOBXxEynEkU2QREcW5SBh+FfQHM0PZ4UCW53YgSjGRMEwpOClpZGWG/KbZr29BMpUhKZ9Eo9/vBIPSJ1KmxYOmL2AWN8S9pPRCwU4kIowaMoM86LOK8vKKC7xEQjieYauEsjzul+T3An4zaPpD/s5OjClb+bjMyZDBoCNYXDiCeZZ0ZWYgcFC3Ul9+bmPKZkxmcZ4nBLkOMcaIMUUGUcDi2ZbZv0/X8i6dTMvHknYmsc7hjLDPNIVBBqW4kRkIl3TIys2UTVFJzHSUY6uow2uzc8zMzCBRRixixpq4Z8tEMp9EQ0kxD/t80mf165VLqRAXvpjIzS2wTK4Yk+WdirJCWUJmOUlOHhVmBXxke25MSmXygC+UOfDg7tF4Mp6K2KqUWSkrKDIzswzTJIWxTgAAAOBACd+tkVImEgl/wJRKNkYaw+FcYZqxuFtSUnrIoEMWLV21umJlvLqRKBwMZxuWGW2okdIxLJGR3WHLlhrHXnzcL04ZOuxgEqnHn3h56dI1Cxev3lJZVR+J2Z7KLewoTF/K8eoamogxYQUbKaGskOELk5RKmK6ipOMKIXIL8rt2KckLMp+M+hilmhoaE65yij1HxJoaM7OyuCFIMl0/77MMJh1GyuRMj1QuSJTkZzuKXEVcEOOkiGobklKpkoI8zvKTSbu2rikgyC/IcZXfxwzBFVGKGh1VQ17CpA6mkdWxAxPCFEJwYXHmMlJEJpHBFAuVCU+GJFnEmcESgjyiuCuJiGdmsMw8IQKCEcUSlEzZ2WHLZ3hMpUId/SnbSDlk+IPKIFd5TarR9lK2Uvl5QX+BIRQjRwjlEkU9WUOOz0gEHZtcP+emEQwI5bM4p0LDF3Y8NxqzTD9xRimPhBLc8DGzpCDb1V+sHC8gKUdwbjOSRIoE48SIE2WGhN8niIj7TJcFG5KJgKVMkg4l/H4WMH1+SzBeSJRFVGmQUgYV5ucEhBn0U9KXbzPHUSmD2TlZocKsfEZ+LgVXRERJOxJPbHccz2/lh4KZQR+FQj7uy5eUE7UjkVSD4EIplvIoxJC/AQAAoN0St9xyi/5NpYc72fURg4yIKSG4EIxzbpqmUuRKaZpmKGiFw8FwRn4slqqtjdopwzD8XJhSKm5YwvQxbihFiolIU3TBwsUrV60dMmRw1249A8HsSDSZSLmO5MFQlqdEIuUlU54/EM7IzE9QkFlB0xdI2Y7jeZ4nGVMdOxT079vjqCHdencrLsrNUclIYU7g0H49Te6R8kLBgG3brudyw2SMK85dxUzlCOYxUowUKY+U4pwRkZSKc9LdPE3BfZawBFeKkSKD86DPMAUXTDHlkZSMJKMawWIWCwhmcW6YXHAhGXM4T3KWYmR7ylbSk5KUIkU2ZwnBE0pFHNnoqRRn3OQWJ4MZTAnyZNxgiaDlWIbLuUMkXY+IMS54JNGYklEyU4K5FucWNyxuGkxwIs9OcUr4zCTjEaZMrvK4j5PJXYMlmMc4hYRlKs8kFRam4IIrIk8yUyiT20K5jGySKUpx6fkUhbjBU56XclKOzQ1hmKbnKs4Y51wqxgXjQhmCuHAYdzlZ0jGlNC2Tcc6IHE81CKYE+bgKWlwIwTyDKS4ZuQZzOCOlmJPkXDFTcMYUY0lT2H6fz+B+5RmGwYhx21WSOYxLU1guWZK4Kbifk4HwDQAAAO2U8XW6bn1GxhjjjBHnLCCsWCJFnmdZzJ8Z4J0LU4P7Vm7dUL29csWybZKlJHlkeJwTF+R6SUVuLOl+uehLx3OLigt69TmooKhzWeeg68ncvPyahkbD9DseJVJOxO9TREylcgwZDFvZ2T7HZbaTIpIlHTuWl3Yo61RUHPaSkZqGbVX5YatDfl6HoqJoY50iblh+24krPcA3Z0RMKkWME1PpkcsZI0ZkMJLs6yE1DFNXzpJHinNu+i1TcEFKcSY9IqW4Is5CjEnOwlIZipTgJBVJRZwYJ07EuCKlFCnFSDGmODGuTE/5SEkigzNhcMZMxRl5pBiRISxLZBI5REyRYESCE2NkMKWUMhkzyOTMIDIYcT0MDXESjAtuKQqTEWR+YRikBLmkMjj3iPvJYFKanFk+gzwiVxIpYRqGIIsU6e0SWYwsvnPwc09JUpYQ3BCO7XGuOFdKnyjGDeF3maeUK8hkTEhOJhEjUsSJApy4wS3uY1wScTKIOGOKCUE+RqSUkMT0o5uIkSF8QmRyLlzHchxlGOQpEi4RMYNbfuFLuJwY+QRGGgQAAID2bEeHS9LNvHc29d41iLuem0wmfT7LME0iSiaSUkrL5+OcJxPJzZu3LPhiwcxZn7ww7cNUyuNCpFIp0zSFYZAix7Y9z7X8QdeT/oD/4AH9jzjyqMMPP6yktFOkKbZ567aa6hrPU0pRdXX12rVrN21cn5cV7N61vEfPHgV5uYlEPJGIn3jikKzMnOrt0U/mfTTrw/8uW7L49ttvHTLkcMsyDaEMwYTgpHRqZJwTZ4xI7Yit6QPc5RsFEUkpv56y4yywHadg58lhjJhOkWqX08OUXrWUapfpzbqssh3L6qp3omb3F5qtc8e62I5lvl48vSqmiBQpxojvPCjVfMO7fo/S7yq2Y+2s2WxSqh1b1KG6+YfP1Nc7x3Y8/ZTtmFG16I276yLpkXNYs0nfLFys+Weidn7FI7Q6AQAAgAMhfLfO8zzP84QQnHOllG3bSinLsjjnruvGYrGNGzd+PO+L/3385e3VdalkItbYyITBDZML4Tq28qQRCEpFwhT5+YX52TkFeblFnUp69O7ds2ePwsIgZ2bKoUQimUpFnFTEJCM3JyMvN9NO8UQiFYtFbbtp7dq1S5csr6mpLivrOOzIww8dfFhhQaEhmBAkBGNfx2ninBjbUe36rUnuG+F7T6eJ6fX90PUQEef7UN2uUqotBaAthw8AAAAA36qtHS455zp2SymllGwnpZQQIjMzs6ysLJ70jju2cvWaDZs2bt6QTCZtR7ou54yUVNKTnqOIeY5sqK+r3rJlqZ0KZ+UM3rpV2gmvV0e/P6yUJQwjKzMYCoS4NDjzEvHIxo11dsp1XHvRoi+/+mr19qqqnJzs3r16nnnmKMclRiQYcbGjPYnOwESkdLXyN+peAQAAAAB+Zm2t+dazSSk9z3NdV1eBCyF0da+uzU05bkM88fnnK/77309e/7/Xq6qqbNsxTdOxbde2SRikFOPcFwx6UjmOw2zbMk2f329lZWbn5ucXFGSEM3w+0zKNwtywnYxXVm5btmyZUiojI6OmtqZnj+4jRx7Tq9dBfft079mjTLegEOkmDzp6K6mbMHDG2I7WEnuhxho136j5BgAAAPjh2lrzzXY2j1ZKMcZ08maMeZ6nK8INwxDCMEWoV89uPsvICPnmz/+iomL59sptynNMywiGw6lUKplIOPEoN03LMk2f6dhOJBqhWFMs0hRpqA+Gw4YQpKRFKSndlGPX1tb4/b7snMxjRx5z+OGDDjtsUG5OblZWhuNI02D6ofTNwzff+T2BSDFi1Ib+e3srVu6n8RSpGgAAAGCfC9+6wYnOtXyn9Fs732WerQrzc/Jywnk5eUUFOXnZoSWLl1Rtr44lUj5LSI87grh0ueKCm4ZpeNIjl5jr2PGmRuXF403EmHTtZFOdYfJwRkankg4dOnTo2rXrCSf8ol/fg4qLCwxhEJHrKUPoLnuMpUczIdKDjTTfcTQ7AQAAAIB9xHfocGnbtk7eus2JDt/ptha6/YKnmFJMesp23FQyUV1Ts/DLldOnvznrww8b6+oZF2Yg4Pf5HMdNJFNuypZSKs4M0xLCYIJLpTwllfSUTPp8RnGH4l+fM+awww4rL++SlZ1JynMdOz8v0zRNVyrBmOCMC922ROnW3rSz2cmOthLE2bdVfrfxDHxrDfHeWs9PqY37TKggBwAAANgbjLbP2ry1ie52qR9So2OZ67qO4yaT0rJMQximMPwZmaGgPxAI5mQFDju039at27dsrayprfU8L5FMRaOxupraxsbGZCplmv683Jy8vDzDZ7muS6TKu3Qs61zSpWvZ4EEDS0pKMjOzDYN5ruPYnHHuep7ruGQIRpwxphgxpmM37Yjg1LwL5k8UK/fHeIpIDQAAAPCTpq821n3qrpa6zpuIbNuWUgohdBYnIsdxUikn1uSEQn6fz+fYinPiBglBjCiVcrZV1y9evGzF8pXxRCyRtGPR+LbKyu1V2yORpmA43KlTp5KS0lBG2JMu4zTo0P59+hxUVl7CGTFiihhTUnBijHlSuY7r2I7lE4bggnPOibP0kewM38Q40w+SEfiYAQAAAGB/Ct/q68fNMB2+Pc9L14UTkeu60lOCGUJwxpjrKM9zlVSSEWP6AePU0BBtisZ8fu66LGl7yUTK9VylFBeCc0MYhmWapkmmRYFQkJuCiHue67NMv2U1RaNciGAoIHZUc0upPMaIcy4YcZbeRamrwBljnHEiA+EbAAAAAPbX8K15+omURLRz7DyllJLKUIw4J0aeI6VKPzSTccaEyR1Hep60fEIp7knleXoVuk22JFKccyEYF8qWOrkrKaUQ3DBEKmkLwS3L5LTjATpSuURKMM6IONNPb1RKSfrGjpkM4RsAAAAA9sfwrX82H/VZd7jc8cAdT5LtkBDEuXQ8JjgXnHQAV4w4yZ3BeEcfSUWeR/qh7EKQYegNkSdlwnUY5z7LJCJPSqmk4EK3LfGkZIwEJ0WKkRLfeEq7bD5wNcI3AAAAAOzH4fvrxXaG7+bNUZSU5MmdQ/8pYjtn29Ejkr65ih1RO/1yxyoVKVK2UsS+rlNntPOJlUoHeUWMGO2c/nX43jFDs00gfAMAAADA/ha+20RJavmUx/QjcNg3Xrb63ElFyiVSzWbgzeP1joEF08lbUcsI3vyI0OYbAAAAAPYVxt5eofxG8mbqmymc7ZK8d5/B2Tey965Z/uuxu3eua+eGWtSGE8MzdgAAAACgvYZv1WqqVnvI0t8N+8ayCp8iAAAAAByQ4fvramj1zam6oyXbXRZnbYzi6crzdG02U+mVo34bAAAAAA7M8L2zN+bX7bHZLpl7Z/9KtUtubqV6vFlrE97aMrtdGAAAAACgXYXvvZziEaQBAAAAAOH7+0fotuRoxna3BMI3AAAAAOzX9upQgwAAAAAAsGccpwAAAAAAAOEbAAAAAADhGwAAAAAAEL4BAAAAABC+AQAAAAAQvgEAAAAAAOEbAAAAAADhGwAAAAAAEL4BAAAAABC+AQAAAAAQvgEAAAAAAOEbAAAAAADhGwAAAAAAEL4BAAAAABC+AQAAAAAQvgEAAAAAAOEbAAAAAADhGwAAAAAAEL4BAAAAABC+AQAAAAAQvgEAAAAAAOEbAAAAAADhGwAAAAAAEL4BAAAAABC+AQAAAAAQvgEAAAAAAOEbAAAAAADhGwAAAAAAEL4BAAAAABC+AQAAAAAQvgEAAAAAAOEbAAAAAADhGwAAAAAAEL4BAAAAABC+AQAAAAAQvgEAAAAAAOEbAAAAAADhGwAAAAAAEL4BAAAAABC+AQAAAAAQvgEAAAAAAOEbAAAAAADhGwAAAAAAEL4BAAAAABC+AQAAAAAQvgEAAAAAAOEbAAAAAADhGwAAAAAAEL4BAAAAABC+AQAAAAAQvgEAAAAAAOEbAAAAAADhGwAAAAAAEL4BAAAAABC+AQAAAAAQvgEAAAAAAOEbAAAAAADhGwAAAAAAEL4BAAAAABC+AQAAAAAQvgEAAAAAAOEbAAAAAADhGwAAAAAAEL4BAAAAABC+AQAAAAAQvgEAAAAAAOEbAAAAAADhGwAAAAAAEL4BAAAAABC+AQAAAAAQvgEAAAAAAOEbAAAAAADhGwAAAAAAEL4BAAAAAPYhRvq3qVOn4nQAAAAAwL5j7Nix7eyIUPMNAAAAAPATMdr91wsAgP2IvgmJSzGgHAK010YZqPkGAAAAAED4BgAAAABA+AYAAAAAAIRvAAAAAACEbwAAAAAAhG+cAgAAAAAAhG8AAAAAAIRvAAAAAABA+AYAAAAAQPgGAAAAAED4BgAAAAAAhG8AAAAAAIRvAAAAAABA+AYAAAAAQPgGAAAAAED4BgAAAAAAhG8AAAAAAIRvAAAAAABA+AYAAAAAQPgGAAAAAED4BgAAAAAAhG8AAAAAAIRvAAAAAABA+AYAAAAAQPgGAAAAADigGTgFB4L58+c/9NBDUsrNmzdfc801lZWVjzzyyFVXXTVmzJifcZcuu+yy4cOH/+Mf/2h9zilTpixZsoSIunTpMm7cOHyaAHtdbW3tueeeaxjGM888Y5rm/fffX1tbS0THH3/8SSed1GLmSZMmrVixwvM8/ZJznp2dXVhYePTRR/fs2XNfOJwNGzY89dRT8XiciC699NLy8vIfaUOvv/765MmTq6urhw4desMNN2RnZ7eYYeHChffee++tt97arVu3Nq6zoaFhwoQJc+fODQaDv//9788+++zm727evPmOO+6or6/Py8u7/vrrS0pK2rhg2qZNm371q1/dfffdI0eO3H/L4fbt21966aX169crpfQU0zRzc3NLSkqOO+64wsJClMN9sxwuXrz4/vvvX7VqVbdu3caPH9+rV68D9Jqrdnr++eeff/55Be3O+++/zzn/n//5n7fffpuIiouLO3ToQEQ9evT4Gfcqnfu3bNnS+pye5+kdHjZs2Hfdyty5c2fOnNn2+R988MFIJLJPfXx1dXX//ve/UYwPHD/Zpbh5aX/00Uf13+Nzzz2nlFq2bJl+ecMNN+x22SeeeELP0L9//88///yVV1458sgjieioo45avnz5vnAa00c0Z86cH2kT1157bfN/poMHD3YcJ/3uO++8c/zxx+u3lixZ0va/9x49ejRf7W233ZZ+d82aNUVFRZdeeqlSauzYsR06dPjqq6/asmCa67rDhg0jotdee60dlMNf//rXeobzzjvvk08+efzxxzt16sQYO//88+vr61EO97VyOG3aNNM0029lZWWtW7duHymHPzE0O2n/7rzzTimlaZrDhg27/fbbJ02adN5554VCoXPPPfdn3KsxY8ZkZ2efeuqpOli3gnNeVFT0PTbR1NT0m9/8pqGhoY3zL1y48Oqrr07X5+0j/vCHP6xYsQLFGPauFqX9F7/4RdeuXXv27HnMMccQUceOHVtf/KCDDtK/BAKBwYMHn3HGGbNmzRo6dOhHH300ZMiQfaHE5uXl/ajrf+utt4LBYFVV1fz58/XZmD9//oIFC/S7b7/99pYtWzZt2vRdV3vjjTcec8wxjz322KhRo/QUXb+of7/yyiurqqqGDx9ORMOHD6+srLziiivasmDaTTfd9PHHH7e/clhYWDhkyJCLLrpo7ty52dnZEydOHDlypK5yRjncR8phVVXVa6+9VlFRsWHDhtGjRxNRY2PjCy+8gJpv1Hy3T2VlZUT0q1/9av89hAEDBnzXmu9UKnXaaae1pYJH27hxY9euXYloH6kv0e644w4iuvzyy1GMUfO9F31raU//l91TjeOcOXP0DEOGDGlex6YnHnLIIT/7aXzppZd+1BrHioqK9O8vv/yy3tayZcuaz3Pdddd9pxpHKeXkyZPTL0eMGJG+U6+U2r59O2OMiN58802llE4tjLHa2trWF2x+F7R///76rX2h5vuHl8Pbb79dz3DdddelJ15//fV64r5w5UQ5TC+4Zs0a27b1WzU1NfqtRx55BDXf0N5UVVWNGTOmurqaiD755JPf//73RPTkk0+OGTNmzJgxt9xyCxGtXbv2D3/4g55SUVFx6aWXlpWVDR8+PH2/j4i2bt169dVXn3POOd26dRs2bNj06dP19LYs67ruPffcc8oppwwYMGDUqFG69fbs2bN/+9vf6gWllHrO+fPnX3TRRaNHjy4vLx89enRFRUUbD/OVV14ZNmzYySeffPHFF//ud78jourq6hNOOEHv57333jtmzJgPP/ywlQNZsGDBsGHD1q5dS0QXXHBB+qS5rnvXXXeddtppxx577DXXXGPbNhHNmzfvN7/5zZgxY373u99t2rTprLPOKi0tHTly5IoVK+rq6i666KKysrKhQ4d+9tlnzU/Crutp/ey5rnv55ZffcMMNum5jzJgx//73v3d7sHCgqaioOP/883XJqaur+/TTT9N/TXqGRx99VL984IEH3nnnnaFDh5aXl9988817Ku3z588fN26cXmTp0qXfe8eOPfbYnJwcIvryyy/T6bympuaSSy4588wzhw8f/tRTTzWf/7XXXjvllFOOOuqoYcOGTZs2LT19t4tMnjxZ7+Hdd989Z86c4cOHl5aW/vrXv45Go0uWLDn55JNLS0tHjx6t/3Kb27Rp05gxY0pLS4899th58+Y1f2vRokWjR48+55xzRowYMXfuXD3xmWeeSW8omUxecskl5eXlr732WovV9u7dO/17KpXSJ7NPnz7N5zGM79arijHW/Iakbi1gWVaXLl2I6KOPPlJKEZG+ca9Xrr8Itb6gtn379ttvv/1b+9i03YwZM8aOHTtmzBhd65k+b7fddhsRJZPJ6667Tk955513Hnjggd69e/fp0+fVV1/9scvhmWeeqX+ZNGlSLBb73uVwt8XjxyiHr7zyysknnzx69Oizzz57y5Yt+vr/t7/9TW/o9ddf37Bhw8knn9y7d299uvbTctitW7d0mxO9qwMGDDhw/4uh5rsdi8fjM2fO1G02jj766NmzZ+vpxcXFzSuS77zzTl0YjjrqqEcffVRXRRx66KH63a1btxYVFY0dO1YpNXPmTN0OZO7cuW1ZVin129/+VgixcePGqVOnElF+fr5u3jd27Fi9oG6d9s4775im+dhjjymldEooKChINwRspeZ78eLFQoi///3vSqkXX3yxsLBQKbVly5YJEybo9d96663vvffe1q1bWzmQpUuXptsOTps27b333kskEkqp//f//p9hGFu2bNm6dasQ4je/+Y3e6BlnnEFEQojRo0c//fTT+t5Cv379Ro0aNXnyZH3ha96kfk/raeXsxePxdD3iGWec8d577y1btmy3BwsHYM33X/7yl/R/dKVUukuTftd13WAwqO/ajxs3Lj3zG2+8safS/thjj+kp77333veu+VZKDRw4UE+//fbblVINDQ09e/bs27evlFLXkD355JN6Th2Ann/++W3btuk/Rv1PvZVF9B384uLic88999FHH9X/9U866aSzzjpr4sSJgUCAiC666KIWNY7HH3/8Rx99dOONNxKR3+9ftGiRnuHzzz8PhUJ/+tOflFJ//OMf/X6/rheUUnbq1ImITjzxxDPPPNOyLCIaN27cnj6LLVu29OrVKz8/P73mNP3lmb5LW9vmrrzySiI655xz9Mt0bv7vf/+rlEqn2AceeKD1BfVBnX766QsXLkx/cHul5nvQoEE6VOmX+n/NMccco1+mA2uPHj0mTJige0z6fL6ampq9VQ53W/Pd2NiYTji6vvl7lMM9FY+9Xg4feeQRInrxxRellH379u3Zs2c8HldKrVq1Kn1ovXr10pXNL7300n5dDrVEInH22Wczxp599tl94U7gzwLhu/3T0fDMM89MT+nbt2/zLKurVIlo1qxZSqk///nP+hqkY/HDDz+sv+M2NDRs3bpVz3nXXXe1ZVn9/b5///76DqMQQtfbKaXS45boOc866ywiOvzww3VR1G/NmzfvW8P3vffeS0Rdu3bV3bz0tVIp9d5777X4H9P6gaQvT+kboG+88UZ6l5RSuqP66tWrlVIXXHCB/sav/4ukj0V3OmmxqlbW0/rZcxynxc3TPR0sHGjhO505dPi++OKLW1Sm6Bg0YsQIpZQeL4KI/va3v+2ptKcjwg8M3yeeeKKersPHVVddRUTXXnutUmr9+vVEVFpaqpRqamrSCaaurk4ppcdI0Teg97SIUkoP1DBo0CApZfo61rVrV/33ovsRDhgwYLe3+13XzczMJKKzzz5bz3DooYemb51PnjyZiNLfinXb2UAg8Prrr69aterKK69ctWrVbs/DE0884ff79YZCodD8+fP3Yujp27dvRkaGHtCjeeMB3Yk8XRl/0003tb6gUuquu+568MEHm39weyV8H3fccc3Dtz5v6fC9fPlyva1bbrlFKfXKK6/olx988MHeKoe7Dd9KKZ/Pp6frjpvfoxy2Ujz2Yjncvn27Lj86cKfvTiul9JcBIioqKtq0adM777xz7bXXxmKx/bocKqU+/fRTXf2nfetwAmh2Au2fvgzpmh4pZSKRIKJRo0adeuqpv//97zMyMtI3y/Q9o29d9umnnyYiPexRaWnp+++/P23atOa3ydL++Mc/HnPMMb/73e9s2053Ftl1K7vq3LmzbsIxePDgp5566oEHHtjTnG08kDT9hV4IMWvWrFmzZumKh+Z9lYQQ+qjTVz09vlX6ZSQSact69nT2fsjBArQoV0SUvgX/o95K1b/o9KMLf1NT06xZsxYtWqS/LWzYsOHNN9/UXwmysrJ0lfzEiRPPO++8VhZJb6KgoED/Eek/tJycHF31qF/qP7pdCSF0Zpo9ezYRbdy4UV9nNm3aNGvWLL3+jz76qPkiOTk5p59+eo8ePe67774WAzikXXjhhQsWLND1/bFYTLfl2yvee++9ioqKyZMn69oT/bW8+QzpBnvpC86eFpw3b978+fP1d3uUw7aUw7YUj71SDt96661kMhkIBD799NNZs2bpOvsWGzruuONKSkpOOOGEf/zjH/qO1n5aDrXDDz980aJF6Zse119//b42yMFPA+N8wx7pP4mSkpLp06fPnj175MiRRx11VItLW+vLrl69Wje20xPT3S92NXLkyBEjRkyePPnoo48+5JBD2rgV3STjhBNOePfdd2Ox2IUXXrh48eJ//etfu53zux6IvuBWVVXpmpKbbrqJiAYPHtz2E6ivSt9jPXu6GLX9YAHaXq6yqzEQAAAgAElEQVT2onRT14MPPjhd+Dds2KAL/6RJk4goHA7rKwMR1dbWFhQU9OzZMz1A+J4W+U5/dLul2wM0NTWlt0JEK1eutCyrc+fOkyZNaj4Imm4s0ZYt9unTZ86cOf369Vu/fv3eGuYlGo2OGzfunnvu0S3ctHR9ob5qpT/N5oNB7XbB66+/PplM6lYf6dGfbrvtNtu29zQW+H5dDiORiO5X873LYVuKx14sh4lEYtWqVZZljRo1atSoUaWlpe2yHDb/3vLss8/atv3SSy81NDRUVlbqhl4I3wDf8Oc///mhhx56+eWXhw0blm6m3Bb6K/KKFSvq6+t1T6w9qa+vHz169OLFixcsWPD555+nW/61ZRPTp08fP378vffeq5R68MEHzzjjDD1M1Q88EH1zsKGhQd8K/N721nq+68FCO6ar3PY1iURCtzTw+/16KLHMzMyGhga/39+i8Kcrz+bNm5cekiz997LbRX443Y5LPw1E/1USUXl5+Z421KImrxWhUOjaa6/905/+VFBQsFd2Vfc71I0liOjNN9885ZRTdEMIInJdt3noOeyww1pfMJlMfvrppy02sXDhwl1777WPcvjFF1/oXwYOHKjD9Hcth20pHnu3HB5xxBH6e0I7LoctVn7rrbe+9NJLhmG0ng3aKzQ7gW8xefLkhx56KDs7O92FvO2GDh2q6wAeeuih9MTdDrx95ZVXzpkzZ+TIkW1//pb2f//3f5s3b77nnnumT58eCoWISI8W0uLW2LceyK7z60thXV1duv97NBpdvHjxdz0J33s9u+7Sng4WDjTpJq268qmVarY2Fq294sUXX0wmk0R07bXX6mowXfjfeuutdC+LpUuXRiIRfWUgogcffLDFlWFPi3zvvUrf3dINDE499VQi6t69u66AnDRpUnqGdAfBtlizZk3zUbR1N+tf/epXu910c++///7QoUPHjRuXrp1t4dFHH/3kk09yc3MfeOCB++67b9y4cTNmzCCiIUOG6EpHfTZ0histLdVtjltZ8Pnnn1+yk24KSET/+te/Lrzwwr1SDtOHuY+UwylTpuiV33PPPc0vwm0vhz+8eLSxHKYDd/MBWNprOayurtZ3HrSDDjpICHHyySfvqS0Nwjfs3/QXU/0ltfkX1nR/vha/tHipq0waGhr+/Oc/X3311fqtqqqqlStXfuuyl1xyiW5Ld9ttt91zzz3vvvvuxRdfrC9/6f1pvpX333//lltu0T0jiWjdunX66QAtVt7isnLFFVdIKU855ZRzzjmHdrboSN8C0432KioqWj+Q9PwbNmx44oknHMe56KKL9L+Wiy+++IUXXvjkk08uu+wyPSBJen/0Ra3FsaSvZfrlt65nT2ePc56fn68PYcuWLdOmTdvTwcKBJt2MUg/ql+7U1aLs7bZc7ba0tyjDuy7SQnpDOm3rNKN7Yl166aXpYQ0vvfRSIkokEr/85S9nzpz59ttvP/XUU5mZmSNGjBgyZAgRffDBB+eff/4HH3zw97//XQ/9uadFdv37anEd09N33WHdcW3btm3r16/Pycm55pprdB2hrtFcuHDheeed99lnnz3xxBN6INT0QTW/ZrawdevW3r179+jR491339VT5syZc+SRR6b7Xmu6aQF9s5XzFVdc8emnnz7yyCMtBrxLr+eyyy7TvTyvvPLKq6666pFHHtEt8YQQ6fFh0z//9re/6QjbyoJdu3btt1N68MHOnTvry8sPL4dVVVWbN29+6KGH9C61KIQ/cTl84YUXnn766UAgMHHiRN0f9HuUw9aLx14shyNHjtSZ9eGHH54wYcKCBQuuueYa/f8ifUTtphyOGDGie/fu99xzj/6/OXfu3Nzc3AO35SRGO2nHmpqaJkyYoP8k8vLyJk6cqJR68skndb+QQCAwderUdevWHX744bownHvuucuXL9e5UNdGK6Vmz54dDocZY6eddtr69ev15axLly4VFRXfuqxSatasWemnlJWUlOh+7rNnz06nh2uvvda27XvvvZcxFggELr/88rVr1+pFjj/++Gg0OnHixHRHll2L6LvvvlteXn700UffdtttxcXFzTvFX3755YwxwzD++te/tn4gSqlIJHL00UcTUXZ29ssvv6zX8Oqrr+reokTUo0cP/eSCefPmpRuo3XHHHQsXLkz/P7viiisqKip69eqlX1588cU6oO92PW05e88995yu4T755JOj0WgrBwsH1GgnyWRSD6pARGeddVZ6bN2bb745PbAPEeXn53/66afjx4/XL7t16/bFF1/sWtrXrl2bjimnn376mjVr0v+8e/bs+cknn7TY+jPPPKMfbqcNHz585MiRvXv3/sMf/vDZZ5+1mHn8+PHpYYZPOumk9PihmzdvTpf/UCh03333tb7IlClT9KUsIyPj7bfffvHFF3UHPsuypk6dOmPGDF1/xhibMmWKHmWirKzspptu6tev3/3333/MMcf06dNn4cKFzS+PuvaRiAzD0ENh6KPTrSkyMzOnTp262/OfSCSOPPJIveyJJ5547rnnXn755c1Hopg/f/4DDzygqx70KZoyZYrneelBjUzTvOyyy3YdLW63DQY+//zz9Dw33nhjly5dbr/99tLSUj3qaBsXbDFMzV4Z7WT16tX6EcWGYdx99916tJNQKDR9+vREIpEewnnIkCGrVq1Kj4Rz0kknVVVV/cByWFVV9cQTT6QvxcFg8MQTTxwyZMihhx56ww03bNy48QeWwz0Vj71eDpv/y8jOzn7hhRf0oCh//OMf9cQBAwakx/bdr8vh5Zdfrk/dgAEDLrjggl//+tdr1649YIcaZOn7EXoY5vToywBpyWQymUzq+KhHR8rPz9fjBraF4zhffvmlEKJ///6tjPbf0NDg8/n0zT7Hcerr6/XgIa2LRCKmaaZSqWXLlpWXl7fotxGJRDjn6d5a33og1dXVWVlZ6V75urJk0aJFgUCgX79+bT/kXX3v9aRSqWg0qocLaP1goX1o46VYSjl//vycnJw29sfa1a6l/UdSXV29cuXK4uLiXRuVVVRUNDY29u3bN9349VsXaftGA4FAOByORqMVFRXhcLh37967tlFeu3bttm3bevTo0Zarza53/Ldt2xYKhfr06dP2hrlEVFdX9/e//71Lly7fbwSSysrKNWvW6EGdf/ZyGI1GFy1a1L179+b97dpNOfwhxaPt5VAptXjx4mQy2a9fP13b0l7LYWVl5bp164jooIMOys3N3YvlcL+D8A0AsP+Fb9h/JRKJkSNHvvvuuy2iHsohoBweIOUQbb4BAAB+IuvWrbvqqqsmTpy4LyceQDmEHxWGGgQAAPiJmKb58MMP75uD9AHKISB8AwAAtCt6gGcAlMMDWcs23wAAAAAA+wi0+QYAAAAAAIRvAAAAAIB9W8s23xhXCADgZ4Qh3gDlEKB5OWx/UPMNAAAAAIDwDQAAAACA8A0AAAAAAAjfAAAAAAAI3wAAAAAACN84BQAAAAAACN8AAAAAAAjfAAAAAACA8A0AAAAAgPANAAAAAIDwDQAAAAAACN8AAAAAAAjfAAAAAACA8A0AAAAAgPANAAAAAIDwDQAAAAAACN8AAAAAAAjfAAAAAACA8A0AAAAAgPANAAAAAIDwDQAAAAAACN8AAAAAAAjfAAAAAACA8A0AAAAAgPANAAAAAIDwDQAAAAAACN8AAAAAAO0GU0rp36ZOnYrTAQAAAAD7jrFjx7azI0LNNwAAAADAT8Ro918vAAD2I/omJC7FgHII0F4bZaDmGwAAAAAA4RsAAAAAAOEbAAAAAAAQvgEAAAAAEL4BAAAAABC+cQoAAAAAABC+AQAAAAAQvgEAAAAAAOEbAAAAAADhGwAAAAAA4RsAAAAAABC+AQAAAAAQvgEAAAAAAOEbAAAAAADhGwAAAAAA4RsAAAAAABC+AQAAAAAQvgEAAAAAAOEbAAAAAADhGwAAAAAA4RsAAAAAABC+AQAAAAAQvgEAAAAAAOEbAAAAAADhGwAAAAAA4RsAAAAAABC+AQAAAADaDaaU0r9NnToVpwMAAAAA9h1jx45tZ0eEmm8AAAAAgJ+I0e6/XgAA7Ef0TUhcigHlEKC9NspAzTcAAAAAAMI3AAAAAADCNwAAAAAAIHwDAAAAACB8AwAAAAAgfOMUAAAAAAAgfAMAAAAAIHwDAAAAAADCNwAAAAAAwjcAAAAAAMI3AAAAAAAgfAMAAAAAIHwDAAAAAADCNwAAAAAAwjcAAAAAAMI3AAAAAAAgfAMAAAAAIHwDAAAAAADCNwAAAAAAwjcAAAAAAMI3AAAAAAAgfAMAAAAAIHwDAAAAAADCNwAAAAAAwjcAAAAAAMI3AAAAAAAgfEO7VFVVtdfn3Hf2GQAAAADhG/Yhf/3rX9uYd++///79a58BAAAAEL5hHzJhwoSFCxd+62xSygsvvDCZTO5H+wwAAADQOnHLLbfo35YuXUpEBx98ME4K7BVKqSeeeOKFF1549913lyxZ4nleaWnp3XfffcMNNxBRMplcu3btIYcc4jjOk08++Z///GfKlCmLFi0aOHCg3++vr6+/4IILXn31Vc75tm3bPM/r0qULEX344Yd33HHHk08+WVFRMXjwYJ/PR0QfffTRTTfddMQRR6xdu3b8+PH/+c9/unXrVlxcvHTp0uuvv/6ZZ54pKSkpLS1N79huV7Jy5co77rgjFApJKcePHz958mS9lJRy131uamqaMGHCjBkzZs6cOXPmzPRKAH44XIoB5RCgfZdDAx8t/Ej++c9/KqUmTJjQ1NR0+umnl5WVEdHpp58+Y8aMmpqaX/7yl8FgkIjOP//8+vr6N954o76+vm/fvkuXLn311VcNw7jhhhteffXVbt26/fKXvywoKCCiRx99tKKi4uGHH66srDzmmGNeeeWVL774Ytq0abfddtvy5csHDx68adOmgQMH3nnnne+///6TTz45Y8aMQYMGPf744yeeeOLatWtbWclnn3126623/ve///X5fNu2bevfv/+sWbNOPfXU9evXZ2Rk7LrPY8aMufnmmw8//PCvvvrqiCOOuOKKK/BxAwAAQFug2Qn8WF577TVdH5yRkXH33XcTEee8X79+4XDY7/f369eva9euRPT2228PHjyYMZabmzt8+PDPP/9cL9KvXz/GWF5eXr9+/YqKirZt23bbbbfdd999lmV17tz5+uuvX758+ZQpU8aMGXP++ecTUc+ePf/xj39ceumlt956a01NzaZNmx5//PFx48bdf//90Wh09uzZRLSnlRx99NE333wzERmGMWXKlKuuuuruu+9uaGiYO3furvucTCbffvttfWjdunX7y1/+gs8aAAAA2gg13/BjKS0tveaaa6qqqq655pqhQ4c2NTXtdrY5c+Z06tRJKfXBBx+sWrVqT428p0+fTkQ33nijftnY2HjiiScqpYhI10b37NlTv6Wr2Hv37q1fFhcX6/lbX0kgECCiQw45RL9VXl5ORPX19bvuic/nKygoOOGEE+68885zzz33sssuQ5sTAAAAQPiGn9kDDzywZcuWu+6665FHHhk/fvzVV1+929l69er17LPPvvXWW2eeeebAgQM3b96829nWr1/v8/l0DXoLnPNdX+pITUSMMSKSUra+Ej1bmhAivdSuc7766qtjxoy58MIL77zzzn/961+nnXYaPm4AAABoCzQ7gR9LcXHxnDlznn/++dzc3Ouuu+66667bdR6l1DnnnDN9+vSnn376jDPO0JF3t0zT3LRpU2VlZfOJdXV132mX9spKiOjII49csWLF7bffXl1dPWrUqDfeeAMfNwAAACB8w8/pscceY4yNHTt2yZIlw4YNe/bZZ/V0xli6WnrOnDlTp049//zzdxu7m885aNAgz/PGjx+ffnfz5s2vvPLKd9ql772S5nuSSqUmT54cDAZvvPHGhQsX5ubmPv/88/i4AQAAAOEbfk4vvvji6tWriSgUCo0ePbp79+56ejgc3rx5czQafemll/SU119/XSk1c+bMjz76KBqNrlu37ssvv9Rzrly5MpVKTZs27ZRTTundu/ekSZPGjBmja8rPOeecM844g4hs2yYix3H02jzPIyLXdfVL3XREv9vKShKJRPOl9Er0mlvss1Lq3nvv1W3Tu3XrNmTIkPShAQAAACB8w8/DcZxf/OIXDz/88HPPPffmm28++uijevr5558fjUY7d+7s9/uPOuqoE0444eGHHy4sLFy8ePEFF1yQSqWuuuqqvn37EtEll1zyzjvv9O/fv3///oZhzJgx45BDDnnhhRdOP/30a6655o477sjLy5s1a9akSZOI6O67766oqPj444//+c9/EtH//u//zps3b9GiRTfddBMRTZo0ac6cOXtaybJly+677z4ievzxx+fMmbNo0aI77riDiCZOnDh37twW+0xEX3311bHHHvvcc8/df//9SqndtqgBAAAA2NXXN9OnTp1KRGPHjsVJgb0iGo0KIZYuXco579+/v2mazd/inOtRSpRSmzZt6tChg2VZSqmNGzfq4Uq0urq6rKysdKMUpdTSpUubmpoGDRqkc/D38P1Wkt5npVQ8Hk8mkytWrMjLy+vVqxc+a9iLcCkGlEOA9l0OMdoJ/FjC4TARHXbYYXt6a8f3P8Y6d+6c/r158iai3Nzcb3xZZOyHP+nq+60kvc+MsVAoFAqFhg0bhk8ZAAAAvhM0OwEAAAAAQPgGAAAAAED4BgAAAACA76Flh0sAAAAAgH1E++twiZpvAAAAAICfiNHuv14AAOxHMMQboBwCNC+H7Q9qvgEAAAAAEL4BAAAAABC+AQAAAAAA4RsAAAAAAOEbAAAAAADhG6cAAAAAAADhGwAAAAAA4RsAAAAAABC+AQAAAAAQvgEAAAAAEL4BAAAAAADhGwAAAAAA4RsAAAAAABC+AQAAAAD+f3v3HmRz/T9w/H3ssms2QlEqMhumkjH+iD+MGOmKGEb2MEINyXXwTyGXqNFlzJiamDBbUxyNW2NqaDTjMqbJLeVSVquym5ilrOti2c/3j898z0+6uX33p+3x+Ovcz+e85zX2ed579hDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AABUGYkoiuJTqVTKcgAAcP1IJpNV7BXZ+QYAgEryfzvfAADA/5SdbwAAEN8AACC+AQAA8Q0AAOIbAADEtyUAAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AABcBxKJJgOtAgAA17OKH/Krxgux8w0AAOIbAADENwAAIL4BAOD6lYiiyCoAAEAlsPMNAADiGwAAxDcAACC+AQBAfAMAgPi2BAAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAxLclAAAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAIL4BAADxDQAA4hsAAMQ3AAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AAAgvgEAQHwDAID4BgAAxDcAAIhvAABAfAMAgPgGAADxDQAAiG8AABDfAACA+AYAAPENAADiGwAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAIB/lsz0qVQqZTkAALh+JJPJKvaK7HwDAEAlyazyby+4JuJfjBgPjAfGA+NBZY5H1WPnGwAAxDcAAIhvAABAfAMAgPgGAADxbQkAAEB8AwCA+AYAAMQ3AACIbwAAEN8AAID4BgAA8Q0AAIhvAAAQ3wAAIL4BAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAP6Z8vPz77///kWLFl3Dxxw5cuSoUaOsLYhvAPi3O3LkyJw5c9Jnx48fv2XLlkmTJl3Dp1i8ePHSpUstNYhvAPi3GzJkyO7du9NnBw0alJOTM2DAgKt/5IULFz722GM7duwYPHjwM888s3v37scff/zDDz+05iC+AeDf6JVXXlmyZMlFl5w4cWLChAlX/+C7du1atWpVhw4dzp49e/r06fbt269cuXLPnj2WHcQ3AIT3338/Ly8vLy9vxowZp0+fHjp0aJMmTZYvXx5f+/XXX3fv3r1v374dO3b8/PPPQwjnzp2bMGFCfJcVK1a88847LVu2zM3NnT59eghh+fLlbdq0ufPOO8eOHXv+/PkQQmlp6ZgxY+Lbb9iwYf/+/cOGDYvPfvPNNyGEtWvX9uvXLy8vb8iQIYWFhd26dWvUqFGfPn2OHz+ePsjDhw8PHRnd6HUAAAtcSURBVDq0V69e7du3nz9/fnzhF1980b9//7y8vKeeeiqE8OabbzZt2vSFF16Ir128eHH//v07dOjQrFmzoUOHHj16ND740aNHx5G9cuXKvLy82bNnz5s3Lz6eKVOmpJ+xuLh44MCBHTp0ePDBB0eOHFlSUhJf/rdH+/LLL+/fv3/Lli2HDx8uKyvbtm3bgQMHXnzxRZMG11L0XwsXLly4cGEEf8R4YDy4DsejoqLi9ttvDyE88sgjvXr1qlGjRghh+PDhURRt3rw5Jydn2LBhURQ999xz2dnZO3bsiKJo+/bt8Y+/3NzcyZMnjxs3Lj7bu3fvMWPGpD85vWDBgvgpVqxYkQ79KIrefvvt+OyaNWviGzz88MMhhOzs7N69e7/11lvVq1cPIYwbNy6+trS0tHnz5i1atKioqIg/vzFv3rz4qr59+4YQsrKyZs2alZ2dHUJo0aJFFEXxMRQUFERR1LFjxxDCo48+GkXRqVOnPv300/jZe/bsuXr16l27dkVR1LBhwxBCu3bt4octKSlp1KhRTk7OkSNHjh49WqdOncaNG5eUlFzK0UZRtGXLljvuuGPq1KkTJkxo2rTpl19+6V8P/HC5tux8A/BPlUgkbrjhhhDC+vXrBwwYsHPnzjFjxowePTqEMHTo0JMnT3bt2jWE0LZt29OnT7/66qshhLp168b37d69+5QpU55//vn4bHZ29syZM9O7vJs2bYpPpG//h2fTl2RkZOTn5w8fPvzuu+++8O7Tpk3bs2dPly5dEolE27ZtQwhTp06Nr6pVq1YIoby8/ODBgyUlJRMnTnz99ddDCLNnzw4hxHvkzZs3j0M/hFCzZs1OnTrF923UqFHnzp3vvffeEEK9evUuPJ4pU6YUFxffd999derUqV27duvWrYuKiiZPnnwpRxu/x/jpp586d+7csWPHwsLCBQsWGDO4tjItAQD/dHXr1u3WrVsIYebMmSGEoqKirVu3hhCKi4vXrl27b9++EMKGDRsuvEuDBg3i5r7wbGZmZkZGxvnz548dO3ZZB5CdnZ2TkxNCiHffT548GV++bNmyEMLx48fXrl0bP2ZxcfG+ffvuvPPO+AYVFRWDBg2qVavWtGnT4ksmTpy4dOnSrl27/vLLL999910I4cyZM5d+JIsXLw4h1K9fPz574403hhCWLl2a3rP/i6ON3xv07du3TZs2IYR169a1atXKdIH4BoDfaNas2YVn49oOIRQUFNSoUaNx48b5+fnxRywuUUVFxdUcT/yR8fSR7Nu378cffwwh5OfnhxDi3fpYIpG46667LrzvqFGjnn766RkzZkydOjUrK+uynvfUqVOHDh268E1FIpEIIZSUlJw5c+bPHi19tHGsx+UdQnjggQeMFohvALhYujVjtWvXjk80adJk4MCBV/PIcbxesdq1a5eWlmZnZ//ZYdSoUaNatd98BPSrr7564oknbr311nXr1o0ZM+ayni4rK6t69erl5eXpwz537lwIoVatWpfb8cD/iM98A1DVNG3atGbNmiGE/Pz8KIriC+MvPLlc6WaNH+dyd8RbtmwZQli5cuXPP/8cX7Jz586/+ExLFEU9e/YsLi7u169f/BJ+8zO72t/81M7IyGjXrl0IobS0NL7kxIkTIYT0ZjYgvgHgyp0+fTr8d383LScnJ95p3rZt26BBgzZt2jR37twdO3aEEMrLy+PbnD179sI7xpefP38+zuv0zRo3bhzvIm/fvr2oqCj+m8j03dO3TN/+orMjRowIIZSVlfXo0WPNmjWrVq2aP39+vDH/h0deUlLyww8/hBDmzJkzadKk1atXx5dv3LjxzJkz1apVu/nmm0MIxcXF+/fv/+ijj9KPkH7GCRMmJBKJ+FMuIYS9e/cmEon0t7j89dEC4hsA/tQHH3xQVFQUQti8efOiRYsuvOq1117r0qVLCOG9995r165dYWHhs88+e+7cufg7T0IIS5YsKSgoSH/3yMcff7x169bp06fHO9zr1q3buHFjCKFBgwZjx44NIbzxxhtdu3bt06dPfPvZs2eXlpauX79+/fr1IYRjx47l5+d/8skn8f89WVhYGP9XOE8++eT48eMzMzM3b97cqVOnWbNmvfTSSyGETZs2ffbZZ3HuT5kypaysLH7YW265pUePHiGEX3/99bbbbpszZ05WVla1atWWLl0a78HPmjUrJydn2bJlgwcPfuihh+bPn793794Qwo4dO+IV6Ny589y5cw8ePDhixIjBgwcfPXr03XffjT+9/bdHC1SCRPr3calUKoSQTCYtCr9nPDAe/BPH4/vvvz9w4ECzZs3iLzO5Yt9+++2pU6dat279tx/8+EOHDh0qKCho2LDhRX9b+Re3r1evXkZGRgjh5MmT5eXlderUSV975syZEydO3HTTTX/xCGVlZfE3mrdq1eqiD8QbD/zr8f/LH1wCUGXl5ubm5uZe/ePcc889V3P3+vXrp7/77xJvnz4dfyfghbKysv72rydr1qwZf604cL3xsRMAABDfAAAgvgEAgCtw8R9cAgDAdaLq/cGlnW8AABDfAABQtVz8VYO+a5M/5KtYMR4YD4wHlT8eVY+dbwAAEN8AACC+AQAA8Q0AAOIbAADEtyUAAADxDQAA4hsAABDfAAAgvgEAQHwDAADiGwAAxDcAACC+AQBAfAMAgPgGAADENwAAiG8AAEB8AwCA+AYAAPENAACIbwAAEN8AAID4BgAA8Q0AAOIbAAAQ3wAAUGVkWgIuXSqVsggYD4wHxgOumJ1vAACoJHa+uQzJZNIi8HvxrpXxwHhgPLjm41H12PkGAADxDQAA4hsAABDfAAAgvgEAQHxbAgAAEN8AACC+AQAA8Q0AAOIbAADENwAAIL4BAEB8AwAA4hsAAMQ3AACIbwAAQHwDAID4BgAAxDcAAIhvAAAQ3wAAgPgGAADxDQAAiG8AABDfAAAgvgEAAPENAADiGwAAuDyJKIriU6lUynIAAHD9SCaTVewVZVb5V8g1Eb83Mx4YD4wHxoPKHI+qx8dOAABAfAMAgPgGAADENwAAiG8AABDflgAAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQBAfAMAAOIbAADENwAAiG8AAEB8AwCA+AYAAC5PpiXg0qVSKYuA8cB4YDzgitn5BgCASmLnm8uQTCYtAr8X71oZD4wHxoNrPh5Vj51vAAAQ3wAAIL4BAADxDQAA4hsAAMS3JQAAAPENAADiGwAAEN8AACC+AQBAfAMAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAABQZSSiKIpPpVIpywEAwPUjmUxWsVdk5xsAACpJZpV/e8E1Ef9ixHhgPDAeGA8qczyqHjvfAAAgvgEAQHwDAADiGwAAxDcAAIhvSwAAAOIbAADENwAAIL4BAEB8AwCA+AYAAMQ3AACIbwAAQHwDAID4BgAA8Q0AAIhvAAAQ3wAAgPgGAADxDQAA4hsAABDfAAAgvgEAAPENAADiGwAAxDcAACC+AQCgysi0BFy6VCplETAeGA+MB1wxO98AAFBJ7HxzGZLJpEXg9+JdK+OB8cB4cM3Ho+qx8w0AAOIbAADENwAAIL4BAEB8AwCA+LYEAAAgvgEAQHwDAADiGwAAxDcAAIhvAABAfAMAgPgGAADENwAAiG8AABDfAACA+AYAAPENAACIbwAAEN8AACC+AQAA8Q0AAOIbAAAQ3wAAIL4BAEB8AwAA4hsAAMQ3AABweRJRFMWnUqmU5QAA4PqRTCar2Cuy8w0AAJXkPxh1VXOCXvEAAAAAAElFTkSuQmCC"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha yafa ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha yafb ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha yafc ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha yafd ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x10 ha yafe ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousands o<span class="_ _0"></span>f zlotys unless otherwise stated) <span class="_ _c"> </span> </div><div class="t m0 x4 h2 yaff ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y13d ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 94 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>following <span class="_ _10"></span>table <span class="_ _0"></span>presents <span class="_ _10"></span>information <span class="_ _0"></span>with <span class="_ _0"></span>respect <span class="_ _10"></span>to <span class="_ _0"></span>the <span class="_ _10"></span>net <span class="_ _0"></span>remuneration <span class="_ _0"></span>of<span class="_ _0"></span> <span class="_ _0"></span>the <span class="_ _10"></span>auditor <span class="_ _0"></span>paid <span class="_ _10"></span>or <span class="_ _10"></span>payable <span class="_ _10"></span>for </div><div class="t m0 x4 h2 y212 ff1 fs0 fc0 sc0 ls0 ws0">the year ended December 3<span class="_ _5"></span>1, 2024 and December 31, 2023 by type of service (data in thousa<span class="_ _5"></span>nds of PLN): </div><div class="t m0 x4 h2 y213 ff1 fs0 fc0 sc0 ls0 ws0"><span class="fc6 sc0"> </span></div></div><div class="c xd6 yb30 w121 h19"><div class="t m0 x50 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Remuneration of the entity <span class="_ _0"></span>authorized to audit the </div><div class="t m0 x36 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">fin</span><span class="fc6 sc0">ancial </span><span class="fc6 sc0">s</span><span class="fc6 sc0">tat</span><span class="fc6 sc0">e</span><span class="fc6 sc0">ment</span><span class="fc6 sc0">s</span><span class="fc6 sc0"> </span></div></div><div class="c x12d yb30 w122 h19"><div class="t m0 x70 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">12 months  </div><div class="t m0 x2 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">unt</span><span class="fc6 sc0">il </span><span class="fc6 sc0">Dece</span><span class="fc6 sc0">mb</span><span class="fc6 sc0">e</span><span class="fc6 sc0">r 31,</span><span class="fc6 sc0"> </span><span class="fc6 sc0">2024</span><span class="fc6 sc0"> </span></div></div><div class="c x12e yb30 w123 h19"><div class="t m0 x70 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">12 months  </div><div class="t m0 x2 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">unt</span><span class="fc6 sc0">il </span><span class="fc6 sc0">Dece</span><span class="fc6 sc0">mb</span><span class="fc6 sc0">e</span><span class="fc6 sc0">r 31,</span><span class="fc6 sc0"> </span><span class="fc6 sc0">2023</span><span class="fc6 sc0"> </span></div></div><div class="c xd6 yb31 w121 h1a"><div class="t m0 x74 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Mandatory audit of annual financial statements<span class="_ _0"></span> </div></div><div class="c x12d yb31 w122 h1a"><div class="t m0 xa7 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">101 </div></div><div class="c x12e yb31 w123 h1a"><div class="t m0 x28 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">57 </div></div><div class="c xd6 yb32 w121 h1c"><div class="t m0 x49 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Audit of annual financial statements of <span class="_ _0"></span>Group entities* </div></div><div class="c x12d yb32 w122 h1c"><div class="t m0 xa7 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">159 </div></div><div class="c x12e yb32 w123 h1c"><div class="t m0 xa7 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">138 </div></div><div class="c xd6 yb33 w121 h19"><div class="t m0 x49 h18 ybc ff1 fsa fc0 sc0 ls0 ws0">Other assurance services, including review of financial </div><div class="t m0 xa2 h18 ybd ff1 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">s</span><span class="fc6 sc0">tatements</span><span class="fc6 sc0"> </span></div></div><div class="c x12d yb33 w122 h19"><div class="t m0 x28 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">74 </div></div><div class="c x12e yb33 w123 h19"><div class="t m0 x28 h18 ybb ff1 fsa fc0 sc0 ls0 ws0">38 </div></div><div class="c xd6 yb34 w121 h1d"><div class="t m0 x85 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Total </div></div><div class="c x12d yb34 w122 h1d"><div class="t m0 xa7 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">334 </div></div><div class="c x12e yb34 w123 h1d"><div class="t m0 xa7 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">233 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 yb35 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y792 ff1 fs0 fc0 sc0 ls0 ws0">*In <span class="_ _14"> </span>addition, <span class="_ _14"></span>another <span class="_ _14"></span>firm <span class="_ _13"></span>in <span class="_ _17"> </span>the <span class="_ _13"></span>UHY <span class="_ _14"> </span>network <span class="_ _14"> </span>performed <span class="_ _14"> </span>an <span class="_ _14"> </span>audit <span class="_ _14"> </span>of <span class="_ _14"> </span>the <span class="_ _14"> </span>annual <span class="_ _14"> </span>financial <span class="_ _14"> </span>statements <span class="_ _13"></span>for <span class="_ _14"> </span>a </div><div class="t m0 x4 h2 yb36 ff1 fs0 fc0 sc0 ls0 ws0">DataWalk G<span class="_ _8"></span>roup compa<span class="_ _8"></span>ny in <span class="_ _5"></span>the United Sta<span class="_ _5"></span>tes, which was <span class="_ _5"></span>subject to <span class="_ _5"></span>review by the <span class="_ _5"></span>Company&apos;s Audit <span class="_ _5"></span>Committee. </div><div class="t m0 x4 h7 yb37 ff3 fs2 fc3 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 yb38 ff3 fs2 fc3 sc0 ls0 ws0">Remuneration of the Management Board a<span class="_ _0"></span>nd Supervisory Board<span class="_ _0"></span> </div><div class="t m0 x4 h20 yb39 ff3 fs0 fc5 sc0 ls0 ws0">Management </div><div class="t m0 x4 h3c yb3a ff5 fs0 fc3 sc0 ls0 ws0">Remuneration received as pa<span class="_ _8"></span>rt of in DataWalk S.A..<span class="ff4"> </span></div><div class="t m0 x4 h2 yb3b ff1 fs0 fc0 sc0 ls0 ws0">Members of <span class="_ _0"></span>the <span class="_ _0"></span>Company&apos;s <span class="_ _0"></span>Management Board <span class="_ _10"></span>are <span class="_ _0"></span>entitled <span class="lsb">to <span class="_ _10"></span><span class="ls3">non</span></span>-financial benefits <span class="_ _0"></span>to <span class="_ _0"></span>which <span class="_ _0"></span>all <span class="_ _0"></span>employees <span class="_ _0"></span>are </div><div class="t m0 x4 h2 yb3c ff1 fs0 fc0 sc0 ls0 ws0">entitled, <span class="_ _6"></span>i.e.: m<span class="_ _5"></span>edical <span class="_ _5"></span>care, <span class="_ _8"></span>sports <span class="_ _6"></span>package a<span class="_ _5"></span>nd <span class="_ _5"></span>life <span class="_ _5"></span>insurance <span class="_ _5"></span>coverage. <span class="_ _5"></span>In <span class="_ _5"></span>the <span class="_ _5"></span>case <span class="_ _5"></span>of a <span class="_ _6"></span>Member <span class="_ _6"></span>of the <span class="_ _6"></span>Management </div><div class="t m0 x4 h2 y4e6 ff1 fs0 fc0 sc0 ls0 ws0">Board w<span class="_ _5"></span>ho has <span class="_ _5"></span>taken advantage <span class="_ _5"></span>of a <span class="_ _5"></span>selected additi<span class="_ _5"></span>on<span class="_ _0"></span>al be<span class="_ _5"></span>nefit, the <span class="_ _5"></span>benefits are <span class="_ _5"></span>added to <span class="_ _5"></span>his/her gross <span class="_ _5"></span>base sal<span class="_ _5"></span>ary, </div><div class="t m0 x4 h2 y8cd ff1 fs0 fc0 sc0 ls0 ws0">which, according to the regulations, constitute additional income for the employee. Members of the Management </div><div class="t m0 x4 h2 yb3d ff1 fs0 fc0 sc0 ls0 ws0">Board <span class="_ _0"></span>may <span class="_ _0"></span>also <span class="_ _0"></span>be <span class="_ _0"></span>entitled <span class="_ _0"></span>to cash <span class="_ _0"></span>bonuses <span class="_ _0"></span>granted <span class="_ _0"></span>on <span class="_ _0"></span>the <span class="_ _0"></span>basis <span class="_ _0"></span>of <span class="_ _0"></span>a <span class="_ _0"></span>resolution <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>Supervisory <span class="_ _0"></span>Board, <span class="_ _0"></span>which </div><div class="t m0 x4 h2 yb3e ff1 fs0 fc0 sc0 ls0 ws0">will  depend  on  the<span class="_ _5"></span>  Company&apos;s  achievement  of  establish<span class="_ _5"></span>ed  business  objectives  or  the  Compan<span class="_ _5"></span>y&apos;s  financial </div><div class="t m0 x4 h2 yb3f ff1 fs0 fc0 sc0 ls0 ws0">performance. </div><div class="t m0 x4 h2 y700 ff1 fs0 fc0 sc0 ls0 ws0">The following <span class="_ _5"></span>table presents <span class="_ _5"></span>the gross remunerati<span class="_ _5"></span>on of individual <span class="_ _5"></span>members of the <span class="_ _5"></span>Company&apos;s Management B<span class="_ _5"></span>oard </div><div class="t m0 x4 h2 yb40 ff1 fs0 fc0 sc0 ls0 ws0">for <span class="_ _0"></span>their functions <span class="_ _0"></span>at <span class="_ _0"></span>DataWalk <span class="_ _0"></span>S.A. for <span class="_ _0"></span>2024 <span class="_ _0"></span>and <span class="_ _0"></span>the <span class="_ _0"></span>comparative <span class="_ _0"></span>period <span class="_ _0"></span>(data <span class="_ _0"></span>in thousands <span class="_ _0"></span>of <span class="_ _0"></span>PLN), <span class="_ _0"></span>excluding </div><div class="t m0 x4 h2 yb41 ff1 fs0 fc0 sc0 ls0 ws0">remuneration in the form <span class="_ _5"></span>of f<span class="_ _0"></span>inancial instrume<span class="_ _5"></span>nts, including securities or derivative financial instr<span class="_ _5"></span>um<span class="_ _0"></span>ents. </div><div class="t m0 x4 h2 yb42 ff1 fs0 fc0 sc0 ls0 ws0"><span class="fc6 sc0"> </span></div></div><div class="c xd6 yb43 wb8 h19"><div class="t m0 x12f h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Name </div></div><div class="c xe3 yb43 wb9 h19"><div class="t m0 x31 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Reporting period </div></div><div class="c xd0 yb43 w73 h19"><div class="t m0 x2 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Fixed remuneration </div></div><div class="c xe4 yb43 wb8 h19"><div class="t m0 x72 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Variable </div><div class="t m0 x5d h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">remunerati</span><span class="fc6 sc0">on*</span><span class="fc6 sc0"> </span></div></div><div class="c xb9 yb43 wba h19"><div class="t m0 x2 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Total remuneration </div></div><div class="c xd6 yb44 wb8 ha8"><div class="t m0 xf3 h18 yb45 ff1 fsa fc0 sc0 ls0 ws0">Pawel Wieczynski </div></div><div class="c xe3 yb46 wb9 h1c"><div class="t m0 x98 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2024 </div></div><div class="c xd0 yb46 w73 h1c"><div class="t m0 xcb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">496 </div></div><div class="c xe4 yb46 wb8 h1c"><div class="t m0 xc6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb9 yb46 wba h1c"><div class="t m0 xcb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">496 </div></div><div class="c xe3 yb44 wb9 h1c"><div class="t m0 x98 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2023 </div></div><div class="c xd0 yb44 w73 h1c"><div class="t m0 xcb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">561 </div></div><div class="c xe4 yb44 wb8 h1c"><div class="t m0 xc6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb9 yb44 wba h1c"><div class="t m0 xcb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">561 </div></div><div class="c xd6 yb47 wb8 ha8"><div class="t m0 x5d h18 yb45 ff6 fsa fc0 sc0 ls0 ws0">Krystian Piećko<span class="ff1"> </span></div></div><div class="c xe3 yb48 wb9 h1c"><div class="t m0 x98 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2024 </div></div><div class="c xd0 yb48 w73 h1c"><div class="t m0 x58 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">46 </div></div><div class="c xe4 yb48 wb8 h1c"><div class="t m0 xc6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb9 yb48 wba h1c"><div class="t m0 x58 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">46 </div></div><div class="c xe3 yb47 wb9 h1c"><div class="t m0 x98 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2023 </div></div><div class="c xd0 yb47 w73 h1c"><div class="t m0 x58 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">43 </div></div><div class="c xe4 yb47 wb8 h1c"><div class="t m0 xc6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb9 yb47 wba h1c"><div class="t m0 x58 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">43 </div></div><div class="c xd6 yb49 wb8 ha8"><div class="t m0 xe7 h18 yb45 ff1 fsa fc0 sc0 ls0 ws0">Luke Socha </div></div><div class="c xe3 y232 wb9 h1c"><div class="t m0 x98 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2024 </div></div><div class="c xd0 y232 w73 h1c"><div class="t m0 xcb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">392 </div></div><div class="c xe4 y232 wb8 h1c"><div class="t m0 x58 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">63 </div></div><div class="c xb9 y232 wba h1c"><div class="t m0 xcb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">455 </div></div><div class="c xe3 yb49 wb9 h1c"><div class="t m0 x98 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2023 </div></div><div class="c xd0 yb49 w73 h1c"><div class="t m0 xcb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">434 </div></div><div class="c xe4 yb49 wb8 h1c"><div class="t m0 xc6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb9 yb49 wba h1c"><div class="t m0 xcb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">434 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3d y3e6 ff4 fs4 fc0 sc0 ls0 ws0">Source: Issuer. </div><div class="t m0 x4 h2 yb4a ff4 fs5 fc0 sc0 ls0 ws0">* Variable remuneration includes vested cash bonuses awarded pursuant to a resolution of the Supervisory Board.<span class="ff1 fs0"> </span></div><div class="t m0 x4 h2 yb4b ff1 fs0 fc0 sc0 ls0 ws0">In accordance <span class="_ _5"></span>with the Remuneration Policy, me<span class="_ _5"></span>mbers of the Board <span class="_ _5"></span>of Directors may receive re<span class="_ _5"></span>muneration in the </div><div class="t m0 x4 h2 yb4c ff1 fs0 fc0 sc0 ls0 ws0">form <span class="_ _5"></span>of<span class="_ _0"></span> <span class="_ _5"></span>financial instruments, <span class="_ _5"></span>including securit<span class="_ _5"></span>ies or de<span class="_ _8"></span>rivative fi<span class="_ _5"></span>nan<span class="_ _0"></span>cial <span class="_ _5"></span>instruments. This <span class="_ _5"></span>is intended <span class="_ _5"></span>to maintai<span class="_ _5"></span>n </div><div class="t m0 x4 h2 y332 ff1 fs0 fc0 sc0 ls0 ws0">long-term cooperation with members of <span class="_ _0"></span>the Company&apos;s governing bodies <span class="_ _0"></span>as key personnel by <span class="_ _0"></span>creating additional </div><div class="t m0 x4 h2 yb4d ff1 fs0 fc0 sc0 ls0 ws0">market-attractive tools to full<span class="_ _5"></span>y <span class="_ _0"></span>identify and identify ke<span class="_ _5"></span>y personnel with the Group. </div><div class="t m0 x4 h2 yb4e ff1 fs0 fc0 sc0 ls0 ws0">Details <span class="_ _0"></span>of<span class="_ _0"></span> <span class="_ _10"></span>the <span class="_ _0"></span>financial <span class="_ _10"></span>instruments <span class="_ _0"></span>offered <span class="_ _10"></span>to <span class="_ _10"></span>members <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>Company&apos;s <span class="_ _0"></span>Management <span class="_ _10"></span>Board, <span class="_ _0"></span>which <span class="_ _10"></span>was <span class="_ _10"></span>done </div><div class="t m0 x4 h2 yb4f ff1 fs0 fc0 sc0 ls0 ws0">with the approval of the Supervis<span class="_ _5"></span>ory Board, are presented below. </div><div class="t m0 x4 h34 yb50 ff4 fs0 fc0 sc0 ls0 ws0">Conditional <span class="_ _17"> </span>rights  granted <span class="_ _17"> </span>to  members <span class="_ _17"> </span>of  the <span class="_ _17"> </span>Management  Board <span class="_ _17"> </span>under <span class="_ _17"> </span>incentive  programs <span class="_ _17"> </span>organized  by<span class="_ _5"></span> </div><div class="t m0 x4 h34 y869 ff4 fs0 fc0 sc0 ls0 ws0">DataWalk S.A. </div></div></div><div class="pi" ></div></div><div id="pf5f" class="pf w0 h0" ><div class="pc pc5f w0 h0"><img class="bi x4 yb51 w17 ha9" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha yafa ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha yafb ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha yafc ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha yafd ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x10 ha yafe ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousands o<span class="_ _0"></span>f zlotys unless otherwise stated) <span class="_ _c"> </span> </div><div class="t m0 x4 h2 yaff ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y13d ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 95 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">The f<span class="_ _8"></span>ollowing <span class="_ _5"></span>table presents <span class="_ _5"></span>the total <span class="_ _5"></span>number of <span class="_ _5"></span>conditionally <span class="_ _5"></span>granted entitlements <span class="_ _5"></span>to subscribe <span class="_ _5"></span>for and/or <span class="_ _5"></span>acquire </div><div class="t m0 x4 h2 y683 ff1 fs0 fc0 sc0 ls0 ws0">shares <span class="_ _15"></span>in <span class="_ _15"></span>the <span class="_ _10"></span>Company <span class="_ _15"></span>(the <span class="_ _15"></span>&quot;Entitlements&quot;), <span class="_ _15"></span>or <span class="_ _15"></span>RS<span class="_ _5"></span>Us <span class="_ _15"></span>as <span class="_ _15"></span>of <span class="_ _15"></span>December <span class="_ _15"></span>31, <span class="_ _15"></span>2024. <span class="_ _15"></span>Th<span class="_ _5"></span>e <span class="_ _15"></span>data <span class="_ _15"></span>presented <span class="_ _15"></span>relates <span class="_ _15"></span>to </div><div class="t m0 x4 h2 y684 ff1 fs0 fc0 sc0 ls0 ws0">incentive program participati<span class="_ _5"></span>on agreements to which DataWalk S.A. is a party. </div></div><div class="c xd6 y1c0 w124 haa"><div class="t m0 x2c h15 yb52 ff3 fsa fc0 sc0 ls0 ws0">Name </div></div><div class="c x130 y1c0 w125 haa"><div class="t m0 x3a h15 yb53 ff3 fsa fc0 sc0 ls0 ws0">Type of </div><div class="t m0 x18 h15 yb54 ff3 fsa fc0 sc0 ls0 ws0">settlement </div></div><div class="c x131 y1c0 w126 haa"><div class="t m0 xf3 h15 yb55 ff3 fsa fc0 sc0 ls0 ws0">Tranche </div><div class="t m0 x5d h15 yb52 ff3 fsa fc0 sc0 ls0 ws0">(grant </div><div class="t m0 x3a h15 yb56 ff3 fsa fc0 sc0 ls0 ws0">date) </div></div><div class="c xc8 y1c0 w127 haa"><div class="t m0 x34 h15 yb57 ff3 fsa fc0 sc0 ls0 ws0">Total number </div><div class="t m0 x52 h15 yb55 ff3 fsa fc0 sc0 ls0 ws0">of </div><div class="t m0 xa8 h15 yb52 ff3 fsa fc0 sc0 ls0 ws0">conditionally </div><div class="t m0 x44 h15 yb56 ff3 fsa fc0 sc0 ls0 ws0">granted rights </div><div class="t m0 x43 h15 yb58 ff3 fsa fc0 sc0 ls0 ws0">(in pcs.) </div></div><div class="c xb4 y1c0 w128 haa"><div class="t m0 xc7 h15 yb59 ff3 fsa fc0 sc0 ls0 ws0">Vesting </div><div class="t m0 x5d h15 yb53 ff3 fsa fc0 sc0 ls0 ws0">period </div><div class="t m0 x48 h15 yb54 ff3 fsa fc0 sc0 ls0 ws0">(vesting </div><div class="t m0 x1d h15 yb5a ff3 fsa fc0 sc0 ls0 ws0">date) </div></div><div class="c x132 y1c0 w129 haa"><div class="t m0 x49 h15 yb5b ff3 fsa fc0 sc0 ls0 ws0">Eligibility,  </div><div class="t m0 x50 h15 yb5c ff3 fsa fc0 sc0 ls0 ws0">for which </div><div class="t m0 xbd h15 yb59 ff3 fsa fc0 sc0 ls0 ws0">vesting </div><div class="t m0 x5d h15 yb53 ff3 fsa fc0 sc0 ls0 ws0">conditions </div><div class="t m0 x44 h15 yb54 ff3 fsa fc0 sc0 ls0 ws0">have been met  </div><div class="t m0 x4d h15 yb5a ff3 fsa fc0 sc0 ls0 ws0">as of </div><div class="t m0 xc7 h15 yb5d ff3 fsa fc0 sc0 ls0 ws0">31.12.2024. </div><div class="t m0 x43 h15 y9f ff3 fsa fc0 sc0 ls0 ws0">(in pcs.) </div></div><div class="c x133 y1c0 w12a haa"><div class="t m0 xf3 h15 yb5e ff3 fsa fc0 sc0 ls0 ws0">Entitlements </div><div class="t m0 x50 h15 yb5f ff3 fsa fc0 sc0 ls0 ws0">for which </div><div class="t m0 x1a h15 yb57 ff3 fsa fc0 sc0 ls0 ws0">vesting </div><div class="t m0 x5d h15 yb55 ff3 fsa fc0 sc0 ls0 ws0">conditions </div><div class="t m0 x35 h15 yb52 ff3 fsa fc0 sc0 ls0 ws0">have not been </div><div class="t m0 x59 h15 yb56 ff3 fsa fc0 sc0 ls0 ws0">met  </div><div class="t m0 x4d h15 yb58 ff3 fsa fc0 sc0 ls0 ws0">as of </div><div class="t m0 xc7 h15 ya0 ff3 fsa fc0 sc0 ls0 ws0">31.12.2024. </div><div class="t m0 x43 h15 ya1 ff3 fsa fc0 sc0 ls0 ws0">(in pcs.) </div></div><div class="c xd6 yb60 w124 h14"><div class="t m0 xbd h18 ya0 ff1 fsa fc0 sc0 ls0 ws0">Pawel </div><div class="t m0 xf3 h18 ya1 ff1 fsa fc0 sc0 ls0 ws0">Wieczynski </div></div><div class="c x130 yb60 w125 h14"><div class="t m0 xa8 h18 y9f ff1 fsa fc0 sc0 ls0 ws0">Cash (RSU) </div></div><div class="c x131 yb60 w126 h14"><div class="t m0 x1c h18 y9f ff1 fsa fc0 sc0 ls0 ws0">01.05.2023 </div></div><div class="c xc8 yb60 w127 h14"><div class="t m0 x4f h18 y9f ff1 fsa fc0 sc0 ls0 ws0">45 000 </div></div><div class="c xb4 yb60 w128 h14"><div class="t m0 x34 h18 y9f ff1 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x132 yb60 w129 h14"><div class="t m0 x4f h18 y9f ff1 fsa fc0 sc0 ls0 ws0">45 000 </div></div><div class="c x133 yb60 w12a h14"><div class="t m0 x70 h18 y9f ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 yb61 w124 hab"><div class="t m0 xf3 h18 yb5d ff1 fsa fc0 sc0 ls0 ws0">Luke Socha </div></div><div class="c x130 yb61 w125 hab"><div class="t m0 x33 h18 yb56 ff1 fsa fc0 sc0 ls0 ws0">Capital </div><div class="t m0 x31 h18 yb62 ff1 fsa fc0 sc0 ls0 ws0">instruments </div><div class="t m0 x48 h18 ya0 ff1 fsa fc0 sc0 ls0 ws0">(Company </div><div class="t m0 x43 h18 y58c ff1 fsa fc0 sc0 ls0 ws0">shares) </div></div><div class="c x131 yb63 w126 h1c"><div class="t m0 x1c h18 y523 ff1 fsa fc0 sc0 ls0 ws0">01.02.2024 </div></div><div class="c xc8 yb63 w127 h1c"><div class="t m0 x46 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">3 600 </div></div><div class="c xb4 yb63 w128 h1c"><div class="t m0 x34 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x132 yb63 w129 h1c"><div class="t m0 x46 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">3 600 </div></div><div class="c x133 yb63 w12a h1c"><div class="t m0 x70 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x131 yb61 w126 hac"><div class="t m0 x1c h18 y149 ff1 fsa fc0 sc0 ls0 ws0">01.01.2023 </div></div><div class="c xc8 yb61 w127 hac"><div class="t m0 x4f h18 y149 ff1 fsa fc0 sc0 ls0 ws0">13 000 </div></div><div class="c xb4 y2a4 w128 h1c"><div class="t m0 x34 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x132 y2a4 w129 h1c"><div class="t m0 x46 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">4 600 </div></div><div class="c x133 y2a4 w12a h1c"><div class="t m0 x70 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xb4 yb61 w128 had"><div class="t m0 x34 h18 yb64 ff1 fsa fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x132 yb61 w129 had"><div class="t m0 x46 h18 yb64 ff1 fsa fc0 sc0 ls0 ws0">8 400 </div></div><div class="c x133 yb61 w12a had"><div class="t m0 x70 h18 yb64 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3d yb65 ff4 fs4 fc0 sc0 ls0 ws0">Source: Issuer. </div><div class="t m0 x4 h2 yb66 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>condition <span class="_ _10"></span>for <span class="_ _10"></span>the <span class="_ _15"></span>Realizat<span class="_ _5"></span>ion <span class="_ _15"></span>of <span class="_ _10"></span>both <span class="_ _10"></span>Entitlements <span class="_ _10"></span>and <span class="_ _10"></span>RSUs <span class="_ _15"></span>is <span class="_ _0"></span>the <span class="_ _15"></span>combine<span class="_ _5"></span>d <span class="_ _15"></span>fulfill<span class="_ _5"></span>ment <span class="_ _15"></span>of <span class="_ _10"></span>the <span class="_ _15"></span>Vesting <span class="_ _0"></span>or </div><div class="t m0 x4 h2 yb67 ff1 fs0 fc0 sc0 ls0 ws0">Acquisition <span class="_ _15"></span>C<span class="_ _5"></span>onditions <span class="_ _15"></span>(vesting <span class="_ _10"></span>conditions) <span class="_ _15"></span>and <span class="_ _10"></span>the <span class="_ _15"></span>execut<span class="_ _5"></span>ion<span class="_ _0"></span> <span class="_ _15"></span>of <span class="_ _10"></span>the <span class="_ _15"></span>Sal<span class="_ _5"></span>e <span class="_ _15"></span>Transaction <span class="_ _10"></span>(non <span class="_ _15"></span>vesting <span class="_ _10"></span>condition), </div><div class="t m0 x4 h2 yb68 ff1 fs0 fc0 sc0 ls0 ws0">respectively. </div><div class="t m0 x4 h2 yb69 ff1 fs0 fc0 sc0 ls0 ws0">Since, as <span class="_ _0"></span>of <span class="_ _0"></span>the date <span class="_ _0"></span>of <span class="_ _0"></span>this report, <span class="_ _0"></span>the cumulative <span class="_ _0"></span>fulfillment of <span class="_ _0"></span>the aforementioned <span class="_ _0"></span>conditions has not <span class="_ _0"></span>occurred, </div><div class="t m0 x4 h2 yb6a ff1 fs0 fc0 sc0 ls0 ws0">the number <span class="_ _0"></span>and value <span class="_ _0"></span>of <span class="_ _0"></span>Entitlements and <span class="_ _0"></span>RSUs resulting <span class="_ _0"></span>from the <span class="_ _0"></span>participation of <span class="_ _0"></span>the <span class="_ _0"></span>aforementioned members </div><div class="t m0 x4 h2 yb6b ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _0"></span>the <span class="_ _0"></span>Board of <span class="_ _10"></span>Directors in <span class="_ _0"></span>either <span class="_ _0"></span>the <span class="_ _0"></span>Stock <span class="_ _0"></span>Program <span class="_ _0"></span>or <span class="_ _0"></span>the <span class="_ _0"></span>RSU <span class="_ _0"></span>Program <span class="_ _0"></span>are <span class="_ _0"></span>only <span class="_ _0"></span>estimates, <span class="_ _0"></span>and <span class="_ _0"></span>their <span class="_ _0"></span>ultimate </div><div class="t m0 x4 h2 yb6c ff1 fs0 fc0 sc0 ls0 ws0">receipt <span class="_ _15"></span>a<span class="_ _5"></span>nd <span class="_ _15"></span>ability <span class="_ _10"></span>to <span class="_ _15"></span>be <span class="_ _10"></span>exercised <span class="_ _10"></span>(through <span class="_ _15"></span>the <span class="_ _10"></span>subscription/acquisition <span class="_ _10"></span>of <span class="_ _15"></span>shares <span class="_ _10"></span>or <span class="_ _15"></span>recei<span class="_ _5"></span>pt <span class="_ _15"></span>of <span class="_ _15"></span>cas<span class="_ _5"></span>h <span class="_ _15"></span>settlement, </div><div class="t m0 x4 h2 yb6d ff1 fs0 fc0 sc0 ls0 ws0">respectively) <span class="_ _10"></span>is <span class="_ _15"></span>a <span class="_ _10"></span>future <span class="_ _15"></span>and <span class="_ _10"></span>uncertain <span class="_ _15"></span>event<span class="_ _8"></span>, <span class="_ _15"></span>they <span class="_ _10"></span>have <span class="_ _15"></span>be<span class="_ _5"></span>e<span class="_ _0"></span>n <span class="_ _15"></span>presented <span class="_ _10"></span>separately <span class="_ _15"></span>from<span class="_ _5"></span> <span class="_ _15"></span>the <span class="_ _15"></span>gross <span class="_ _10"></span>remuneration </div><div class="t m0 x4 h2 yb6e ff1 fs0 fc0 sc0 ls0 ws0">values shown in the table abo<span class="_ _5"></span>ve.<span class="ff4"> <span class="_ _d"> </span> </span></div></div></div><div class="pi" ></div></div><div id="pf60" class="pf w0 h0" ><div class="pc pc60 w0 h0"><img class="bi x4 yb6f w17 hae" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha yafa ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha yafb ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha yafc ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha yafd ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x10 ha yafe ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousands o<span class="_ _0"></span>f zlotys unless otherwise stated) <span class="_ _c"> </span> </div><div class="t m0 x4 h2 yaff ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y13d ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 96 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h34 y196 ff4 fs0 fc0 sc0 ls0 ws0">Estimated <span class="_ _0"></span>value <span class="_ _0"></span>of <span class="_ _10"></span>remuneration of <span class="_ _10"></span>members <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _10"></span>Management Board <span class="_ _10"></span>under <span class="_ _0"></span>incentive <span class="_ _0"></span>programs <span class="_ _0"></span>organized <span class="_ _0"></span>by </div><div class="t m0 x4 h34 y9c ff4 fs0 fc0 sc0 ls0 ws0">DataWalk S.A. </div><div class="t m0 x4 h2 yb70 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>following <span class="_ _15"></span>ta<span class="_ _5"></span>ble <span class="_ _15"></span>presents <span class="_ _10"></span>the <span class="_ _15"></span>estimat<span class="_ _5"></span>ed <span class="_ _15"></span>amount <span class="_ _10"></span>of <span class="_ _10"></span>variable <span class="_ _10"></span>remuneration <span class="_ _15"></span>based<span class="_ _5"></span> <span class="_ _15"></span>on <span class="_ _10"></span>financial <span class="_ _10"></span>instruments <span class="_ _10"></span>for </div><div class="t m0 x4 h2 yb71 ff1 fs0 fc0 sc0 ls0 ws0">members <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>Company&apos;s <span class="_ _0"></span>Management <span class="_ _0"></span>Board <span class="_ _10"></span>for <span class="_ _10"></span>their <span class="_ _10"></span>functions <span class="_ _0"></span>at <span class="_ _10"></span>DataWalk <span class="_ _0"></span>S.A. <span class="_ _10"></span>for <span class="_ _0"></span>the <span class="_ _10"></span>years <span class="_ _10"></span>2022 <span class="_ _10"></span>- <span class="_ _0"></span>2024, </div><div class="t m0 x4 h2 yb72 ff1 fs0 fc0 sc0 ls0 ws0">i.e. the period of the previous term.<span class="_ _8"></span> </div></div><div class="c xd6 y667 w12b hab"><div class="t m0 xc4 h15 yb73 ff3 fsa fc0 sc0 ls0 ws0">Name </div></div><div class="c x41 y667 w12b hab"><div class="t m0 x4f h15 yb73 ff3 fsa fc0 sc0 ls0 ws0">Reporting period </div></div><div class="c xaf y667 w12b hab"><div class="t m0 x49 h15 yb56 ff3 fsa fc0 sc0 ls0 ws0">Estimated number of </div><div class="t m0 x22 h15 yb58 ff3 fsa fc0 sc0 ls0 ws0">IFRS2 allowances for </div><div class="t m0 x34 h15 ya0 ff3 fsa fc0 sc0 ls0 ws0">which vesting conditions </div><div class="t m0 x49 h15 ya1 ff3 fsa fc0 sc0 ls0 ws0">will be met (in units). </div></div><div class="c x10f y667 wf1 hab"><div class="t m0 x34 h15 yb5a ff3 fsa fc0 sc0 ls0 ws0">Variable remuneration - </div><div class="t m0 x3a h15 yb73 ff3 fsa fc0 sc0 ls0 ws0">incentive program*  </div><div class="t m0 x18 h15 y9f ff3 fsa fc0 sc0 ls0 ws0">(in thousands of PLN) </div></div><div class="c xd6 yb74 w12b haf"><div class="t m0 x1a h18 yb75 ff1 fsa fc0 sc0 ls0 ws0">Pawel Wieczynski </div></div><div class="c x41 yb76 w12b h1d"><div class="t m0 xd4 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">2024 </div></div><div class="c xaf yb76 w12b h1d"><div class="t m0 x56 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">27 000 </div></div><div class="c x10f yb76 wf1 h1d"><div class="t m0 x58 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">1 894** </div></div><div class="c x41 y668 w12b h1c"><div class="t m0 xd4 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">2023 </div></div><div class="c xaf y668 w12b h1c"><div class="t m0 x56 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">18 000 </div></div><div class="c x10f y668 wf1 h1c"><div class="t m0 x62 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">653 </div></div><div class="c x41 yb74 w12b h1d"><div class="t m0 xd4 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">2022 </div></div><div class="c xaf yb74 w12b h1d"><div class="t m0 xcd h18 y523 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10f yb74 wf1 h1d"><div class="t m0 xcd h18 y523 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 yb77 w12b hb0"><div class="t m0 x54 h18 yb78 ff6 fsa fc0 sc0 ls0 ws0">Krystian Piećko<span class="ff1"> </span></div></div><div class="c x41 yb79 w12b h1c"><div class="t m0 xd4 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">2024 </div></div><div class="c xaf yb79 w12b h1c"><div class="t m0 xcd h18 y523 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10f yb79 wf1 h1c"><div class="t m0 xcd h18 y523 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x41 yb7a w12b h1d"><div class="t m0 xd4 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">2023 </div></div><div class="c xaf yb7a w12b h1d"><div class="t m0 xcd h18 y523 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10f yb7a wf1 h1d"><div class="t m0 xcd h18 y523 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x41 yb77 w12b h1c"><div class="t m0 xd4 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">2022 </div></div><div class="c xaf yb77 w12b h1c"><div class="t m0 xcd h18 y523 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10f yb77 wf1 h1c"><div class="t m0 xcd h18 y523 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 yb7b w12b hb0"><div class="t m0 xcf h18 yb75 ff1 fsa fc0 sc0 ls0 ws0">Luke Socha </div></div><div class="c x41 yb7c w12b h1c"><div class="t m0 xd4 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">2024 </div></div><div class="c xaf yb7c w12b h1c"><div class="t m0 x29 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">5 906 </div></div><div class="c x10f yb7c wf1 h1c"><div class="t m0 x62 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">332 </div></div><div class="c x41 yb7d w12b h1c"><div class="t m0 xd4 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">2023 </div></div><div class="c xaf yb7d w12b h1c"><div class="t m0 x56 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">10 694 </div></div><div class="c x10f yb7d wf1 h1c"><div class="t m0 x62 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">976 </div></div><div class="c x41 yb7b w12b h1c"><div class="t m0 xd4 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">2022 </div></div><div class="c xaf yb7b w12b h1c"><div class="t m0 xcd h18 y523 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x10f yb7b wf1 h1c"><div class="t m0 xcd h18 y523 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h89 yb7e ff4 fs5 fc0 sc0 ls0 ws0">* <span class="_ _14"> </span>Variable <span class="_ _14"> </span>remuneration <span class="_ _14"> </span>- <span class="_ _14"> </span>incentive <span class="_ _14"> </span>program <span class="_ _14"> </span>includes <span class="_ _14"> </span>the <span class="_ _14"> </span>recognized <span class="_ _14"> </span>cost <span class="_ _14"> </span>of <span class="_ _14"> </span>the <span class="_ _14"> </span>RSU <span class="_ _14"> </span>Program <span class="_ _14"> </span>or <span class="_ _14"> </span>the <span class="_ _14"> </span>Share <span class="_ _14"> </span>Program </div><div class="t m0 x4 h89 yb7f ff4 fs5 fc0 sc0 ls0 ws0">implemented by DataWalk S.A. calculated in accordance with IFRS2 during the period. </div><div class="t m0 x4 h89 y456 ff4 fs5 fc0 sc0 ls0 ws0">** The cost in <span class="_ _8"></span>2024 is due <span class="_ _8"></span>to the valuation of<span class="_ _8"></span> newly acquired en<span class="_ _5"></span>ti<span class="_ _0"></span>tlements, as well <span class="_ _5"></span>as the revaluation as of December <span class="_ _5"></span>31, 202<span class="_ _0"></span>4 </div><div class="t m0 x4 h89 y3f ff4 fs5 fc0 sc0 ls0 ws0">of RSUs for which acquisition conditions were met in prior periods - in accordance with IFRS2. </div><div class="t m0 x4 h2 yb80 ff1 fs0 fc0 sc0 ls0 ws0">During <span class="_ _0"></span>the <span class="_ _0"></span>reporting <span class="_ _0"></span>period <span class="_ _0"></span>and <span class="_ _0"></span>up <span class="_ _0"></span>to <span class="_ _10"></span>the date <span class="_ _0"></span>of<span class="_ _0"></span> <span class="_ _0"></span>this <span class="_ _0"></span>report, <span class="_ _0"></span>there <span class="_ _0"></span>were <span class="_ _0"></span>no <span class="_ _10"></span>redemptions or <span class="_ _0"></span>expirations <span class="_ _0"></span>of <span class="_ _10"></span>Rights </div><div class="t m0 x4 h2 yb81 ff1 fs0 fc0 sc0 ls0 ws0">or RSUs <span class="_ _0"></span>granted <span class="_ _0"></span>to members <span class="_ _0"></span>of <span class="_ _0"></span>the Company&apos;s <span class="_ _0"></span>Board of <span class="_ _0"></span>Directors, no <span class="_ _0"></span>Rights <span class="_ _0"></span>or RSUs <span class="_ _0"></span>that <span class="_ _0"></span>have been <span class="_ _0"></span>exercised, </div><div class="t m0 x4 h2 yb82 ff1 fs0 fc0 sc0 ls0 ws0">and no Rights or RSUs that are e<span class="_ _5"></span>xe<span class="_ _0"></span>rcisable. </div><div class="t m0 x4 h2 yb83 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _6"></span>nature <span class="_ _5"></span>and <span class="_ _5"></span>principles <span class="_ _6"></span>of <span class="_ _5"></span>operation <span class="_ _5"></span>at <span class="_ _5"></span>the <span class="_ _6"></span>Company <span class="_ _5"></span>are <span class="_ _6"></span>detailed <span class="_ _5"></span>in <span class="_ _5"></span>Notes <span class="_ _5"></span>16 <span class="_ _6"></span>and <span class="_ _5"></span>19 <span class="_ _5"></span>to <span class="_ _5"></span>these <span class="_ _6"></span>financial <span class="_ _5"></span>statements. </div><div class="t m0 x4 h2 yb84 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3c yb85 ff5 fs0 fc3 sc0 ls0 ws0">Remuneration received at other Data<span class="_ _8"></span>Walk Group companies<span class="ff4"> </span></div><div class="t m0 x4 h2 y579 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>gross <span class="_ _10"></span>remuneration <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>members <span class="_ _10"></span>of <span class="_ _0"></span>the <span class="_ _10"></span>Management <span class="_ _0"></span>Board <span class="_ _0"></span>of <span class="_ _10"></span>DataWalk <span class="_ _10"></span>S.A. <span class="_ _0"></span>in <span class="_ _0"></span>oth<span class="_ _0"></span>er <span class="_ _0"></span>companies <span class="_ _10"></span>of <span class="_ _0"></span>the </div><div class="t m0 x4 h2 yb86 ff1 fs0 fc0 sc0 ls0 ws0">DataWalk Group <span class="_ _10"></span>is <span class="_ _0"></span>the <span class="_ _0"></span>sum <span class="_ _0"></span>of <span class="_ _0"></span>remuneration <span class="_ _0"></span>under <span class="_ _0"></span>the <span class="_ _0"></span>employment <span class="_ _0"></span>contract, <span class="_ _0"></span>as <span class="_ _0"></span>well <span class="_ _0"></span>as <span class="_ _0"></span>income <span class="_ _0"></span>from <span class="_ _0"></span>benefits <span class="_ _10"></span>in </div><div class="t m0 x4 h2 yb87 ff1 fs0 fc0 sc0 ls0 ws0">the <span class="_ _6"></span>subject <span class="_ _6"></span>of <span class="_ _5"></span>medical <span class="_ _5"></span>care <span class="_ _6"></span>and <span class="_ _6"></span>insurance. <span class="_ _5"></span>Remuneration <span class="_ _6"></span>in <span class="_ _6"></span>foreign <span class="_ _5"></span>currency <span class="_ _6"></span>was <span class="_ _6"></span>translated <span class="_ _5"></span>at <span class="_ _6"></span>the <span class="_ _5"></span>average <span class="_ _6"></span>exchange </div><div class="t m0 x4 h2 yb88 ff1 fs0 fc0 sc0 ls0 ws0">rate <span class="_ _10"></span>for <span class="_ _10"></span>the <span class="_ _15"></span>fis<span class="_ _5"></span>cal <span class="_ _15"></span>period, <span class="_ _0"></span>calculated <span class="_ _10"></span>as <span class="_ _15"></span>the <span class="_ _0"></span>arithmetic <span class="_ _15"></span>ave<span class="_ _5"></span>rage <span class="_ _15"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>exchange <span class="_ _10"></span>rates <span class="_ _10"></span>announce<span class="_ _0"></span>d <span class="_ _10"></span>by <span class="_ _10"></span>the <span class="_ _10"></span>National </div><div class="t m0 x4 h2 yb89 ff1 fs0 fc0 sc0 ls0 ws0">Bank of Poland on the last day of the mo<span class="_ _5"></span>nth of the year. </div><div class="t m0 x4 h2 yb8a ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>following <span class="_ _10"></span>table <span class="_ _15"></span>presents <span class="_ _10"></span>the <span class="_ _10"></span>gross <span class="_ _10"></span>remuneration <span class="_ _10"></span>of<span class="_ _0"></span> <span class="_ _10"></span>DataWalk <span class="_ _10"></span>S.A.&apos;s <span class="_ _15"></span>Management <span class="_ _0"></span>Board <span class="_ _15"></span>member<span class="_ _5"></span>s <span class="_ _15"></span>in <span class="_ _10"></span>other </div><div class="t m0 x4 h2 yb8b ff1 fs0 fc0 sc0 ls0 ws0">DataWalk Group companies <span class="_ _5"></span>for 2024 (data in thousands of PLN): </div></div><div class="c xd6 yb8c wc6 h19"><div class="t m0 xb7 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Name </div></div><div class="c xf5 yb8c w12c h19"><div class="t m0 x134 h15 ybb ff3 fsa fc0 sc0 ls0 ws0">Reporting period </div></div><div class="c x135 yb8c w12d h19"><div class="t m0 x59 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Fixed </div><div class="t m0 x6c h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">remunerati</span><span class="fc6 sc0">on</span><span class="fc6 sc0"> </span></div></div><div class="c x136 yb8c w12e h19"><div class="t m0 x1a h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Variable </div><div class="t m0 xa8 h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">remunerati</span><span class="fc6 sc0">on*</span><span class="fc6 sc0"> </span></div></div><div class="c x137 yb8c w12f h19"><div class="t m0 x59 h15 ybc ff3 fsa fc0 sc0 ls0 ws0">Total </div><div class="t m0 x6c h15 ybd ff3 fsa fc0 sc0 ls0 ws0"><span class="fc6 sc0">remunerati</span><span class="fc6 sc0">on</span><span class="fc6 sc0"> </span></div></div><div class="c xd6 y9a8 wc6 ha8"><div class="t m0 x40 h18 yb45 ff1 fsa fc0 sc0 ls0 ws0">Krystian <span class="ff6">Piećko</span> </div></div><div class="c xf5 y50e w12c h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2024 </div></div><div class="c x135 y50e w12d h1c"><div class="t m0 x74 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 323 </div></div><div class="c x136 y50e w12e h1c"><div class="t m0 x73 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x137 y50e w12f h1c"><div class="t m0 x59 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 323 </div></div><div class="c xf5 y9a8 w12c h1c"><div class="t m0 xe0 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">2023 </div></div><div class="c x135 y9a8 w12d h1c"><div class="t m0 x74 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 373 </div></div><div class="c x136 y9a8 w12e h1c"><div class="t m0 x73 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x137 y9a8 w12f h1c"><div class="t m0 x59 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">1 373 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3d yb8d ff4 fs4 fc0 sc0 ls0 ws0">Source: Issuer. </div><div class="t m0 x4 h89 yb8e ff4 fs5 fc0 sc0 ls0 ws0">* Variable remuneration includes vested cash bonuses awarded pursuant to a resolution of the Supervisory Board. </div><div class="t m0 x4 h2 y756 ff1 fs0 fc0 sc0 ls0 ws0">In <span class="_ _15"></span>addition, <span class="_ _13"></span>with <span class="_ _15"></span>the <span class="_ _13"></span>approval <span class="_ _15"></span><span class="ff6">of <span class="_ _13"> </span>the <span class="_ _15"> </span>Company&apos;s <span class="_ _13"> </span>Supervisory <span class="_ _15"></span>Board, <span class="_ _15"> </span>Mr. <span class="_ _13"> </span>Krystian <span class="_ _15"> </span>Piećko <span class="_ _13"> </span></span>joined <span class="_ _15"></span>an <span class="_ _13"></span>incentive </div><div class="t m0 x4 h2 yb8f ff1 fs0 fc0 sc0 ls0 ws0">program within a subsidiary of Data<span class="_ _5"></span>Walk Inc. using cash-settled share-based payment transactio<span class="_ _5"></span>ns. </div><div class="t m0 x4 h34 yb90 ff4 fs0 fc0 sc0 ls0 ws0">Conditional <span class="_ _17"> </span>rights <span class="_ _17"> </span>granted <span class="_ _17"> </span>to  members<span class="_ _5"></span>  of <span class="_ _17"> </span>the <span class="_ _17"> </span>Company&apos;s <span class="_ _17"> </span>Board <span class="_ _17"> </span>of  D<span class="_ _5"></span>irectors  under <span class="_ _14"> </span>the  incentive<span class="_ _5"></span>  program </div><div class="t m0 x4 h34 yb91 ff4 fs0 fc0 sc0 ls0 ws0">organized by DataWalk Inc. </div></div></div><div class="pi" ></div></div><div id="pf61" class="pf w0 h0" ><div class="pc pc61 w0 h0"><img class="bi x4 yb92 w17 hb1" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha yafa ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha yafb ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha yafc ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha yafd ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x10 ha yafe ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousands o<span class="_ _0"></span>f zlotys unless otherwise stated) <span class="_ _c"> </span> </div><div class="t m0 x4 h2 yaff ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y13d ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 97 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>following table <span class="_ _0"></span>presents the <span class="_ _0"></span>total <span class="_ _0"></span>number of <span class="_ _0"></span>conditionally <span class="_ _0"></span>granted <span class="_ _0"></span>RSUs as <span class="_ _0"></span>of <span class="_ _0"></span>December 31, <span class="_ _0"></span>2024. <span class="_ _0"></span>The <span class="_ _0"></span>data </div><div class="t m0 x4 h2 y9c ff1 fs0 fc0 sc0 ls0 ws0">presented relates to RSU Pr<span class="_ _5"></span>ogram participation agreements to which DataWalk I<span class="_ _5"></span>nc.<span class="_ _0"></span> is a party. </div></div><div class="c xd6 yb93 w130 haa"><div class="t m0 x50 h15 yb52 ff3 fsa fc0 sc0 ls0 ws0">Name </div></div><div class="c x11e yb93 w6f haa"><div class="t m0 x1d h15 yb53 ff3 fsa fc0 sc0 ls0 ws0">Type of </div><div class="t m0 x48 h15 yb94 ff3 fsa fc0 sc0 ls0 ws0">settlement </div></div><div class="c x138 yb93 w131 haa"><div class="t m0 x1f h15 yb53 ff3 fsa fc0 sc0 ls0 ws0">Tranche </div><div class="t m0 xa8 h15 yb94 ff3 fsa fc0 sc0 ls0 ws0">(grant date) </div></div><div class="c x139 yb93 w6f haa"><div class="t m0 x4f h15 yb95 ff3 fsa fc0 sc0 ls0 ws0">Total </div><div class="t m0 x18 h15 yb96 ff3 fsa fc0 sc0 ls0 ws0">number of </div><div class="t m0 x44 h15 yb53 ff3 fsa fc0 sc0 ls0 ws0">conditionally </div><div class="t m0 x3a h15 yb94 ff3 fsa fc0 sc0 ls0 ws0">granted </div><div class="t m0 x4f h15 yb5a ff3 fsa fc0 sc0 ls0 ws0">RSUs </div><div class="t m0 x3a h15 yb73 ff3 fsa fc0 sc0 ls0 ws0">(in pcs.) </div></div><div class="c xb4 yb93 w132 haa"><div class="t m0 x1d h15 yb55 ff3 fsa fc0 sc0 ls0 ws0">Vesting </div><div class="t m0 x2c h15 yb52 ff3 fsa fc0 sc0 ls0 ws0">period </div><div class="t m0 x1c h15 yb56 ff3 fsa fc0 sc0 ls0 ws0">(vesting date) </div></div><div class="c xb5 yb93 w70 haa"><div class="t m0 x18 h15 yb5e ff3 fsa fc0 sc0 ls0 ws0">Eligibility,  </div><div class="t m0 x49 h15 yb5f ff3 fsa fc0 sc0 ls0 ws0">for which </div><div class="t m0 x43 h15 yb97 ff3 fsa fc0 sc0 ls0 ws0">vesting </div><div class="t m0 x48 h15 yb55 ff3 fsa fc0 sc0 ls0 ws0">conditions </div><div class="t m0 xc7 h15 yb52 ff3 fsa fc0 sc0 ls0 ws0">have been </div><div class="t m0 x4d h15 yb56 ff3 fsa fc0 sc0 ls0 ws0">met  </div><div class="t m0 x53 h15 yb58 ff3 fsa fc0 sc0 ls0 ws0">as of </div><div class="t m0 x31 h15 ya0 ff3 fsa fc0 sc0 ls0 ws0">31.12.2024. </div><div class="t m0 x3a h15 ya1 ff3 fsa fc0 sc0 ls0 ws0">(in pcs.) </div></div><div class="c xb6 yb93 w132 haa"><div class="t m0 x34 h15 yb5e ff3 fsa fc0 sc0 ls0 ws0">Entitlements </div><div class="t m0 x49 h15 yb5f ff3 fsa fc0 sc0 ls0 ws0">for which </div><div class="t m0 x33 h15 yb97 ff3 fsa fc0 sc0 ls0 ws0">vesting </div><div class="t m0 x48 h15 yb55 ff3 fsa fc0 sc0 ls0 ws0">conditions </div><div class="t m0 x1f h15 yb52 ff3 fsa fc0 sc0 ls0 ws0">have not </div><div class="t m0 x5d h15 yb56 ff3 fsa fc0 sc0 ls0 ws0">been met  </div><div class="t m0 x53 h15 yb58 ff3 fsa fc0 sc0 ls0 ws0">as of </div><div class="t m0 x31 h15 ya0 ff3 fsa fc0 sc0 ls0 ws0">31.12.2024. </div><div class="t m0 x3a h15 ya1 ff3 fsa fc0 sc0 ls0 ws0">(in pcs.) </div></div><div class="c xd6 y8ba w130 h14"><div class="t m0 x18 h18 ya0 ff1 fsa fc0 sc0 ls0 ws0">Krystian </div><div class="t m0 x1f h18 ya1 ff6 fsa fc0 sc0 ls0 ws0">Piećko<span class="ff1"> </span></div></div><div class="c x11e y8ba w6f h14"><div class="t m0 xf3 h18 y9f ff1 fsa fc0 sc0 ls0 ws0">Cash (RSU) </div></div><div class="c x138 y8ba w131 h14"><div class="t m0 x18 h18 y9f ff1 fsa fc0 sc0 ls0 ws0">01.04.2022 </div></div><div class="c x139 y8ba w6f h14"><div class="t m0 x2c h18 y9f ff1 fsa fc0 sc0 ls0 ws0">45 000 </div></div><div class="c xb4 y8ba w132 h14"><div class="t m0 x18 h18 y9f ff1 fsa fc0 sc0 ls0 ws0">02.04.2022 </div></div><div class="c xb5 y8ba w70 h14"><div class="t m0 x2c h18 y9f ff1 fsa fc0 sc0 ls0 ws0">45 000 </div></div><div class="c xb6 y8ba w132 h14"><div class="t m0 x57 h18 y9f ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3d y56c ff4 fs4 fc0 sc0 ls0 ws0">Source: Issuer. </div><div class="t m0 x4 h2 yb98 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>condition <span class="_ _10"></span>for <span class="_ _10"></span>the <span class="_ _15"></span>Realizat<span class="_ _5"></span>ion <span class="_ _15"></span>of <span class="_ _10"></span>both <span class="_ _10"></span>Entitlements <span class="_ _10"></span>and <span class="_ _10"></span>RSUs <span class="_ _15"></span>is <span class="_ _0"></span>the <span class="_ _15"></span>combined <span class="_ _10"></span>fulfillment <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>Vesting <span class="_ _10"></span>or </div><div class="t m0 x4 h2 y92d ff1 fs0 fc0 sc0 ls0 ws0">Acquisition <span class="_ _15"></span>C<span class="_ _5"></span>onditions <span class="_ _15"></span>(vesting <span class="_ _10"></span>conditions) <span class="_ _15"></span>and <span class="_ _10"></span>the <span class="_ _15"></span>execut<span class="_ _5"></span>ion<span class="_ _0"></span> <span class="_ _15"></span>of <span class="_ _10"></span>the <span class="_ _15"></span>Sal<span class="_ _5"></span>e <span class="_ _15"></span>Transaction <span class="_ _10"></span>(non <span class="_ _15"></span>vesting <span class="_ _10"></span>condition), </div><div class="t m0 x4 h2 y906 ff1 fs0 fc0 sc0 ls0 ws0">respectively. </div><div class="t m0 x4 h2 yb99 ff1 fs0 fc0 sc0 ls0 ws0">Since, as <span class="_ _0"></span>of <span class="_ _0"></span>the date <span class="_ _0"></span>of <span class="_ _0"></span>this report, <span class="_ _0"></span>the cumulative <span class="_ _0"></span>fulfillment of <span class="_ _0"></span>the aforementioned <span class="_ _0"></span>conditions has not <span class="_ _0"></span>occurred, </div><div class="t m0 x4 h2 yb9a ff1 fs0 fc0 sc0 ls0 ws0">the number <span class="_ _0"></span>and value <span class="_ _0"></span>of <span class="_ _0"></span>Entitlements and <span class="_ _0"></span>RSUs resulting <span class="_ _0"></span>from the <span class="_ _0"></span>participation of <span class="_ _0"></span>the <span class="_ _0"></span>aforementioned members </div><div class="t m0 x4 h2 yb9b ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _0"></span>the <span class="_ _0"></span>Board of <span class="_ _10"></span>Directors in <span class="_ _0"></span>either <span class="_ _0"></span>the <span class="_ _0"></span>Stock <span class="_ _0"></span>Program <span class="_ _0"></span>or <span class="_ _0"></span>the <span class="_ _0"></span>RSU <span class="_ _0"></span>Program <span class="_ _0"></span>are <span class="_ _0"></span>only <span class="_ _0"></span>estimates, <span class="_ _0"></span>and <span class="_ _0"></span>their <span class="_ _0"></span>ultimate </div><div class="t m0 x4 h2 yb9c ff1 fs0 fc0 sc0 ls0 ws0">receipt <span class="_ _15"></span>a<span class="_ _5"></span>nd <span class="_ _15"></span>ability <span class="_ _10"></span>to <span class="_ _15"></span>be <span class="_ _10"></span>exercised <span class="_ _10"></span>(through <span class="_ _15"></span>the <span class="_ _10"></span>subscription/acquisition <span class="_ _10"></span>of <span class="_ _15"></span>shares <span class="_ _10"></span>or <span class="_ _15"></span>recei<span class="_ _5"></span>pt <span class="_ _15"></span>of <span class="_ _15"></span>cas<span class="_ _5"></span>h <span class="_ _15"></span>settlement, </div><div class="t m0 x4 h2 yb9d ff1 fs0 fc0 sc0 ls0 ws0">respectively) <span class="_ _10"></span>is <span class="_ _15"></span>a <span class="_ _10"></span>future <span class="_ _15"></span>and <span class="_ _10"></span>uncertain <span class="_ _15"></span>event<span class="_ _8"></span>, <span class="_ _15"></span>they <span class="_ _10"></span>have <span class="_ _15"></span>be<span class="_ _5"></span>e<span class="_ _0"></span>n <span class="_ _15"></span>presented <span class="_ _10"></span>separately <span class="_ _15"></span>from<span class="_ _5"></span> <span class="_ _15"></span>the <span class="_ _15"></span>gross <span class="_ _10"></span>remuneration </div><div class="t m0 x4 h2 yb9e ff1 fs0 fc0 sc0 ls0 ws0">values shown in the table abo<span class="_ _5"></span>ve. </div><div class="t m0 x4 h34 yb9f ff4 fs0 fc0 sc0 ls0 ws0">Estimated value<span class="_ _5"></span> of compensation <span class="_ _5"></span>of members <span class="_ _5"></span>of the Board <span class="_ _5"></span>of Directors <span class="_ _5"></span>under the <span class="_ _5"></span>incentive program org<span class="_ _5"></span>anized by </div><div class="t m0 x4 h34 yba0 ff4 fs0 fc0 sc0 ls0 ws0">DataWalk Inc. </div><div class="t m0 x4 h2 yba1 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>fo<span class="_ _0"></span>llowing <span class="_ _0"></span>table <span class="_ _10"></span>presents <span class="_ _0"></span>the <span class="_ _10"></span>variable <span class="_ _10"></span>remuneration <span class="_ _0"></span>based <span class="_ _0"></span>on <span class="_ _10"></span>financial <span class="_ _10"></span>instruments <span class="_ _0"></span>covering <span class="_ _10"></span>members <span class="_ _0"></span>of <span class="_ _10"></span>the </div><div class="t m0 x4 h2 yba2 ff1 fs0 fc0 sc0 ls0 ws0">Management <span class="_ _0"></span>Board <span class="_ _0"></span>of <span class="_ _10"></span>DataWalk <span class="_ _10"></span>S.A. <span class="_ _0"></span>in <span class="_ _0"></span>other <span class="_ _10"></span>companies <span class="_ _0"></span>of <span class="_ _10"></span>the <span class="_ _0"></span>DataWalk <span class="_ _0"></span>Group <span class="_ _10"></span>for <span class="_ _0"></span>2024 <span class="_ _10"></span>and <span class="_ _0"></span>the <span class="_ _0"></span>comparable </div><div class="t m0 x4 h2 y2d8 ff1 fs0 fc0 sc0 ls0 ws0">period. </div></div><div class="c xd6 yba3 w133 hb2"><div class="t m0 x12f h15 yb62 ff3 fsa fc0 sc0 ls0 ws0">Name </div></div><div class="c xe3 yba3 w133 hb2"><div class="t m0 x35 h15 yb62 ff3 fsa fc0 sc0 ls0 ws0">Type of settlement </div></div><div class="c xd0 yba3 w134 hb2"><div class="t m0 x31 h15 yb62 ff3 fsa fc0 sc0 ls0 ws0">Reporting period </div></div><div class="c xdf yba3 w133 hb2"><div class="t m0 x35 h15 yba4 ff3 fsa fc0 sc0 ls0 ws0">Estimated number </div><div class="t m0 x5f h15 yb56 ff3 fsa fc0 sc0 ls0 ws0">of IFRS2 allowances </div><div class="t m0 x31 h15 yb62 ff3 fsa fc0 sc0 ls0 ws0">for which vesting </div><div class="t m0 x49 h15 ya0 ff3 fsa fc0 sc0 ls0 ws0">conditions have </div><div class="t m0 x72 h15 y58c ff3 fsa fc0 sc0 ls0 ws0">been met </div></div><div class="c x13a yba3 w134 hb2"><div class="t m0 x59 h15 yb56 ff3 fsa fc0 sc0 ls0 ws0">Variable </div><div class="t m0 x5d h15 yb62 ff3 fsa fc0 sc0 ls0 ws0">remuneration - </div><div class="t m0 x134 h15 ya0 ff3 fsa fc0 sc0 ls0 ws0">incentive program*. </div></div><div class="c xd6 yba5 w133 hb0"><div class="t m0 x5d h18 yb75 ff6 fsa fc0 sc0 ls0 ws0">Krystian Piećko<span class="ff1"> </span></div></div><div class="c xe3 yba5 w133 hb0"><div class="t m0 x4f h18 yb75 ff1 fsa fc0 sc0 ls0 ws0">Cash (RSU) </div></div><div class="c xd0 yba6 w134 h1c"><div class="t m0 x98 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">2024 </div></div><div class="c xdf yba6 w133 h1c"><div class="t m0 xc6 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x13a yba6 w134 h1c"><div class="t m0 x12f h18 y523 ff1 fsa fc0 sc0 ls0 ws0">914** </div></div><div class="c xd0 yba7 w134 h1c"><div class="t m0 x98 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">2023 </div></div><div class="c xdf yba7 w133 h1c"><div class="t m0 xc6 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x13a yba7 w134 h1c"><div class="t m0 x4d h18 y523 ff1 fsa fc0 sc0 ls0 ws0">-2 477*** </div></div><div class="c xd0 yba5 w134 h1c"><div class="t m0 x98 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">2022 </div></div><div class="c xdf yba5 w133 h1c"><div class="t m0 xe1 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">45 000 </div></div><div class="c x13a yba5 w134 h1c"><div class="t m0 x46 h18 y523 ff1 fsa fc0 sc0 ls0 ws0">4 111**** </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3d yba8 ff4 fs4 fc0 sc0 ls0 ws0">Source: Issuer. </div><div class="t m0 x4 h3d y70a ff4 fs4 fc0 sc0 ls0 ws0">* <span class="_ _10"></span>Variable <span class="_ _10"></span>remuneration <span class="_ _15"></span>- <span class="_ _0"></span>incent<span class="_ _0"></span>ive <span class="_ _10"></span>program <span class="_ _10"></span>includes <span class="_ _10"></span>the <span class="_ _10"></span>recogn<span class="_ _0"></span>ized <span class="_ _10"></span>cost <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>RSU <span class="_ _10"></span>Program <span class="_ _15"></span>implemented <span class="_ _0"></span>by <span class="_ _10"></span>Da<span class="_ _0"></span>taWalk <span class="_ _10"></span>Inc. <span class="_ _10"></span>during <span class="_ _10"></span>the </div><div class="t m0 x4 h3d yba9 ff4 fs4 fc0 sc0 ls0 ws0">period. In accordance with IFRS2.<span class="_ _0"></span> </div><div class="t m0 x4 h3d ybaa ff4 fs4 fc0 sc0 ls0 ws0">** <span class="_ _10"></span>The <span class="_ _10"></span>cost <span class="_ _10"></span>in <span class="_ _10"></span>2024 <span class="_ _10"></span>results <span class="_ _10"></span>from <span class="_ _10"></span>the <span class="_ _10"></span>revaluation <span class="_ _10"></span>as <span class="_ _10"></span>of <span class="_ _10"></span>December <span class="_ _10"></span>31, <span class="_ _10"></span>2024 <span class="_ _10"></span>of <span class="_ _10"></span>RSUs <span class="_ _10"></span>for <span class="_ _10"></span>which <span class="_ _10"></span>the <span class="_ _0"></span>a<span class="_ _0"></span>cquisition <span class="_ _10"></span>conditions <span class="_ _10"></span>were <span class="_ _10"></span>me<span class="_ _10"></span>t <span class="_ _10"></span>in <span class="_ _0"></span>p<span class="_ _0"></span>rior </div><div class="t m0 x4 h3d ybab ff4 fs4 fc0 sc0 ls0 ws0">periods - in accordance with IFRS2.<span class="_ _0"></span> </div><div class="t m0 x4 h3d ybac ff4 fs4 fc0 sc0 ls0 ws0">*** The cost in 2023 results from <span class="_ _5"></span>the revaluation as of 31.12.2023 of RSUs for which the acquisition conditions <span class="_ _5"></span>wer<span class="_ _0"></span>e met in prior periods - in </div><div class="t m0 x4 h3d ybad ff4 fs4 fc0 sc0 ls0 ws0">accordance with IFRS2. </div><div class="t m0 x4 h3d ybae ff4 fs4 fc0 sc0 ls0 ws0">**** <span class="_ _0"></span>Co<span class="_ _0"></span>st <span class="_ _0"></span>in <span class="_ _10"></span>2022 <span class="_ _0"></span>results <span class="_ _10"></span>from <span class="_ _0"></span>the <span class="_ _0"></span>v<span class="_ _0"></span>aluation <span class="_ _0"></span>a<span class="_ _0"></span>s <span class="_ _0"></span>of <span class="_ _10"></span>31.12.2022 <span class="_ _0"></span>of <span class="_ _10"></span>RSUs <span class="_ _0"></span>for <span class="_ _10"></span>which <span class="_ _0"></span>the <span class="_ _10"></span>acquisition <span class="_ _0"></span>co<span class="_ _0"></span>nditions <span class="_ _0"></span>have <span class="_ _10"></span>been <span class="_ _0"></span>met <span class="_ _15"></span>- <span class="_ _0"></span>in <span class="_ _10"></span>accordance </div><div class="t m0 x4 h3d ybaf ff4 fs4 fc0 sc0 ls0 ws0">with IFRS2. Prior to 202<span class="_ _0"></span>2, the RSU Program was not in effect. </div><div class="t m0 x4 h2 ybb0 ff1 fs0 fc0 sc0 ls0 ws0">During the <span class="_ _0"></span>reporting <span class="_ _0"></span>period, as <span class="_ _0"></span>well <span class="_ _0"></span>as <span class="_ _0"></span>up <span class="_ _0"></span>to <span class="_ _0"></span>the <span class="_ _0"></span>date of<span class="_ _0"></span> this <span class="_ _0"></span>Report, <span class="_ _0"></span>there were <span class="_ _0"></span>no <span class="_ _0"></span>redemptions or <span class="_ _0"></span>expirations <span class="_ _0"></span>of </div><div class="t m0 x4 h2 ybb1 ff1 fs0 fc0 sc0 ls0 ws0">Rights <span class="_ _15"></span>or <span class="_ _10"></span>RSUs <span class="_ _15"></span>granted <span class="_ _15"></span>to <span class="_ _10"></span>members <span class="_ _15"></span>of <span class="_ _15"></span>the <span class="_ _10"></span>Company&apos;s <span class="_ _15"></span>Board <span class="_ _15"></span>of <span class="_ _10"></span>Directors, <span class="_ _15"></span>no <span class="_ _15"></span>Rights <span class="_ _10"></span>or <span class="_ _15"></span>RSUs <span class="_ _15"></span>that <span class="_ _10"></span>have <span class="_ _15"></span>been </div><div class="t m0 x4 h2 ybb2 ff1 fs0 fc0 sc0 ls0 ws0">exercised, and no Rights or R<span class="_ _8"></span>SUs that are exercisable. </div><div class="t m0 x4 h2 y35e ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _6"></span>nature <span class="_ _5"></span>and <span class="_ _5"></span>principles <span class="_ _6"></span>of <span class="_ _5"></span>operation <span class="_ _5"></span>at <span class="_ _5"></span>the <span class="_ _6"></span>Company <span class="_ _5"></span>are <span class="_ _6"></span>detailed <span class="_ _5"></span>in <span class="_ _5"></span>Notes <span class="_ _5"></span>16 <span class="_ _6"></span>and <span class="_ _5"></span>19 <span class="_ _5"></span>to <span class="_ _5"></span>these <span class="_ _6"></span>financial <span class="_ _5"></span>statements. </div></div></div><div class="pi" ></div></div><div id="pf62" class="pf w0 h0" ><div class="pc pc62 w0 h0"><img class="bi x67 ybb3 w31 hb3" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha yafa ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha yafb ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha yafc ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha yafd ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x10 ha yafe ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousands o<span class="_ _0"></span>f zlotys unless otherwise stated) <span class="_ _c"> </span> </div><div class="t m0 x4 h2 yaff ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y13d ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 98 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h20 y196 ff3 fs0 fc5 sc0 ls0 ws0">Supervisory Board </div><div class="t m0 x4 h2 y197 ff1 fs0 fc0 sc0 ls0 ws0">The  followi<span class="_ _5"></span>ng  table  prese<span class="_ _5"></span>nts  the  gross<span class="_ _8"></span>  remunerati<span class="_ _8"></span>on  of<span class="_ _5"></span>  Supervisory <span class="_ _17"> </span>Board  Members <span class="_ _17"> </span>for  their <span class="_ _17"> </span>positions  in<span class="_ _8"></span> </div><div class="t m0 x4 h2 ybb4 ff1 fs0 fc0 sc0 ls0 ws0">DataWalk S.A. for 2024 and the c<span class="_ _5"></span>omparative period (data in thousands of PLN): </div></div><div class="c xd6 ybb5 w67 h1c"><div class="t m0 x84 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">Name<span class="ff1"> </span></div></div><div class="c x8a ybb5 w68 h1c"><div class="t m0 x70 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2024 </div></div><div class="c x8b ybb5 w69 h1c"><div class="t m0 x70 h15 ybf ff3 fsa fc0 sc0 ls0 ws0">2023 </div></div><div class="c xd6 ybb6 w67 h1a"><div class="t m0 xe6 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Grzegorz Dymek </div></div><div class="c x8a ybb6 w68 h1a"><div class="t m0 x73 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> 42  </div></div><div class="c x8b ybb6 w69 h1a"><div class="t m0 x73 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> 43  </div></div><div class="c xd6 y687 w67 h1c"><div class="t m0 x13b h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Wojciech Dyszy </div></div><div class="c x8a y687 w68 h1c"><div class="t m0 x73 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> 17  </div></div><div class="c x8b y687 w69 h1c"><div class="t m0 x73 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> 17  </div></div><div class="c xd6 ybb7 w67 h1c"><div class="t m0 xe5 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Filip Paszke </div></div><div class="c x8a ybb7 w68 h1c"><div class="t m0 x73 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> 13  </div></div><div class="c x8b ybb7 w69 h1c"><div class="t m0 x73 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> 39  </div></div><div class="c xd6 ybb8 w67 h1c"><div class="t m0 x13c h18 ybf ff6 fsa fc0 sc0 ls0 ws0">Roman Pudełko<span class="ff1"> </span></div></div><div class="c x8a ybb8 w68 h1c"><div class="t m0 x73 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> 21  </div></div><div class="c x8b ybb8 w69 h1c"><div class="t m0 x73 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> 42  </div></div><div class="c xd6 y9cf w67 h1c"><div class="t m0 x14 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Ola Malm </div></div><div class="c x8a y9cf w68 h1c"><div class="t m0 x73 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> 10  </div></div><div class="c x8b y9cf w69 h1c"><div class="t m0 x73 h18 ybf ff1 fsa fc0 sc0 ls0 ws0"> 20  </div></div><div class="c xd6 y633 w67 h1c"><div class="t m0 xe5 h18 ybf ff1 fsa fc0 sc0 ls0 ws0">Piotr Bindas </div></div><div class="c x8a y633 w68 h1c"><div class="t m0 xcb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">28 </div></div><div class="c x8b y633 w69 h1c"><div class="t m0 x2f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 y8e1 w67 h1c"><div class="t m0 xa0 h18 ybf ff6 fsa fc0 sc0 ls0 ws0">Rafał Wasilewski<span class="ff1"> </span></div></div><div class="c x8a y8e1 w68 h1c"><div class="t m0 xcb h18 ybf ff1 fsa fc0 sc0 ls0 ws0">19 </div></div><div class="c x8b y8e1 w69 h1c"><div class="t m0 x2f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c xd6 ybb9 w67 h1c"><div class="t m0 xab h18 ybf ff6 fsa fc0 sc0 ls0 ws0">Ireneusz Wąsowicz<span class="ff1"> </span></div></div><div class="c x8a ybb9 w68 h1c"><div class="t m0 x2f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">8 </div></div><div class="c x8b ybb9 w69 h1c"><div class="t m0 x2f h18 ybf ff1 fsa fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3d ybba ff4 fs4 fc0 sc0 ls0 ws0">Source: Issuer. </div><div class="t m0 x4 h2 ya69 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y95f ff1 fs0 fc0 sc0 ls0 ws0">Members <span class="_ _15"></span>of <span class="_ _15"></span>the <span class="_ _15"></span>Supervisory <span class="_ _15"></span>Board <span class="_ _15"></span>of <span class="_ _15"></span>Data<span class="_ _5"></span>Walk <span class="_ _15"></span>S.A. <span class="_ _13"></span>did <span class="_ _15"></span>not <span class="_ _15"></span>hold <span class="_ _15"></span>positions <span class="_ _15"></span>and <span class="_ _15"></span>were <span class="_ _15"></span>not <span class="_ _15"></span>employed <span class="_ _15"></span>in <span class="_ _15"></span>other </div><div class="t m0 x4 h2 ybbb ff1 fs0 fc0 sc0 ls0 ws0">companies of the DataWalk Group i<span class="_ _5"></span>n 2024, nor were they covered by an incentive program. </div><div class="t m0 x4 h3f ybbc ff1 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 ybbd ff3 fs2 fc3 sc0 ls0 ws0">Loans <span class="_ _13"></span>to <span class="_ _14"></span>members <span class="_ _14"></span>of <span class="_ _13"></span>management <span class="_ _14"></span>and <span class="_ _14"></span>supervisory <span class="_ _13"></span>bodies <span class="_ _14"></span>granted <span class="_ _14"></span>by <span class="_ _13"></span>the </div><div class="t m0 x4 h7 ybbe ff3 fs2 fc3 sc0 ls0 ws0">Group </div><div class="t m0 x4 h2 ybbf ff1 fs0 fc0 sc0 ls0 ws0">During t<span class="_ _5"></span>he accounting peri<span class="_ _5"></span>od, the Gro<span class="_ _8"></span>up had <span class="_ _5"></span>no such <span class="_ _5"></span>transactions with <span class="_ _5"></span>members of <span class="_ _5"></span>the Board <span class="_ _5"></span>of Directors or <span class="_ _5"></span>with </div><div class="t m0 x4 h2 ybc0 ff1 fs0 fc0 sc0 ls0 ws0">their spouses, relatives and a<span class="_ _5"></span>ffinities. </div><div class="t m0 x4 h2 y7c0 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 ybc1 ff3 fs2 fc3 sc0 ls0 ws0">Explanatory commentary on seasona<span class="_ _0"></span>lity or cyclicality of operations<span class="_ _0"></span> </div><div class="t m0 x4 h2 ybc2 ff1 fs0 fc0 sc0 ls0 ws0">The <span class="_ _6"></span>Group <span class="_ _5"></span>does <span class="_ _5"></span>not <span class="_ _5"></span>record <span class="_ _6"></span>seasonality <span class="_ _5"></span>of <span class="_ _5"></span>revenues. <span class="_ _6"></span>The <span class="_ _5"></span>variation <span class="_ _5"></span>in <span class="_ _6"></span>revenues <span class="_ _5"></span>recorded <span class="_ _6"></span>between <span class="_ _5"></span>individual <span class="_ _6"></span>qu<span class="_ _0"></span>arters </div><div class="t m0 x4 h2 y1a8 ff1 fs0 fc0 sc0 ls0 ws0">of <span class="_ _14"> </span>accounting <span class="_ _13"></span>periods <span class="_ _14"> </span>is <span class="_ _14"> </span>due <span class="_ _14"> </span>to <span class="_ _14"> </span>fortuitous <span class="_ _14"> </span>factors <span class="_ _14"> </span>affecting <span class="_ _13"></span>the <span class="_ _14"> </span>dates <span class="_ _14"> </span>on <span class="_ _14"> </span>which <span class="_ _14"> </span>contracts <span class="_ _14"> </span>with <span class="_ _14"> </span>customers <span class="_ _14"> </span>are </div><div class="t m0 x4 h2 ybc3 ff1 fs0 fc0 sc0 ls0 ws0">concluded <span class="_ _10"></span>and <span class="_ _0"></span>revenues <span class="_ _10"></span>from <span class="_ _10"></span>these <span class="_ _10"></span>contracts <span class="_ _10"></span>are <span class="_ _10"></span>invoiced. <span class="_ _0"></span>In<span class="_ _0"></span> <span class="_ _10"></span>the <span class="_ _10"></span>future, <span class="_ _0"></span>it <span class="_ _10"></span>cannot <span class="_ _10"></span>be <span class="_ _10"></span>ruled <span class="_ _10"></span>out <span class="_ _10"></span>that <span class="_ _10"></span>- <span class="_ _10"></span>due <span class="_ _10"></span>to <span class="_ _10"></span>the </div><div class="t m0 x4 h2 ybc4 ff1 fs0 fc0 sc0 ls0 ws0">characteristics of the industry - revenues higher tha<span class="_ _8"></span>n in other quarters will be achieved by the<span class="_ _5"></span> <span class="_ _0"></span>Group in the fourth </div><div class="t m0 x4 h2 ybc5 ff1 fs0 fc0 sc0 ls0 ws0">quarter of the calendar year.<span class="_ _5"></span> </div><div class="t m0 x4 h2 ybc6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y5b7 ff3 fs2 fc3 sc0 ls0 ws0">Information on events relating to previous years<span class="_ _0"></span> </div><div class="t m0 x4 h2 ybc7 ff1 fs0 fc0 sc0 ls0 ws0">Up t<span class="_ _5"></span>o the <span class="_ _5"></span>date <span class="_ _5"></span>of<span class="_ _0"></span> <span class="_ _5"></span>these consol<span class="_ _5"></span>idated financial <span class="_ _5"></span>statements, <span class="_ _5"></span>there were <span class="_ _5"></span>no <span class="_ _5"></span>events relating <span class="_ _5"></span>to <span class="_ _5"></span>prior years <span class="_ _5"></span>that <span class="_ _5"></span>were not,<span class="_ _5"></span> </div><div class="t m0 x4 h2 ybc8 ff1 fs0 fc0 sc0 ls0 ws0">but should have been, i<span class="_ _5"></span>ncluded in these financial statements for fiscal year 2023. </div><div class="t m0 x4 h2 ybc9 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 ybca ff3 fs2 fc3 sc0 ls0 ws0">Information on events after the balance sheet dat<span class="_ _0"></span>e </div><div class="t m0 x4 h2 ybcb ff1 fs0 fc0 sc0 ls0 ws0">As of <span class="_ _8"></span>the date <span class="_ _5"></span>of these consol<span class="_ _5"></span>idated financial state<span class="_ _8"></span>ments for <span class="_ _5"></span>the 12-month peri<span class="_ _5"></span>od ended December <span class="_ _5"></span>31, 2024, there </div><div class="t m0 x4 h2 ybcc ff1 fs0 fc0 sc0 ls0 ws0">have <span class="_ _5"></span>been <span class="_ _5"></span>no <span class="_ _5"></span>events <span class="_ _5"></span>after <span class="_ _5"></span>the <span class="_ _5"></span>balance <span class="_ _5"></span>sheet <span class="_ _5"></span>date that <span class="_ _6"></span>have <span class="_ _5"></span>not <span class="_ _5"></span>been <span class="_ _5"></span>but s<span class="_ _5"></span>hould <span class="_ _5"></span>have bee<span class="_ _5"></span>n inclu<span class="_ _5"></span>ded in <span class="_ _6"></span>these <span class="_ _5"></span>financial </div><div class="t m0 x4 h2 ybcd ff1 fs0 fc0 sc0 ls0 ws0">statements. </div><div class="t m0 x4 h2 ybce ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y9ac ff1 fs0 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf63" class="pf w0 h0" ><div class="pc pc63 w0 h0"><img class="bi x4 y1b2 w17 h35" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h3 y23 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> <span class="_ _2"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> <span class="_ _3"> </span> </div><div class="t m0 xd ha yafa ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd ha yafb ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe ha yafc ff1 fs4 fc0 sc0 ls0 ws0">Consolidated financial statements of the DataWalk G<span class="_ _0"></span>roup </div><div class="t m0 x68 ha yafd ff1 fs4 fc0 sc0 ls0 ws0">For the 12-month period ended<span class="_ _0"></span> December 31, <span class="ls1">2024</span>. </div><div class="t m0 x10 ha yafe ff1 fs4 fc0 sc0 ls0 ws0">(all amounts are in thousands o<span class="_ _0"></span>f zlotys unless otherwise stated) <span class="_ _c"> </span> </div><div class="t m0 x4 h2 yaff ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y13d ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6a y1b7 w8 hb"><div class="t m0 x0 hc y28 ff1 fs5 fc3 sc0 ls0 ws0">Page | 99 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h2 y196 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y662 w135 hb4"><div class="t m0 x4d h88 y8fe ff3 fs5 fc0 sc0 ls0 ws0">............................................. </div></div><div class="c x86 y662 w135 hb4"><div class="t m0 x4d h88 y8fe ff3 fs5 fc0 sc0 ls0 ws0">............................................. </div></div><div class="c x87 y662 w136 hb4"><div class="t m0 x4d h88 y8fe ff3 fs5 fc0 sc0 ls0 ws0">............................................. </div></div><div class="c x4 ybcf w135 hb5"><div class="t m0 x40 h2 y11d ff1 fs0 fc0 sc0 ls0 ws0"><span class="fc6 sc0">Pawel </span><span class="fc6 sc0">Wiecz</span><span class="fc6 sc0">ynsk</span><span class="fc6 sc0">i</span><span class="fc6 sc0"> </span></div></div><div class="c x86 ybcf w135 hb5"><div class="t m0 x75 h2 y11d ff6 fs0 fc0 sc0 ls0 ws0"><span class="fc6 sc0">Krystia</span><span class="fc6 sc0">n </span><span class="fc6 sc0">Pi</span><span class="fc6 sc0">ećk</span><span class="fc6 sc0">o</span><span class="ff1"><span class="fc6 sc0"> </span></span></div></div><div class="c x87 ybcf w136 hb5"><div class="t m0 x2d h2 y11d ff1 fs0 fc0 sc0 ls0 ws0"><span class="fc6 sc0">Lu</span><span class="fc6 sc0">ke </span><span class="fc6 sc0">S</span><span class="fc6 sc0">oc</span><span class="fc6 sc0">ha</span><span class="fc6 sc0"> </span></div></div><div class="c x4 ybd0 w135 hb4"><div class="t m0 x32 h89 y8fe ff4 fs5 fc0 sc0 ls0 ws0">CEO </div></div><div class="c x86 ybd0 w135 hb4"><div class="t m0 x28 h89 y8fe ff4 fs5 fc0 sc0 ls0 ws0">Board Member </div></div><div class="c x87 ybd0 w136 hb4"><div class="t m0 x28 h89 y8fe ff4 fs5 fc0 sc0 ls0 ws0">Board Member </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8c h34 ybd1 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 ybd2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h2 y4ac ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3f y122 ff6 fs0 fc0 sc0 ls0 ws0">Wrocław, on<span class="ff1"> April 3<span class="ls2">, </span>2025.<span class="fs8"> </span></span></div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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