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PgceJj6aOQ2LBbe1Ps+SbpOAk9721raqhhjPH4edoOr+faFP3yDbun0zWMn5MnC79cTcE22R/yNSIaoyCfJIT+L26go5ruLDld4PsSmwTdJ+ArEdZi9Vj0hfGugTqf8gzgTynjWbDRsqrqXSn9BOdaH5lzYnFjOc6Y2sNKG8mKKiMYR5V4EP0ZkKHZRGx/XK8rdqxgMcLdlT9LnHg7LaMnmjD8Bj/6BukboH8pps6O+0bkG+A/KZ4rS3GO80g/J/hBQn1806DIA2C/D/L2SR+MsxyptJLBFk8XL/rr4qnReOXL0SLWjzUNlguSLaVgrghjR67Mc63OBujPoB10fqC5JAdoX2LGBukv2RHztA3uvwTKZVBijWaPodxE/QCMuZXL3GZtYhsyDyI8PshtwXxeOK93Fc/p1g/j9sK/eV/yVRePZcyVPjnQc0Q6mhCIP61sW0k+0oSgzjYUOxVyONrKQN/dEYH4a8Rn8yOVI/QPZFfqtuSwMYa/g86z9J1tjTB7cqoH93y9a+tQj+W1jHOGXB8PevY05cg/AfadfkA+K/Rqxmkje+4kNn7obPiVdcwT6q0bevvlXECX01eyfbm2JH7WHyX5Du3GYUEut0PGCj8xXoG1ml5jepUbz1uMl99rz/tCUGOrS77GVkGuLwg/dn4L0hnpDWskejkQP53kWrxiPIprewMg1fESvxvqh48pTdBHFx9v/r9JOrfkIxzP6gylBclpoM71mfKK0MWZr9H+ij/Cy5ujfBcZ3199kA6kSaFLyu73lJdGLwbqu6XP+BblW8yVkbauCop4OegqIi1N1lJyFI4pSsmfW1R1r8r7qntF9EvPBij/MP7po9Yu9IyU+Szk9dSJZwW5XzGmDgyZWj2oFj021hiv8InblH8kvP89KOkHnKv9TVAnxjwyh1V84OcYRitcThzz92pizcxBg1xlXht5ILdr4sykVRdfpp+b88W48s5aT9p+3eLTs/U6kSuQRxWMcfqq+TR37t52tr7qx1FpO747kNybZKX2tuk3rsFERUZapU/1btue3Pm2yOcxOkaE9PMFpW1ZGwOM9qcX8jac0gTTDaDRsGL4Jq5fWZF+t+gbfRSNwLiBGytXRvTL9lW+y5gIc7OYr9WsJC0l1weST1Wz7bXd7Md4pQNlFePQ9EkTVdBnB9ZHFbwvY64r9PqO3TtvIxxX2m8B0hrHQeSkPxZ/raUjzlUzGusS/Ti64fpibtYBtdtV6IjpshrH8rcpf6mDx3Nqt4U3UY6dV7vt03qSFts+TXCNVjCmIfVNyHqJoVyg9Ok/d7y40aXRiz9OYt897ZXUQT8sSv5oz7kfbeKWvhMPkqO2gsmiLZpgpuFzhdNrW2KSyswyct/MwKDOd9EMjGFSPuS5nH1UHxC4vHPqGvsUunsdsqDwXXSGHRXprCC3H0RHGloLZyvUoeRTcXp/O6B8pZ5VhrMv6jClhDntI9lLEced8K8fG45R0BZsC4yNntwAIw3QJysz20MM+gwHKCQeDUj8kHjDStguknOJtSj2ZhnUw69rA3cr2E70R4X4Sd4rYccmGFaL+Nz2QV07HVCPiHHbUQ1wcAkz2gd1OIkr97P10wAZ3xmgrlBRxM6OsvxD9/5FK1A/ZNxd9MfrNW4v2/1L2LEEO54eXcKZJdjxmvqwiaqDvLZHFedoM4rduLTmstbYGIbO8ivpq3J6bitIvvHKqsM6iJ1kcPXCFW2b4/WPWv25BuOtbBIXqIEbj8dq2yi/ryLxuAag3kuwLYmB8Z2VqVYyl4P+jqPag4w19Nz0ufbQ6fiX4N6bKUPsgMsbYK0S6OOiTQi+5HIMJBZu+QU1MfD9zBdW9uc6n+7rJru/7eUYMM+aNgX9wacFGuuGLh4y3+EiT8/ao/6Y9I/5Ui2Oia+csQXQB3My8rr0XdBvR3v8QO845QnfcTjEO0b7lrrIkl6f6O/+tep9+THoGCFzmekvpI+DtqWnL8q7O88E+Ts8+XVHWXmi1fsY28yNdfoIdBDmqtMPnOsQtG2dvjCkpBNQDxjj+epmFTJcrqGvje8slmRmSh81c5fQBxe/cDKRslByVx7xZNnBnty6tVY2Sb1XCrkTne7JkpEmQ4abPPB4d7KL8nXmx1O+CFz8CHoR31URXZHveFpsLaQ/x8WLNtP2y7Eg4SvoI+Wd+BBh4ESRxxMODTT+s5nNP3PmSzEivtdGHzCfmzaIi/swxiN0MsfmMfHQO8jz3GUut7f5PMIAvkt/nq8f8v0H8ZN4+k8+v5SJTtfCOkrnmu+avv7Im+dPdZ5zX8gb3rOSD1ykcy0+QcZPjkQ7H5pOBfuZ70TIeJtfiD5S+s1F1/1QfUNCG+8rbTAfSUDfZEnnYYyCJX0GDo5ORHeZpuDcCr2MNDphjtYhRivUu5weMVbBd4z4jiTpJaYdQlnP8fgWQP8g88VG2bi+BjBHiLTwuZ6TWMD2Jsd5nLJ3kNHWDOPpxAzzmR0T1Ml3aZ9jtGuBXM5Rpt2uiL+Be4Tq22M+X9rH5oLr3PnLnM6xqtKf+Jocb+Y7O/9U3i30CDtZ3tVhPMveX5B3WBiv4HuIfN/iQR036dcgnW+X50rk/OeSAjX59vTl7quI9ldZQDqW9x56K30npxX07VDW9dyx8PZaxMvXgjmtjBtGNwYav7J9xiyIPKZVip/l75W7NXeY4eeGUwwDDdsamtQrx9Ak/3DTYl/e7YQ9m1B+M6cb/DrD2Gb9tUwnKSSeSF/X7/R5pa3f63F7T17nfF6xL+Xytj3b5n5yQQeMP1b7ar2UMVK+i4O1HHJ9zFRI/Jo8gf6fW7QU9GwJeWeftCI+R767xHFH/+Wd9DuMN5I27g0a6xANUNe/Pl3vX0i7CHwqhHwIt7H5Y64h8wCxjpgTGW7ffj3GaBk3kW8QnKX+QLGFuomu2JmCkzpHbut1ZpvNbAKzn5gP3Qi+3G3n+SVO3lv9OvGFhl/YGid/9GwW3y6hnsW4J/2Lee4rfeyUTS1yX5nzKiX500lBnvsakva3VF2L711TH3W/ujm537BoLahjEWX+VX6/ueH71icqRI80O9p/p7oG1D/X9HjKbxXlX36f0bX3alQ/PzevuLerVwb9c4T/PEQ+Dv69PijO+++aM5/c1cn2aox0usI/VnnJ8KYi+EQRZoYORWWsonw8MlRGGHYxPGCYoshjkg7MU+tlWNbQq4RKLdi+Gx/J1x5odM18gfcNj9qYUw4/Zceo2zDuw3ig+XckZvGdQhemfiH+lutUZxT57fwlw20d0i9ys65Z4bXUZxjbwDrj9xIy9KtKPRT6I3NNUtgb2UHKR3Ie0ch/4vm1nL+JfXL8g/dwbfMc49Si942u51NlfuT8Pvm90Jbob+wz9bZziuvLfEueeY6OKde+6AuM2cRB7vfhddQRGc+Re42yMeG3EPxvo+wb5HaKQ42fzkOnfrmR9aixacp+NgP1Voc6H1v5uc1/1pbvrA2/mYyT5yMTv5jzjXl+MLG7hlkdG3sZ932K/sTUU2bZNY/quMg7/o63Dzb4vqkyzz/Z4PulnC+qDZ9IO34Q0a+ph1Fv/kEt+H2L8rHO0Kx+V4//f+vHwj7+Ze2Hyzl1oP3uw/3q5HhvQ7PjZd3OHac8WtT0i+ds37u+lQ6Z5wxPDOpjEWd6IA+jT/7VQN6Zk+9zPK9rmzlgLXGfIhtjWKl+n9+YEoBPZMx52tvbn6H7XdaB243L3NUarfTpRvy9O0j7t0a78ZymcZ4WsZlcnowyOljIZe6XW0BIj2qNtuK25dz2YfX7eW72h4HksEveuttfUvfnZ6002q9bK8uU1soyHm+YWoDvJYrPinPKOqCBZLrRL98fc/4y+nWYn0P/FfXR8cYTPJ+qvGNJXxjzf+YqXByXtCW+OfrD9jSavkLrSC6TpzfKvccrnD9PdD3n03P+OvIo+trGepirzyG+MpTxcoHqJ3jG5AydF+Z+MJ8ype+DubBb2D2ps/ZUv4ev30ucwIfZJil9mw/o2PDbOvwGivjRTjKf8noYd+j28v7oTVo/ujQo7KXeHrx9xiBynv0HvZfk959Y1GWd8q+mvU5Qd53rz1a2T/t18aDIIeS5rQ3jFdLHBu/dl3/yvUX6+t17RT58fuvFjJrxPN+H0GxNf/376vyERjydQ+zjcuzRxZN7Nm5DvslHvwR4VkS+TZ8o/aWWr8dcPZenV/7GjNh+5FGWUyLfDmMcYI7qPBJnse9HML9Rvj1Ce4W+J9oy+waSp8TvXgn2b1CPOprlW/r15JuFWP/hEf8HOGDhg+9S53MytXZ/fn+SS/eilW77xSD/TmK7EH9tF8C8uK5Avn/WJphH1y5cnkw7qMvtbISJXcQ4LSWnqxUOaA3mCLaC5Ar62LgWzCf0ITmELo8QkBx/xlVfaoLzGqPsv8v9nM83h+Q/NwFzF5uhVTv0ifuQXMd2MdnD3fMH5lf6YO5vW7gaeDoIOjpKdvGfCjBPsxGEZzeA5HM6XFCAuZ4O3V3/Lp+5DtDhmTPKvGZ534ExUOqrTfL4HMJHFgCPur5Fny/uIrZrcC/LveY3gbJ1NFeZZce+Hphjc6ry3/BJhXynCHyYMXLxebj5+6gW8g6MBzl2vYK5LC731X3PSuKD3cE4K0/vJgZ3gqGKZt/s6pRfNFmrXBekb84Nx4i5Jcynb4Ro3cYItyxhkKKrdPhVRVd1gIUB5h1+FcBv2nzpsHvX6n/RY/hlwRc+b32b87r5xuwFi2Y8d74xn3pZM9Tx/nYxqAkW8Pjxu13zg7b1zhKY8+iD31PzIfqM6TSCL4F8+TKs5e7arjV6kmd3Ovswt3WYO1t6x4rvsX39W7A/9w5iD4y/5IFuhnHm+678JsMQhdRb94vt51ftJzTNdwn5balBRudPF2WyIWwtzEkVa6KD33TYG8egv1Rhb1aPwD7mqIO8i98LxfX8DgS/Y5k9o/ma1TtwHnPZATuzg9/nQbsd/MbtJqjHvPcBxkNxnwR8Lh2s4HdpCPmeFWMZy+Ga4cDxwGXAXN2uLm3756Hd14BnUdfy5pnTndJO3BY4w/ww3F4Fx6/VkrZgxnzxXQP5vgLB73UT+X6iYP2kV1B8m/ojLWl3dvQy/xbzk/iNix641+rYPg7g9wleCTTnHO0yjyl+vLhP7hvbRyHfYsDY8jsd8q2Oj1Q2VP+Odt9TWzefvyVao8bHS18ufbz0JTGmYz7eBeWbzYZqzE9yHG8M1K/9q0D+T1OVcXTQTnacxsur/H7GBJTLWjx9gs3xBJ3b9HbvOK7PTtO6Hf0AzFvHhcBfgCMB0FAH6KVjJgCbv+NJ2+c2+HXH/cBYXH+ld5zX76d1w/MxmKMhm64I5H/a8LtF8v0ZztUsnY/kPKUTvjPAfOnKW7iGObSfAr/ENv1G9NejnWCsQnL2GHPEGIT3BZp3xPZH2PZI299I56aZ37b6VmO0+tFHIut5CW3fzWPC+CnXSc9CL+A3Y5yMZ568f3/6Vhu910+fn9Mp/PeY6cfh+LFeO3qI0wuiE+t1BOZjt7KFfN1gQf16rK/gd00Zb44ZA6EOi335bjBz2PluwpXax/8Fo5oZ0QAAAHic7dR7UFRVGADww95duJrHQz7AMeDeXVhfuIhGikWAAeZbynxlCoKOU9okavhoCBsfle9XD4sQG3VVfKemjq9U1BAVFRGXRdRd9p6cRovZ0fLb+92uK5laU03/1fTN3HPOd8495zszv5lDCBHI/S+MBOgtCVqhZwH+3Bg0jZAAh54EEQeRiZVEk1jSnSSSTeQrsovsJQfJJXInIDvgZ0OooauhxHDScMmgCSahkdBCaCOkCJOFqUKekC9oxtHGHONiUyfTENNi0wnTDZM3MCxQC8oXd4oHRK1pUnBJ8Ing08Fa2L6wQ+GlEfkRP0otpXApTeovDZWGSyOkkVKetFM6IB2TLkjV0i3JK6HM5GZyqPyULMlRcqwcJ8fLCXKinCpnyDnyu/IiuUAulg/LNebm5jbmGHMX8wBzhnm2eaV5vcVgCbQwSzNLS0tri2Rpb4m29LKMtoyNNEQGR5qjJkd5rcRqsDaxBltbWFtZV1uLrWXWs1ZP2/yO+Tarra3NFhO6Rlu3yt7aXmo/Z79gv2zXisdDIIRCV0iAROgBqTAQXoLBMBxGwmgYC6/Dm5ADb8N0yIP3YBbMgffhQ5gPC2EpfAQr4QtYBathLWyAzbAVvoFKqAIHOKEWroELADRfts+rJqn1qldVMRKnYD7Oxrn4AS7ARbgMV+CnWIBFuAbX40bchFtwG+7EPbgfD+MxPIllWI4VWIVOvIpu5Pg93sQf0IeapunWv9rGkwTddrvfdr/fNitgpoEYwgzxum2p4YrflgohQnshTcgVZui2Z42ZxjHGXOMyU2fTcNNSU7npViAJjAhKF4vE3WKFblvkty0PWxJ2IJyEY8TcCK/USpKlXlJ6g22GNFPaLR2SjkuVUo1UL92WiW4b0mDb4SHbUfJEeYo8U14iF8mbH7Ltbx5knmVe8sD2Sb9tRINtpmWM31aOyoy6EaU9YrvRWuq3ze2YaSMNtuXrku2hdtlerttetNcXx4IJmkM4xOu2yZACPXXbQTAURkAGZMM4GA9vwWSYCu9A/iO2i2E5fAKfN9jaoVi33Q4Vj9jWgeob5atXE/y2d1HGiZjbYDtPt12i236Mn2EhfonrHtjuwN24Dw/iETyOpXgGz2MlOvAKXkcP3vDb1t+z1VxarebQKrWz2mktU3tNG6EN04ZoiZqEu3AlLsfFeoUFOB/n4EzMwxk4Hafq1afgJMxBi3pEPazuV/epe9Wv1d3qFnWjukotVAf4Ynw2X+jtKu8071TvJO9EfpVf4YV8PB/Ls/lonsFH8hH8VT6cD+ND+WD+Ch/EX+bpfCDvz/vxvrw378lTeDJP4N14HO/MY7iNt+NM0RRV8Smg/KTcUaqVdcoKZaEyT5moTFB6K4lKrOeSp8JT5jnl+dZT4jni2evZ4ynwzPHMqlPqHHWn3AvdoW7qbuIW3MSluu66JrnecPVz9XHFXVvrLHGmOVOdSdVDxhRmj8pSsq5n1WQ5s6qzjmYsZ3fZTfYd08szD6tjbuZi19k1dpXVsiushjlZNXOwy6yKXWKV7CKrYBfYeXaOlbOz7Aw7zcrYKXaSnWDHWQk7xnaw7Wwb28o2s02smG1kG1jfpgea5tJj9Cg9SAtoOh1I+9I+tDftRV+kPWkaTaUp9AXagybTJJpIn6cJ9Dn6LO1O42k32pU+Q+Po07QL7UxjaScaQ220I42mHWi7+2/1//GfjEBD43tdAPmdcgAxNIwM5M/j/k7hQW58aM30W6XHdgUR0d83Io3JE3/ztv/KEOv87VVCRUXk+jBYvCw6xWp9zvXYr03EWhItukXHXxwZ0ijEf+aEP6g27p/d8hdKU9x+AAAAeJx9Vstz28YZX4Ck+BKntMd1NINDFt2AIw8pq9OkiaOoNkoSlGg1iahHB2DsFuBDkfJU2k6mzbQzvLT2wO3f0evCvlA5pTO95n/Iocf4mLPy+3YBRtLE5QDEfr/vsd9+j911h//4+5/++IfPTj/95OOPPvzg5Pj9o+lk9PvfPXzw3jDwDw/29wa7777z9m927ve3t3pet9P+tXvv7q8239p4884br/9y/fZaa7XhvCJ+9vLKjWv1n9SqlXKpuFTI50yDtTzRC7lshDLfENvba0SLCEB0AQglB9S7LCN5qMT4ZUkXkkdXJF0t6S4kjTrfZJtrLe4JLr/uCj43hgMf4391RcDlczV+W43zDUXUQNg2NLi3ctzl0gi5J3ufH8de2IW9pFrpiM60stZiSaWKYRUjuSpOE2P1rqEG5qq3kZisVKNpZc7xooncHfhe17LtQGGso2zJpY4sKlv8hHxmT3jS+ir+57zORmFzeSIm0QNf5iIoxTkvjh/Ja015S3TlrS/+t4IlT2VLdD3ZFDC2s7eYwJAFpy54/B2D8+L5t5eRKEWWnPp3jIa0xEWYwM/GDL7BQ6zPtsmXJ3OXjUDI2cDXNGcj6ylz15uBNEPifJVxfnpInFnGWaiHwqZUeWH6fH68ImcjvtZC9NXj4AGfy1wjHI2P6RtNY9Ht6rgd+NLtYuBG6Vq95OfrkI9CLOKEwjDw5bo4lTdEWwsA4JSDk31fqaRq8kZHsnCcasl1r0t+cS8Ou9pBsiUG/hl79fyb5DVuPXuVvcYC8kPe7CApDS/2J0fy5dCaoD6PuG/Z0g0QvkD404CyJOry1jeYzlYzKi2s7Yp0JkwrLzol7ptWLqBsAeA9/In2Jhh1pEuRlNH2JvcNi2VimCWVoNElOyByTmebWDlS7WxbdmDr3/9xyUp9KjiydMFWHcDCJz3PC13T0uTQLe5NuxccvGS0kDqYWvtxP02KRToxNEqUzu2MlXPQucBMmFEQZXGFS7bLfTEVgUANubs+rY1irfK7sy92BkNfZTutkoNLlObf0ZRkNtgZYXZQg72mlaVV0VuKXpDbV9j9jC3IrzieJCznUClbiaEGhc6TQL7bDIQcNYVNfq61khJbtg/CDnq1h+1O9CLB67wXR/Pz2ShOXDc+9cLjDfRFLPqTWOz7m5Zyfs//m/UFzX2d7Rg7B22YMlk7EcbjQeIaj/eH/lmdMf74wH9qGmYnbAfJK+D5Z5wxV6EmoQQSwYkgS3sgSkreOnMZmyluXgGKHs8NprBShhlsPDc1VtcTNdRELjPByWuOm0nngZU0NtPSq6l0CZw6cb5kOEiYYupfwijAbqXgltyyu2zWTISUoKdAvoRs2WDPlo2aYSWwuafguTFLyq51piztpZIzSBI2W2DwnMQuGMJ8euGHP6zgcOg/W2awr/4h0aYfqnDlGDWE88TjE6q/vwbHcRjQ7sFuolbxGNIQd5k0xV14vLQsK2LallXRJvwe4fc0vkR4EZVv3DSQbNp041BgI0bH+MwydK/lyCSfn58f+PbX1vPARi89wDv0ZbmJw63g3IfcFr0h4C05G0fkBzv0Sbfo9McB+jIzCJG+LMNCObUAiZ7SoX6D0hi1Fgk1BIytYxbIoEmT+ieB6te6ZNtiQy41tM1CgyZaD+Lr4hdq80GvV5xH9CnDN7bva8QCickCHaTiMjwfC7DGIdc1so9e1odFxdLIFHt+vjFVb8VKmYyWlXOqtYos34ZBPDSu3qY9p+AUg0A7r6hHqQDmrssqPGpcCGWqgOiA1Sdf8DyCqyT6HzIzmLM98WdsneS0slQEW9acfoTTTetXgYg7mXKJNsFqauO/Gi3SypcRd2wJ8/N/i7/YF37YO+j0o/pj1hkalQXxVUC+11xrla6iNQXHcan24wo6XqXa4qtA0xnTqYAvFZyqN+7RUSnuJ+Y7TfU11De+L3CCmA69uOjk0D42nwQkBZd31V72QiHjghAd08p4XH8ro4yU0smM5fuXyeMF2aMXl0Hntr5DYCm016JWPrDkR6jMTIQywmNeFxuC/pTyFr0hkrRoC5Q/qo6aZjbm/gjFDoO9MO7FdEUdR2nY0pnkJ81LJtEXBooHhmg5crbLw4CHuJoaA9+2LXQjvvwI91QR0VGwq9ezO1RXlSimEme4qQSWLOJgOoqmwsYJImkH0tEnH/Np2zArjkUsVd/2IAzzDbRdnz54TpsimtIV+ohu0FOl24O7KjpkzfIEenkKWMUSgcPWN6K/cUwX9IdhE5G4Fl+P+ZsxtuCHOD3yjfFvQxxVdCJxlerIAoUg9IkKYEgLlh0S1C1A3nzcTB4WnR8Q9Xza1MIlZRWe7flyNxNR/USDz5rSfOkOmLR4Y2/oZ/tUjth9hNdFVVmkzaV54KfpUfp9UrWyhGk1IOoMSftrcdpk59ADCzF9If49a8enBQAAAHic1ZYHd1Tl2ob3MwMImYRJMJNCAhsLKIZqgRFRhhZK6GRDEiAIRHpNESmBgAI2BHtXVKxjCRtURJoN7KiAgliwd0HFXvLdw+39rXPW+QEuI1eua9dMWLyvz7pGwe7DA88HdjhRxw3s/NvvOtHA244X2A+/Be/722/Ce+E98G74Dfh1eBu8Fd4Cb3Y8p17ggHM6KATB/68ysBbsAfWdaXiTOSE8b0564GmnFygDleAaUB/3bsW1tXijOS0CF21olGX9W2wMXKhYqliiqFEsVixSVCsWKhYo5ivmKS5QzFWcr6hSVCoqFHMUsxWzFDMVMxTTFdMUUxVTFJMVkxQTFecpyhQTFOMV4xTnKsYqShVjFKMVoxQlimJFkWKkYoTCUxQqhiuGKYYqhigGKwYpBioGKAoU/RX9FH0VfRT5it6KXoqeih6K7oqYopviHMXZiq6KsxRdFGcqoorOik6KMxSnK05TnKroqOigaK9op2iraKPIU5yiaK04WXGSopWipeJExQmK4xXHKVooXEVzRTNFriJH0VSRrchSZCoyFBFFuuJYRRNFmiJVEVY0VqQokhUhRZKikaKh4hhFA0V9RT1FUBFQmML5O6xO8ZfiT8Ufit8Vvyl+Vfyi+Fnxk+JHxRHFD4rvFd8pDisOKb5VfKP4WvGV4kvFF4rPFZ8pPlV8ovhY8ZHiQ8UHioOK9xXvKd5VvKM4oHhbsV+xT/GW4k3FXsUexW7FG4rXFa8pdileVbyieFnxkuJFxQuK5xU7FTsUzymeVTyjeFrxlGK7Yptiq2KLYrPiScUmxROKjYrHFY8pHlVsUKxX+Ip1ilrFI4qHFQ8pHlTEFQ8o7lfcp7hXcY/ibsVaxV2KOxV3KNYoblfcprhVcYviZsVNihsVNyiuV1ynuFZxjeJqxVWKKxWrFasUVyhWKi5XXKa4VHGJ4mLFCsVyxTKFxh7T2GMae0xjj2nsMY09prHHNPaYxh7T2GMae0xjj2nsMY09prHHNPaYxh7T2GPlCs0/pvnHNP+Y5h/T/GOaf0zzj2n+Mc0/pvnHNP+Y5h/T/GOaf0zzj2n+Mc0/pvnHNP+Y5h/T/GOaf0zzj2n+Mc0/pvnHNP+Y5h/T/GOaf0zzj2n+MY09prHHNPaYph3TtGOadkzTjmnaMU07pmnHNO2Yph3ruT4RGwMX+c3PcTEz+80j0FIeLfGbd4FqeLSYWuQ3T4aqebSQWkDNp+b5zbpDF/jNekJzqfOpKl6r5FEFVc6Tc/xmPaDZ1CxqJm+ZQU2npvm5vaGp1BRqMjWJmujn9oLO41EZNYEaT42jzqXGUqV8bgyPRlOjqBKqmCqiRlIjKI8qpIZTw6ih1BBqMDWIGkgNoAqo/n5OP6gf1dfP6Q/1ofL9nAKot58zAOpF9aR68Fp3PhejuvG5c6izqa688yyqCx8/k4pSnalO1Bl82enUaXzLqVRHqgNf1p5qx+faUm2oPOoUqjV1MnUSX92Kasl3nkidQB3PVx9HteBzLtWcakblUjlUU7/pICibyvKbDoYyqQyejFDpPHks1YRK47VUKsyTjakUKpnXQlQS1YjXGlLHUA387CFQfT97KFSPCvJkgEdGOUdlddRfR2+xP3n0B/U79Ruv/cqjX6ifqZ+oH/2sQuiInzUc+oFH31PfUYd57RCPvqW+ob7mta+oL3nyC+pz6jPqU97yCY8+5tFHPPqQ+oA6yGvvU+/x5LvUO9QB6m3esp9H+6i3/MyR0Jt+5ghoL7WHJ3dTb1CvU6/xll3Uqzz5CvUy9RL1Im95gXqeJ3dSO6jnqGepZ3jn0zx6itpObeO1rdQWntxMPUltop6gNvLOx3n0GPUotYFa72d0g3w/YxS0jqqlHqEeph6iHqTi1AN+BvZru59vuY+6l9fuoe6m1lJ3UXdSd1BrqNv5stv4llupW3jtZuom6kbqBj5wPY+uo66lruG1q/mWq6greW01tYq6glpJXc47L+PRpdQl1MXUCmq5HxkHLfMj46GLqAv9yERoKbXEj3hQjR/BZmyL/UgnaBFVzccX8rkF1Hw/UgbN4+MXUHOp86kqqpKq4KvL+fgcarYfmQDN4stm8s4Z1HRqGjWVmsLnJlOT+Mkm8vHzqDLeOYEaT42jzqXGUqX8pcfwk42mRvGXLuGri/mDiqiR/Lgj+IM8vqWQGk4No4b66TFoiJ+e+AmD/fTEP+9BfvqF0EA/vS00gLcUUP39dMwF1o9Hfak+PJnvpy+CevvpK6BefvpiqKefXgP18JvkQ92pGNWNOsdvgv+/29k86uqnFUNnUV38tMQ/jTOpqJ/WB+rspxVBnfy0EugMXjudOs1PawOdyjs7+mmJX6yDn5ZYm+2pdny8LX9CGyqPLzuFas2XnUydRLWiWvppib+lE6kT+M7j+c7j+LIWfItLNedzzahcKodqSmX7qWOgLD+1FMr0U8dCGVSESqeOpZrwgTQ+kMqTYaoxlUIl884Q70ziyUZUQ+oYqgHvrM876/FkkApQRjmxuvB4N8Ff4Qnun+Ey9w/07+A38CvO/YJzP4OfwI/gCM7/AL7Hte9wfBgcAt+Cb3D+a/AVrn2J4y/A5+Az8GnjSe4njSe7H4OPwIfgA5w7CL8P3gPv4vgd+AB4G+wH+1KmuW+ldHTfhPemTHf3pLRyd4M30K+n5LmvgV3gVVx/BedeTpnhvoR+Ef0C+vmUqe7OlCnujpTJ7nMpk9xn8ewzeN/T4CkQq9uO79vAVrAleY67ObncfTK5wt2UXOk+ATaCx3H+MfAorm3AtfU454N1oBY8EprnPhya7z4UWug+GKp246FF7gPgfnAfuBfcA+4OtXXXwneBO/HMHfCa0DT3dvRt6FvBLeib8a6b8K4b8a4bcO56cB24FlwDrgZX4bkr8b7VSYPcVUmD3SuSJrkrk+52L0+6110WbOleFIy6F1rUXerVeEviNd5ir9pbFK/2QtUWqs6pLqheUB2vPlAda9IgaaE331sQn+/N8+Z6F8TnepsCy52JgWWxrt758SqvXlV6VWVV8EiVxausV5V1qLKAU5Va1aIqmFzplXsV8XLPKR9SXlNeW17vrNryg+UBp9ySNtZtX1+e0zwfjq0oT0nNn+PN8mbHZ3kzJ87wpuIDTolO8ibHJ3kTo2XeefEyL1zWviwwITreGxc91xsbHeOVxsd4o6Ml3qh4iRcuaV8SSC6OFnkj8eiIaKHnxQu94dGh3rD4UG9wdJA3COcHRgu8AfECr3+0r9cv3tfrE833euPvwclNzW2RG0xNfJZBufhQTo716JATyzmYczinnpNTm7M9J9gk3NRtGmgdzraeg7NtVvbi7FXZwXDWrqxALKt1m/xw5q7M9zMPZdY7NpbZul2+k5Ga0SIjGEn8mhkDC/OPulsvuuMZR39tN+OEVvnhiIUjbiTQ+1DEljtBa2HmWCoUbIh7NljEzQ9uwSnHqe+YrXYK8wo2NnSGFdQ2HDKq1i6ubTk88T02tKS2wcW1jlcyqmid2RXF6yzQs7A2vWBoCY+XrVzpNOtRUNtseJEfXLOmWY/igtqaRMdiR7su0Q5uKc4rraiqyCuKne2kHUw7nBaMbEvdlRoIhy0crgsHYmF8+HBjt3Eg8a2ucTDWuGPn/HCKmxJIfKtLCWbEUnAm8fudlDykMD8cckMBr1tocCgQC3XrmR8Lte2Q/z+/5/rE78mfnFdZim+lFZV5R//gqNiqEod5ibOJPxWVOE78V3X02Mn7r6/E04mviv88VcV3jq3AV6VOVub9q7/sn/4A//6vdQ5WSVH3usBFTlngQrAULAE1YDFYBKrBQrAAzAfzwAVgLjgfVIFKUAHmgNlgFpgJZoDpYBqYCqaAyWASmAjOA2VgAhgPxoFzwVhQCsaA0WAUKAHFoAiMBCOABwrBcDAMDAVDwGAwCAwEA0AB6A/6gb6gD8gHvUEv0BP0AN1BDHQD54CzQVdwFugCzgRR0Bl0AmeA08Fp4FTQEXQA7UE70Ba0AXngFNAanAxOAq1AS3AiOAEcD44DLYALmoNmIBfkgKYgG2SBTJABIiAdHAuagDSQCsKgMUgBySAEkkAj0BAcAxqA+qBe9zp8D4IAMOA4ZYZz9hf4E/wBfge/gV/BL+Bn8BP4ERwBP4DvwXfgMDgEvgXfgK/BV+BL8AX4HHwGPgWfgI/BR+BD8AE4CN4H74F3wTvgAHgb7Af7wFvgTbAX7AG7wRvgdfAa2AVeBa+Al8FL4EXwAnge7AQ7wHPgWfAMeBo8BbaDbWAr2AI2gyfBJvAE2AgeB4+BR8EGsB74YB2oBY+Ah8FD4EEQBw+A+8F94F5wD7gbrAV3gTvBHWANuB3cBm4Ft4CbwU3gRnADuB5cB64F14CrwVXgSrAarAJXgJXgcnAZuBRcAi4GK8BysMwp615jWP+G9W9Y/4b1b1j/hvVvWP+G9W9Y/4b1b1j/hvVvWP+G9W9Y/4b1b1j/hvVv5QB7gGEPMOwBhj3AsAcY9gDDHmDYAwx7gGEPMOwBhj3AsAcY9gDDHmDYAwx7gGEPMOwBhj3AsAcY9gDDHmDYAwx7gGEPMOwBhj3AsAcY9gDDHmDYAwzr37D+DevfsPYNa9+w9g1r37D2DWvfsPYNa9+w9g1r/5/eh//lX8X/9Af4l385FRX/MZglvrLGlv4f9dU1NgAAeJy1lNtTTWEYxn+72ppplIgbN1z6C9waMy5cMuOKHDPJoURqVyoUUorYyqHsEsqxUqnkECGnhuSiGe6MGxcyxoxpmmkvz/rWPtmjrvjeWd/3PM/3rjXrfd5vLYj3gd9L5FjFDnI4qDhKNV4G+MQWyoTO00QL1+ngCa8Y4x8Of4E7k9mxvcwiBaxJ65u/RVefOylC8YqlxC0OK1ayNR6ljfu9VrK/b9Y8Esy9iTGjUn+6pqzJmGU2t5baPKZceI6540e8z9/ub43yYDVrWUcq69nEZtW/lQy2y5md7CKTLMOytLdNc7rYRmWlKcvG4azdZOvayz5yyVNkC+cEmL23x/BcPIp8CihkP0UUB2aPUYq0U2h4vq4SDqgzhyg1KLg6ShmHOaKulXOMihlZRQhVcpwq9fkEJ6fF1X+wGsUpTus8nKGWOs7pXNTTEKWeNfoFfDTqzNh7tVIaDbJ3HzDEXdpop8d4mSbXHEeCvqQbD7PlQZEqLIt4Y8c/T8itEtVu11YZqDRfemnEHXkBH+3MMmU6T3H6YD+lOMqJGtXg4HBFDqs19YfVSFdmUoN+NEQ4U2+YjaLV6XAdF/UFXtJsu2qjZmEHNRocqftCuU2GX+YKV9WLVoOCq6O0CLdyTd/2DW5ySxHGkchZ27htOtfBHTrpolud7KGXPqPPtPc3vSugd4aUe/RzXyfkEY/1pxlUBJWH0gYC6jOjOXyQp+J2lsOGeKE/1GveMMw7nou9NfNLsRFG+cCYK1HoPV81TzHi/kISy8HdL58b2KD4j8O9kAU0WROWx5qIXUm6a41rWL42y5Uql0v/jdBwLSIh7jPz6bZ+xaZqXTL10Z3hb7a+s8I99zd0mYQweJztwrEJACAQBLDTedwfx/rS0lacQDAkScahsgAAAAAAAG5tAgCv6AUAAAAAAH/a3h9x2HicXVNfTFtVHD5/eu8tF9p7b2lrC7S0lELHpX+gFCgU7l1bslWoc0DZmDBkbmi2K4uaqNFkwUx8MBJjMuP0wRhjNEYfgLJRcTG+7cFIzMKD8Q+Ot8WEZBqzJdtKPee2fdlJer7f+e75fT35zvkAAmkA0FkmBzDgQGgNgnBinTPs7nevscwfiXWMSAnWMKUZSq9z7F+PEuuQ8lHJK/m9kjeNPAet8OrBC0zuwTdpw8+ASIKjpX18k/GCeiDD2tVl+aTqDFjgIQm2mWBbHWwzQj8HOzA8hGCwUPpR9Qso+2wQWh0izFpFgUx2E5n4OjJ5asnkoNX3KEjUPaU7ebLNUyjdzQs6/p036XgvX6fjnesEWz3QU0BBtYb3gAhQAeZJg1pDOsL8MR6BQukXfcWL5L8BPQRPCx7wwc7GAuTXhQk/gTVmCij7yr5kgfF4OCzL8qw8K+7NynSIezrIXRFCVkbjmkDbNzRhgqEC6xpRcCiyIke6pqHVjHwtIRTrGUbRbjfiekIGX4sZ2axush424JvhF1ffeuOrBTmirS69SXDV3CgnspHc+SG7+/C5o/25oYCjBr374b21+RNf3//syn0dv53/5NVcn/Pp925oH/y0NNCaOv3yMiiVwDi5hy3Ga2GF/4hzDAAHr+BbjFm/7zjIgqfAR/R2bgATHAd2MACvXbOl08Yg9wNMkWv0wElgBBCmVMGATJsNDYpvM8auYClTgMENhVtBCCjF3eJ2uLi7b4mH92H4z73dPfGfbSkeju7t7HVFGlVrg2lTI60x36YWw+yKhiWF9qs1mqIibkUjIsSfhm15Oyxvy0RGd4o8L/1HHBOgldVda2/rHYTdw8S+Nupa2cnevmFMvcSPeQvxrUen8LEiiy75lKko424QrCaWQU0OSzDhFyee8SdCLg5zLGaMXKAv2TKqjbT8xkkum91lMRotLrvNJXHF3xnzg38Z88OUQXt4BbODM0orvsobkYFlC26Hs2PQm5kS6kVDbb0o2Y2cRaoLpGeK79iaqEaTzVbWKmaJ/7h6H6Ad9IEj8Avq/Xegt3R3Q5DgWC95oBt1JjgWK1SYWJXpqTI9VSZKn78Es9FKDDLkBV+nKcrASHWPXghipagwt/MkT5ECcqpOa0CkZECkeyo1TVuggBxqg1vwud0OmkV9clvdfL++p59Gx+aC2X69sULSxv4tlAKgtJMvR+o2PRiNVt5aQbGCpjJukB6QpLnkqUYyQkST1UMnq4dOVg6dLKCUKvEqKfnYEBMsOqdHisycHk9LPA7DcjmOO+VQlheWcmoJlMNanmlggVwZjapA5JzBouacZkaKGpHU80p6HotsXwhXX5eN0Jwb454Q+crS/D4xDOvJqt2MbVZ7tLsXbyVe+vLC2U8XBwKjiyOJGdXb9dzHC2fen+30qrOJIxdH23919U/EtIuN8ROJc1pHy8jzaWVuqHn57aXLcGzy8qlQx/jr2aGFqdGW5pHjM73p105Gw8cXlejpyYzH92RuDs11pCPOM7n2VCLe3HOp+Hlo9PCQt3k4memcP38BgP8BAKOWDQB4nJVUvU4bQRAeYwMCBZREKVJE0VQ0IMuGgoI04MYQzI9l0aRa363tlc+3p907LJcp0+U1aPIGafMKeYE8SL4d1k5QlAJbu/ftN7Pzf0dEL+kH1Uh+ta21NxHXaLf+IeI12qx/irgO/nPEDeBvEa/Ti/rPiDdot7EW8SadNL7gVq2xBUOvxULANXpXfx/xGux8jLgOPom4Afw14nV6W/8e8Qb4XxFv0n3jFT0Q0yG1sNpAPTKUkCNLHmtEJbgOkKNCdgXGAOXUhOSUMvyZ+uDGNIHMy0njqaF9jz2F5g5tUxd4CE7THDrXsKdhZUALQUyXsL2A5Up8ZkBjiYWxLHQWuLv0wquoW3QEtLc6HdOBRKBgoYAuw6+Cn2AjoWnUvcBpAjZIK0ToVxkNwBvJIvtvPCOpBNMZzkNIAqukDk9zfLRjY6YsXipIE8l3Wd857jphKmilUjcGPxGuR+eIKVTHyL1cKnsi97VoaJrBZ6hzKjvHiJa6LLyXrhrEsuzfnzyCvEQUBjc9qkAPfNg6bHPPJM56Oyq5Y11hnSqNzZt8mmXcN+NJ6bmvvXb3Om3ubHf10Ok5Xxc6HywKzZdqYauSMzs2CSe2WLhwhYPp1hHvhcfxAfdVVky4q/LEJlOwF3aSc7dKfXA0mBjP2d92RtbxmRlmJlEZR4/QsXDK3lYu0RzinSunucpT7bicaO6dD/jSJDr3+oS91qxnQ52mOuXskeVU+8SZIuQnPlJdKpN5lOIWM35FN+hDh/axlFR3KLWk29Orm15nv6MyM3Q4h8Efo42ZtJT6elxlyj3TyLOU72Rc/KqlbbSvhSfdaedDNu1mi59p86l4OcZKhjJ8AFIZuZDhVMZ79GRc//18jOVcYfSW2uFlnOEcXkwjw4lKR/+hn4pLp1I9U27KdvTYw9Usjp2tikAndlao3Gi06TcvZB/LAAB4nGzZY5Qda7c24C7brlqxnaxVVTE66Y5t27Zt27Zt27Zt2/zGOe98x/nz5ceeY3Rn192VPGNe93oSh8b976+/fNzQuP/PL+9/vorEoXFYHB0nxmlxXlwkLllc8rgUcYvjJiEogsVNQ/C4L3Gf477GvY/bjhAIiVAIjTAIi3AIjwiIiEiIjCiIimiIjhiIiViIHbcUcRAX8ZAIkgRJiiRDkiMpkJRIKiQ1kgZJi6RD0iMZkIxIJiQzkgXJimRDsiM5kCgSQ3wkQEIkJ5ILyY3kQfIi+ZD8SAGkIFIIiUcKI0WQBCQRKYoUQ4ojJZCSSCmkNFIGKYuUQ8ojFZCKSCWkMlIFqYpUQ6ojNZCaSC2kNlIHqYvUQ+ojDZCGSCOkMdIEaYo0Q5ojLZCWSCukNdIGaYu0Q9ojHZCOSCekM9IF6Yp0Q7ojPZCeSC+kN9IH6Yv0Q/ojA5CByCBkMDIEGYoMQ4YjI5CRyChkNDIGGYuMQ8YjE5CJyCRkMjIFmYpMQ6YjM5CZyCxkNjIHmYvMQ+YjC5CFyCJkMbIEWYosQ5YjK5CVyCpkNbIGWYusQ9YjG5CNyCZkM7IF2YpsQ7YjO5CdyC5kN7IH2YvsQ/YjB5CDyCHkMHIEOYocQ44jJ5CTyCnkNHIGOYucQ84jF5CLyCXkMnIFuYpcQ64jN5CbyC3kNnIHuYvcQ+4jD5CHyCPkMfIEeYo8Q54jL5CXyCvkNfIGeYu8Q94jH5CPyCfkM/IF+Yp8Q74jP5CfyC/kN/IH+Yv8Q+NQBEVRDMVRAiVRCqVRBmVRDuVRARVRCZVRBVVRDdVRAzVRC7VRB3VRD42gSdCkaDI0OZoCTYmmQlOjadC0aDo0PZoBzYhmQjOjWdCsaDY0O5oDjaIx1EcDNERzornQ3GgeNC+aD82PFkALooXQeLQwWgRNQBPRomgxtDhaAi2JlkJLo2XQsmg5tDxaAa2IVkIro1XQqmg1tDpaA62J1kJro3XQumg9tD7aAG2INkIbo03QpmgztDnaAm2JtkJbo23Qtmg7tD3aAe2IdkI7o13Qrmg3tDvaA+2J9kJ7o33Qvmg/tD86AB2IDkIHo0PQoegwdDg6Ah2JjkJHo2PQseg4dDw6AZ2ITkIno1PQqeg0dDo6A52JzkJno3PQueg8dD66AF2ILkIXo0vQpegydDm6Al2JrkJXo2vQteg6dD26Ad2IbkI3o1vQreg2dDu6A92J7kJ3o3vQveg+dD96AD2IHkIPo0fQo+gx9Dh6Aj2JnkJPo2fQs+g59Dx6Ab2IXkIvo1fQq+g19Dp6A72J3kJvo3fQu+g99D76AH2IPkIfo0/Qp+gz9Dn6An2JvkJfo2/Qt+g79D36Af2IfkI/o1/Qr+g39Dv6A/2J/kJ/o3/Qv+g/LA5DMBTDMBwjMBKjMBpjMBbjMB4TMBGTMBlTMBXTMB0zMBOzMBtzMBfzsAiWBEuKJcOSYymwlFgqLDWWBkuLpcPSYxmwjFgmLDOWBcuKZcOyYzmwKBbDfCzAQiwnlgvLjeXB8mL5sPxYAawgVgiLxwpjRbAELBErihXDimMlsJJYKaw0VgYri5XDymMVsIpYJawyVgWrilXDqmM1sJpYLaw2Vgeri9XD6mMNsIZYI6wx1gRrijXDmmMtsJZYK6w11gZri7XD2mMdsI5YJ6wz1gXrinXDumM9sJ5YL6w31gfri/XD+mMDsIHYIGwwNgQbig3DhmMjsJHYKGw0NgYbi43DxmMTsInYJGwyNgWbik3DpmMzsJnYLGw2Ngebi83D5mMLsIXYImwxtgRbii3DlmMrsJXYKmw1tgZbi63D1mMbsI3YJmwztgXbim3DtmM7sJ3YLmw3tgfbi+3D9mMHsIPYIewwdgQ7ih3DjmMnsJPYKew0dgY7i53DzmMXsIvYJewydgW7il3DrmM3sJvYLew2dge7i93D7mMPsIfYI+wx9gR7ij3DnmMvsJfYK+w19gZ7i73D3mMfsI/YJ+wz9gX7in3DvmM/sJ/YL+w39gf7i/3D43AER3EMx3ECJ3EKp3EGZ3EO53EBF3EJl3EFV3EN13EDN3ELt3EHd3EPj+BJ8KR4Mjw5ngJPiafCU+Np8LR4Ojw9ngHPiGfCM+NZ8Kx4Njw7ngOP4jHcxwM8xHPiufDceB48L54Pz48XwAvihfB4vDBeBE/AE/GieDG8OF4CL4mXwkvjZfCyeDm8PF4Br4hXwivjVfCqeDW8Ol4Dr4nXwmvjdfC6eD28Pt4Ab4g3whvjTfCmeDO8Od4Cb4m3wlvjbfC2eDu8Pd4B74h3wjvjXfCueDe8O94D74n3wnvjffC+eD+8Pz4AH4gPwgfjQ/Ch+DB8OD4CH4mPwkfjY/Cx+Dh8PD4Bn4hPwifjU/Cp+DR8Oj4Dn4nPwmfjc/C5+Dx8Pr4AX4gvwhfjS/Cl+DJ8Ob4CX4mvwlfja/C1+Dp8Pb4B34hvwjfjW/Ct+DZ8O74D34nvwnfje/C9+D58P34AP4gfwg/jR/Cj+DH8OH4CP4mfwk/jZ/Cz+Dn8PH4Bv4hfwi/jV/Cr+DX8On4Dv4nfwm/jd/C7+D38Pv4Af4g/wh/jT/Cn+DP8Of4Cf4m/wl/jb/C3+Dv8Pf4B/4h/wj/jX/Cv+Df8O/4D/4n/wn/jf/C/+D8ijkAIlMAInCAIkqAImmAIluAInhAIkZAImVAIldAInTAIk7AIm3AIl/CICJGESEokI5ITKYiURCoiNZGGSEukI9ITGYiMRCYiM5GFyEpkI7ITOYgoESN8IiBCIieRi8hN5CHyEvmI/EQBoiBRiIgnChNFiAQikShKFCOKEyWIkkQpojRRhihLlCPKExWIikQlojJRhahKVCOqEzWImkQtojZRh6hL1CPqEw2IhkQjojHRhGhKNCOaEy2IlkQrojXRhmhLtCPaEx2IjkQnojPRhehKdCO6Ez2InkQvojfRh+hL9CP6EwOIgcQgYjAxhBhKDCOGEyOIkcQoYjQxhhhLjCPGExOIicQkYjIxhZhKTCOmEzOImcQsYjYxh5hLzCPmEwuIhcQiYjGxhFhKLCOWEyuIlcQqYjWxhlhLrCPWExuIjcQmYjOxhdhKbCO2EzuIncQuYjexh9hL7CP2EweIg8Qh4jBxhDhKHCOOEyeIk8Qp4jRxhjhLnCPOExeIi8Ql4jJxhbhKXCOuEzeIm8Qt4jZxh7hL3CPuEw+Ih8Qj4jHxhHhKPCOeEy+Il8Qr4jXxhnhLvCPeEx+Ij8Qn4jPxhfhKfCO+Ez+In8Qv4jfxh/hL/CPjSIRESYzESYIkSYqkSYZkSY7kSYEUSYmUSYVUSY3USYM0SYu0SYd0SY+MkEnIpGQyMjmZgkxJpiJTk2nItGQ6Mj2ZgcxIZiIzk1nIrGQ2MjuZg4ySMdInAzIkc5K5yNxkHjIvmY/MTxYgC5KFyHiyMFmETCATyaJkMbI4WYIsSZYiS5NlyLJkObI8WYGsSFYiK5NVyKpkNbI6WYOsSdYia5N1yLpkPbI+2YBsSDYiG5NNyKZkM7I52YJsSbYiW5NtyLZkO7I92YHsSHYiO5NdyK5kN7I72YPsSfYie5N9yL5kP7I/OYAcSA4iB5NDyKHkMHI4OYIcSY4iR5NjyLHkOHI8OYGcSE4iJ5NTyKnkNHI6OYOcSc4iZ5NzyLnkPHI+uYBcSC4iF5NLyKXkMnI5uYJcSa4iV5NryLXkOnI9uYHcSG4iN5NbyK3kNnI7uYPcSe4id5N7yL3kPnI/eYA8SB4iD5NHyKPkMfI4eYI8SZ4iT5NnyLPkOfI8eYG8SF4iL5NXyKvkNfI6eYO8Sd4ib5N3yLvkPfI++YB8SD4iH5NPyKfkM/I5+YJ8Sb4iX5NvyLfkO/I9+YH8SH4iP5NfyK/kN/I7+YP8Sf4if5N/yL/kPyqOQiiUwiicIiiSoiiaYiiW4iieEiiRkiiZUiiV0iidMiiTsiibciiX8qgIlYRKSiWjklMpqJRUKio1lYZKS6Wj0lMZqIxUJiozlYXKSmWjslM5qCgVo3wqoEIqJ5WLyk3lofJS+aj8VAGqIFWIiqcKU0WoBCqRKkoVo4pTJaiSVCmqNFWGKkuVo8pTFaiKVCWqMlWFqkpVo6pTNaiaVC2qNlWHqkvVo+pTDaiGVCOqMdWEako1o5pTLaiWVCuqNdWGaku1o9pTHaiOVCeqM9WF6kp1o7pTPaieVC+qN9WH6kv1o/pTA6iB1CBqMDWEGkoNo4ZTI6iR1ChqNDWGGkuNo8ZTE6iJ1CRqMjWFmkpNo6ZTM6iZ1CxqNjWHmkvNo+ZTC6iF1CJqMbWEWkoto5ZTK6iV1CpqNbWGWkuto9ZTG6iN1CZqM7WF2kpto7ZTO6id1C5qN7WH2kvto/ZTB6iD1CHqMHWEOkodo45TJ6iT1CnqNHWGOkudo85TF6iL1CXqMnWFukpdo65TN6ib1C3qNnWHukvdo+5TD6iH1CPqMfWEeko9o55TL6iX1CvqNfWGeku9o95TH6iP1CfqM/WF+kp9o75TP6if1C/qN/WH+kv9o+NohEZpjMZpgiZpiqZphmZpjuZpgRZpiZZphVZpjdZpgzZpi7Zph3Zpj47QSeikdDI6OZ2CTkmnolPTaei0dDo6PZ2BzkhnojPTWeisdDY6O52DjtIx2qcDOqRz0rno3HQeOi+dj85PF6AL0oXoeLowXYROoBPponQxujhdgi5Jl6JL02XosnQ5ujxdga5IV6Ir01XoqnQ1ujpdg65J16Jr03XounQ9uj7dgG5IN6Ib003opnQzujndgm5Jt6Jb023otnQ7uj3dge5Id6I7013ornQ3ujvdg+5J96J7033ovnQ/uj89gB5ID6IH00PoofQwejg9gh5Jj6JH02PosfQ4ejw9gZ5IT6In01PoqfQ0ejo9g55Jz6Jn03PoufQ8ej69gF5IL6IX00vopfQyejm9gl5Jr6JX02votfQ6ej29gd5Ib6I301vorfQ2eju9g95J76J303vovfQ+ej99gD5IH6IP00foo/Qx+jh9gj5Jn6JP02fos/Q5+jx9gb5IX6Iv01foq/Q1+jp9g75J36Jv03fou/Q9+j79gH5IP6If00/op/Qz+jn9gn5Jv6Jf02/ot/Q7+j39gf5If6I/01/or/Q3+jv9g/5J/6J/03/ov/Q/Jo5BGJTBGJwhGJKhGJphGJbhGJ4RGJGRGJlRGJXRGJ0xGJOxGJtxGJfxmAiThEnKJGOSMymYlEwqJjWThknLpGPSMxmYjEwmJjOThcnKZGOyMzmYKBNjfCZgQiYnk4vJzeRh8jL5mPxMAaYgU4iJZwozRZgEJpEpyhRjijMlmJJMKaY0U4Ypy5RjyjMVmIpMpbijTGWmClOVqRa3m6nO1GBqMrWY2kwdpi5Tj6nPNGAaMo2YxkwTpinTjGnOtGBaMq2Y1kwbpi3TjmnPdGA6Mp2YzkwXpivTjenO9GB6Mr2Y3kwfpi/Tj+nPDGAGMoOYwcyQuG/MUGYYM5wZwYxkRjGjmTHMWGYcM56ZwExkJjGTmSnMVGYaM52ZwcxkZjGzmTnMXGYeM59ZwCxkFsXNYxYzS5ilzDJmObOCWcmsYlYza5i1zDpmPbOB2chsYjYzW5itzDZmO7OD2cnsYnYze5i9zD5mP3Mgbnrc8riZcTPi3jEH45bETWQOMYfjZsctixvHHImbHDeFOcocY44zJ5iTzCnmNHOGOcucY84zF5iLzCXmMnOFucpcY64zN5ibzC3mNnOHucvcY+4zD5iHzCPmMfOEeco8Y54zL5iXzCvmNfOGecu8Y94zH5iPcTuYT8xn5gvzlfnGfGd+MD+ZX8xv5g/zl/nHxrEIi7IYi7MES7IUS7MMy7Icy7MCK7ISK7MKq7Iaq7MGa7IWa7MO67IeG2GTsEnZZGxyNgWbkk3FpmbTsGnZdGx6NgObkc3EZmazsFnZbGx2NgcbZWOszwZsyOZkc7G52TxsXjYfm58twBZkC7HxbGG2CJvAJrJF2WJscbYEW5ItxZZmy7Bl2XJsebYCW5GtxFZmq7BV2WpsdbYGW5OtxdZm67B12XpsfbYB25BtxDZmm7BN2WZsc7YF25JtxbZm27Bt2XZse7YD25HtxHZmu7Bd2W5sd7YH25PtxfZm+7B92X5sf3YAO5AdxA5mh7BD2WHscHYEO5IdxY5mx7Bj2XHseHYCO5GdxE5mp7BT2WnsdHYGO5Odxc5m57Bz2XnsfHYBu5BdxC5ml7BL2WXscnYFu5Jdxa5m17Br2XXsenYDu5HdxG5mt7Bb2W3sdnYHu5Pdxe5m97B72X3sfvYAe5A9xB5mj7BH2WPscfYEe5I9xZ5mz7Bn2XPsefYCe5G9xF5mr7BX2WvsdfYGe5O9xd5m77B32XvsffYB+5B9xD5mn7BP2Wfsc/YF+5J9xb5m37Bv2Xfse/YD+5H9xH5mv7Bf2W/sd/YH+5P9xf5m/7B/2X9cHIdwKIdxOEdwJEdxNMdwLMdxPCdwIidxMqdwKqdxOmdwJmdxNudwLudxES4Jl5RLxiXnUnApuVRcai4Nl5ZLx6XnMnAZuUxcZi4Ll5XLxmXncnBRLsb5XMCFXE4uF5eby8Pl5fJx+bkCXEGuEBfPFeaKcAlcIleUK8YV50pwJblSXGmuDFeWK8eV5ypwFblKXGWuCleVq8ZV52pwNblaXG2uDleXq8fV5xpwDblGXGOuCdeUa8Y151pwLblWXGuuDdeWa8e15zpwHblOXGeuC9eV68Z153pwPbleXG+uD9eX68f15wZwA7lB3GBuCDeUG8YN50ZwI7lR3GhuDDeWG8eN5yZwE7lJ3GRuCjeVm8ZN52ZwM7lZ3GxuDjeXm8fN5xZwC7lF3GJuCbeUW8Yt51ZwK7lV3GpuDbeWW8et5zZwG7lN3GZuC7eV28Zt53ZwO7ld3G5uD7eX28ft5w5wB7lD3GHuCHeUO8Yd505wJ7lT3GnuDHeWO8ed5y5wF7lL3GXuCneVu8Zd525wN7lb3G3uDneXu8fd5x5wD7lH3GPuCfeUe8Y9515wL7lX3GvuDfeWe8e95z5wH7lP3GfuC/eV+8Z9535wP7lf3G/uD/eX+8fH8QiP8hiP8wRP8hRP8wzP8hzP8wIv8hIv8wqv8hqv8wZv8hZv8w7v8h4f4ZPwSflkfHI+BZ+ST8Wn5tPwafl0fHo+A5+Rz8Rn5rPwWflsfHY+Bx/lY7zPB3zI5+Rz8bn5PHxePh+fny/AF+QL8fF8Yb4In8An8kX5YnxxvgRfki/Fl+bL8GX5cnx5vgJfka/EV+ar8FX5anx1vgZfk6/F1+br8HX5enx9vgHfkG/EN+ab8E35ZnxzvgXfkm/Ft+bb8G35dnx7vgPfke/Ed+a78F35bnx3vgffk+/F9+b78H35fnx/fgA/kB/ED+aH8EP5YfxwfgQ/kh/Fj+bH8GP5cfx4fgI/kZ/ET+an8FP5afx0fgY/k5/Fz+bn8HP5efx8fgG/kF/EL+aX8Ev5ZfxyfgW/kl/Fr+bX8Gv5dfx6fgO/kd/Eb+a38Fv5bfx2fge/k9/F7+b38Hv5ffx+/gB/kD/EH+aP8Ef5Y/xx/gR/kj/Fn+bP8Gf5c/x5/gJ/kb/EX+av8Ff5a/x1/gZ/k7/F3+bv8Hf5e/x9/gH/kH/EP+af8E/5Z/xz/gX/kn/Fv+bf8G/5d/x7/gP/kf/Ef+a/8F/5b/x3/gf/k//F/+b/8H/5f0KcgAiogAm4QAikQAm0wAiswAm8IAiiIAmyoAiqoAm6YAimYAm24Aiu4AkRIYmQVEgmJBdSCCmFVEJqIY2QVkgnpBcyCBmFTEJmIYuQVcgmZBdyCFEhJvhCIIRCTiGXkFvII+QV8gn5hQJCQaGQEC8UFooICUKiUFQoJhQXSgglhVJCaaGMUFYoJ5QXKggVhUpCZaGKUFWoJlQXagg1hVpCbaGOUFeoJ9QXGggNhUZCY6GJ0FRoJjQXWggthVZCa6GN0FZoJ7QXOggdhU5CZ6GL0FXoJnQXegg9hV5Cb6GP0FfoJ/QXBggDhUHCYGGIMFQYJgwXRggjhVHCaGGMMFYYJ4wXJggThUnCZGGKMFWYJkwXZggzhVnCbGGOMFeYJ8wXFggLhUXCYmGJsFRYJiwXVggrhVXCamGNsFZYJ6wXNggbhU3CZmGLsFXYJmwXdgg7hV3CbmGPsFfYJ+wXDggHhUPCYeGIcFQ4JhwXTggnhVPCaeGMcFY4J5wXLggXhUvCZeGKcFW4JlwXbgg3hVvCbeGOcFe4J9wXHggPhUfCY+GJ8FR4JjwXXggvhVfCa+GN8FZ4J7wXPggfhU/CZ+GL8FX4JnwXfgg/hV/Cb+GP8Ff4J8aJiIiKmIiLhEiKlEiLjMiKnMiLgiiKkiiLiqiKmqiLhmiKlmiLjuiKnhgRk4hJxWRicjGFmFJMJaYW04hpxXRiejGDmFHMJGYWs4hZxWxidjGHGBVjoi8GYijmFHOJucU8Yl4xn5hfLCAWFAuJ8WJhsYiYICaKRcViYnGxhFhSLCWWFsuIZcVyYnmxglhRrCRWFquIVcVqYnWxhlhTrCXWFuuIdcV6Yn2xgdhQbCQ2FpuITcVmYnOxhdhSbCW2FtuIbcV2Ynuxg9hR7CR2FruIXcVuYnexh9hT7CX2FvuIfcV+Yn9xgDhQHCQOFoeIQ8Vh4nBxhDhSHCWOFseIY8Vx4nhxgjhRnCROFqeIU8Vp4nRxhjhTnCXOFueIc8V54nxxgbhQXCQuFpeIS8Vl4nJxhbhSXCWuFteIa8V14npxg7hR3CRuFreIW8Vt4nZxh7hT3CXuFveIe8V94n7xgHhQPCQeFo+IR8Vj4nHxhHhSPCWeFs+IZ8Vz4nnxgnhRvCReFq+IV8Vr4nXxhnhTvCXeFu+Id8V74n3xgfhQfCQ+Fp+IT8Vn4nPxhfhSfCW+Ft+Ib8V34nvxg/hR/CR+Fr+IX8Vv4nfxh/hT/CX+Fv+If8V/UpyESKiESbhESKRESbTESKzESbwkSKIkSbKkSKqkSbpkSKZkSbbkSK7kSREpiZRUSiYll1JIKaVUUmopjZRWSiellzJIGaVMUmYpi5RVyiZll3JIUSkm+VIghVJOKZeUW8oj5ZXySfmlAlJBqZAULxWWikgJUqJUVComFZdKSCWlUlJpqYxUVionlZcqSBWlSlJlqYpUVaomVZdqSDWlWlJtqY5UV6on1ZcaSA2lRlJjqYnUVGomNZdaSC2lVlJrqY3UVmontZc6SB2lTlJnqYvUVeomdZd6SD2lXlJvqY/UV+on9ZcGSAOlQdJgaYg0VBomDZdGSCOlUdJoaYw0VhonjZcmSBOlSdJkaYo0VZomTZdmSDOlWdJsaY40V5onzZcWSAulRdJiaYm0VFomLZdWSCulVdJqaY20VlonrZc2SBulTdJmaYu0VdombZd2SDulXdJuaY+0V9on7ZcOSAelQ9Jh6Yh0VDomHZdOSCelU9Jp6Yx0VjonnZcuSBelS9Jl6Yp0VbomXZduSDelW9Jt6Y50V7on3ZceSA+lR9Jj6Yn0VHomPZdeSC+lV9Jr6Y30VnonvZc+SB+lT9Jn6Yv0VfomfZd+SD+lX9Jv6Y/0V/onx8mIjMqYjMuETMqUTMuMzMqczMuCLMqSLMuKrMqarMuGbMqWbMuO7MqeHJGTyEnlZHJyOYWcUk4lp5bTyGnldHJ6OYOcUc4kZ5azyFnlbHJ2OYcclWOyLwdyKOeUc8m55TxyXjmfnF8uIBeUC8nxcmG5iJwgJ8pF5WJycbmEXFIuJZeWy8hl5XJyebmCXFGuJFeWq8hV5WpydbmGXFOuJdeW68h15XpyfbmB3FBuJDeWm8hN5WZyc7mF3FJuJbeW28ht5XZye7mD3FHuJHeWu8hd5W5yd7mH3FPuJfeW+8h95X5yf3mAPFAeJA+Wh8hD5WHycHmEPFIeJY+Wx8hj5XHyeHmCPFGeJE+Wp8hT5WnydHmGPFOeJc+W58hz5XnyfHmBvFBeJC+Wl8hL5WXycnmFvFJeJa+W18hr5XXyenmDvFHeJG+Wt8hb5W3ydnmHvFPeJe+W98h75X3yfvmAfFA+JB+Wj8hH5WPycfmEfFI+JZ+Wz8hn5XPyefmCfFG+JF+Wr8hX5WvydfmGfFO+Jd+W78h35XvyffmB/FB+JD+Wn8hP5Wfyc/mF/FJ+Jb+W38hv5Xfye/mD/FH+JH+Wv8hf5W/yd/mH/FP+Jf+W/8h/5X9KnIIoqIIpuEIopEIptMIorMIpvCIooiIpsqIoqqIpumIopmIptuIoruIpESWJklRJpiRXUigplVRKaiWNklZJp6RXMigZlUxKZiWLklXJpmRXcihRJab4SqCESk4ll5JbyaPkVfIp+ZUCSkGlkBKvFFaKKAlKolJUKaYUV0ooJZVSSmmljFJWKaeUVyooFZVKSmWlilJVqaZUV2ooNZVaSm2ljlJXqafUVxooDZVGSmOlidJUaaY0V1ooLZVWSmuljdJWaae0VzooHZVOSmeli9JV6aZ0V3ooPZVeSm+lj9JX6af0VwYoA5VBymBliDJUGaYMV0YoI5VRymhljDJWGaeMVyYoE5VJymRlijJVmaZMV2YoM5VZymxljjJXmafMVxYoC5VFymJlibJUWaYsV1YoK5VVympljbJWWaesVzYoG5VNymZli7JV2aZsV3YoO5Vdym5lj7JX2afsVw4oB5VDymHliHJUOaYcV04oJ5VTymnljHJWOaecVy4oF5VLymXlinJVuaZcV24oN5Vbym3ljnJXuafcVx4oD5VHymPlifJUeaY8V14oL5VXymvljfJWeae8Vz4oH5VPymfli/JV+aZ8V34oP5Vfym/lj/JX+afGqYiKqpiKq4RKqpRKq4zKqpzKq4IqqpIqq4qqqpqqq4ZqqpZqq47qqp4aUZOoSdVkanI1hZpSTaWmVtOoadV0ano1g5pRzaRmVrOoWdVsanY1hxpVY6qvBmqo5lRzqbnVPGpeNZ+aXy2gFlQLqfFqYbWImqAmqkXVYmpxtYRaUi2lllbLqGXVcmp5tYJaUa2kVlarqFXVamp1tYZaU62l1lbrqHXVemp9tYHaUG2kNlabqE3VZmpztYXaUm2ltlbbqG3Vdmp7tYPaUe2kdla7qF3Vbmp3tYfaU+2l9lb7qH3Vfmp/dYA6UB2kDlaHqEPVYepwdYQ6Uh2ljlbHqGPVcep4dYI6UZ2kTlanqFPVaep0dYY6U52lzlbnqHPVeep8dYG6UF2kLlaXqEvVZepydYW6Ul2lrlbXqGvVdep6dYO6Ud2kbla3qFvVbep2dYe6U92l7lb3qHvVfep+9YB6UD2kHlaPqEfVY+px9YR6Uj2lnlbPqGfVc+p59YJ6Ub2kXlavqFfVa+p19YZ6U72l3lbvqHfVe+p99YH6UH2kPlafqE/VZ+pz9YX6Un2lvlbfqG/Vd+p79YP6Uf2kfla/qF/Vb+p39Yf6U/2l/lb/qH/Vf1qchmiohmm4RmikRmm0xmisxmm8JmiiJmmypmiqpmm6ZmimZmm25miu5mkRLYmWVEumJddSaCm1VFpqLY2WVkunpdcyaBm1TFpmLYuWVcumZddyaFEtpvlaoIVaTi2XllvLo+XV8mn5tQJaQa2QFq8V1opoCVqiVlQrphXXSmgltVJaaa2MVlYrp5XXKmgVtUpaZa2KVlWrplXXamg1tVpaba2OVlerp9XXGmgNtUZaY62J1lRrpjXXWmgttVZaa62N1lZrp7XXOmgdtU5aZ62L1lXrpnXXemg9tV5ab62P1lfrp/XXBmgDtUHaYG2INlQbpg3XRmgjtVHaaG2MNlYbp43XJmgTtUnaZG2KNlWbpk3XZmgztVnabG2ONlebp83XFmgLtUXaYm2JtlRbpi3XVmgrtVXaam2NtlZbp63XNmgbtU3aZm2LtlXbpm3Xdmg7tV3abm2Ptlfbp+3XDmgHtUPaYe2IdlQ7ph3XTmgntVPaae2MdlY7p53XLmgXtUvaZe2KdlW7pl3Xbmg3tVvabe2Odle7p93XHmgPtUfaY+2J9lR7pj3XXmgvtVfaa+2N9lZ7p73XPmgftU/aZ+2L9lX7pn3Xfmg/tV/ab+2P9lf7p8fpiI7qmI7rhE7qlE7rjM7qnM7rgi7qki7riq7qmq7rhm7qlm7rju7qnh7Rk+hJ9WR6cj2FnlJPpafW0+hp9XR6ej2DnlHPpGfWs+hZ9Wx6dj2HHtVjuq8Heqjn1HPpufU8el49n55fL6AX1Avp8XphvYieoCfqRfVienG9hF5SL6WX1svoZfVyenm9gl5Rr6RX1qvoVfVqenW9hl5Tr6XX1uvodfV6en29gd5Qb6Q31pvoTfVmenO9hd5Sb6W31tvobfV2enu9g95R76R31rvoXfVuene9h95T76X31vvoffV+en99gD5QH6QP1ofoQ/Vh+nB9hD5SH6WP1sfoY/Vx+nh9gj5Rn6RP1qfoU/Vp+nR9hj5Tn6XP1ufoc/V5+nx9gb5QX6Qv1pfoS/Vl+nJ9hb5SX6Wv1tfoa/V1+np9g75R36Rv1rfoW/Vt+nZ9h75T36Xv1vfoe/V9+n79gH5QP6Qf1o/oR/Vj+nH9hH5SP6Wf1s/oZ/Vz+nn9gn5Rv6Rf1q/oV/Vr+nX9hn5Tv6Xf1u/od/V7+n39gf5Qf6Q/1p/oT/Vn+nP9hf5Sf6W/1t/ob/V3+nv9g/5R/6R/1r/oX/Vv+nf9h/5T/6X/1v/of/V/RpyBGKiBGbhBGKRBGbTBGKzBGbwhGKIhGbKhGKqhGbphGKZhGbbhGK7hGREjiZHUSGYkN1IYKY1URmojjZHWSGekNzIYGY1MRmYji5HVyGZkN3IYUSNm+EZghEZOI5eR28hj5DXyGfmNAkZBo5ARbxQ2ihgJRqJR1ChmFDdKGCWNUkZpo4xR1ihnlDcqGBWNSkZlo4pR1ahmVDdqGDWNWkZto45R16hn1DcaGA2NRkZjo4nR1GhmNDdaGC2NVkZro43R1mhntDc6GB2NTkZno4vR1ehmdDd6GD2NXkZvo4/R1+hn9DcGGAONQcZgY4gx1BhmDDdGGCONUcZoY4wx1hhnjDcmGBONScZkY4ox1ZhmTDdmGDONWcZsY44x15hnzDcWGAuNRcZiY4mx1FhmLDdWGCuNVcZqY42x1lhnrDc2GBuNTcZmY4ux1dhmbDd2GDuNXcZuY4+x19hn7DcOGAeNQ8Zh44hx1DhmHDdOGCeNU8Zp44xx1jhnnDcuGBeNS8Zl44px1bhmXDduGDeNW8Zt445x17hn3DceGA+NR8Zj44nx1HhmPDdeGC+NV8Zr443x1nhnvDc+GB+NT8Zn44vx1fhmfDd+GD+NX8Zv44/x1/hnxpmIiZqYiZuESZqUSZuMyZqcyZuCKZqSKZuKqZqaqZuGaZqWaZuO6ZqeGTGTmEnNZGZyM4WZ0kxlpjbTmGnNdGZ6M4OZ0cxkZjazmFnNbGZ2M4cZNWOmbwZmaOY0c5m5zTxmXjOfmd8sYBY0C5nxZmGziJlgJppFzWJmcbOEWdIsZZY2y5hlzXJmebOCWdGsZFY2q5hVzWpmdbOGWdOsZdY265h1zXpmfbOB2dBsZDY2m5hNzWZmc7OF2dJsZbY225htzXZme7OD2dHsZHY2u5hdzW5md7OH2dPsZfY2+5h9zX5mf3OAOdAcZA42h5hDzWHmcHOEOdIcZY42x5hjzXHmeHOCOdGcZE42p5hTzWnmdHOGOdOcZc4255hzzXnmfHOBudBcZC42l5hLzWXmcnOFudJcZa4215hrzXXmenODudHcZG42t5hbzW3mdnOHudPcZe4295h7zX3mfvOAedA8ZB42j5hHzWPmcfOEedI8ZZ42z5hnzXPmefOCedG8ZF42r5hXzWvmdfOGedO8Zd4275h3zXvmffOB+dB8ZD42n5hPzWfmc/OF+dJ8Zb4235hvzXfme/OD+dH8ZH42v5hfzW/md/OH+dP8Zf42/5h/zX9WnIVYqIVZuEVYpEVZtMVYrMVZvCVYoiVZsqVYqqVZumVYpmVZtuVYruVZESuJldRKZiW3UlgprVRWaiuNldZKZ6W3MlgZrUxWZiuLldXKZmW3clhRK2b5VmCFVk4rl5XbymPltfJZ+a0CVkGrkBVvFbaKWAlWolXUKmYVt0pYJa1SVmmrjFXWKmeVtypYFa1KVmWrilXVqmZVt2pYNa1aVm2rjlXXqmfVtxpYDa1GVmOridXUamY1t1pYLa1WVmurjdXWame1tzpYHa1OVmeri9XV6mZ1t3pYPa1eVm+rj9XX6mf1twZYA61B1mBriDXUGmYNt0ZYI61R1mhrjDXWGmeNtyZYE61J1mRrijXVmmZNt2ZYM61Z1mxrjjXXmmfNtxZYC61F1mJribXUWmYtt1ZYK61V1mprjbXWWmettzZYG61N1mZri7XV2mZtt3ZYO61d1m5rj7XX2mfttw5YB61D1mHriHXUOmYdt05YJ61T1mnrjHXWOmedty5YF61L1mXrinXVumZdt25YN61b1m3rjnXXumfdtx5YD61H1mPrifXUemY9t15YL61X1mvrjfXWeme9tz5YH61P1mfri/XV+mZ9t35YP61f1m/rj/XX+mfH2YiN2piN24RN2pRN24zN2pzN24It2pIt24qt2pqt24Zt2pZt247t2p4dsZPYSe1kdnI7hZ3STmWnttPYae10dno7g53RzmRntrPYWe1sdnY7hx21Y7ZvB3Zo57Rz2bntPHZeO5+d3y5gF7QL2fF2YbuInWAn2kXtYnZxu4Rd0i5ll7bL2GXtcnZ5u4Jd0a5kV7ar2FXtanZ1u4Zd065l17br2HXtenZ9u4Hd0G5kN7ab2E3tZnZzu4Xd0m5lt7bb2G3tdnZ7u4Pd0e5kd7a72F3tbnZ3u4fd0+5l97b72H3tfnZ/e4A90B5kD7aH2EPtYfZwe4Q90h5lj7bH2GPtcfZ4e4I90Z5kT7an2FPtafZ0e4Y9055lz7bn2HPtefZ8e4G90F5kL7aX2EvtZfZye4W90l5lr7bX2GvtdfZ6e4O90d5kb7a32FvtbfZ2e4e9095l77b32HvtffZ++4B90D5kH7aP2EftY/Zx+4R90j5ln7bP2Gftc/Z5+4J90b5kX7av2Ffta/Z1+4Z9075l37bv2Hfte/Z9+4H90H5kP7af2E/tZ/Zz+4X90n5lv7bf2G/td/Z7+4P90f5kf7a/2F/tb/Z3+4f90/5l/7b/2H/tf06cgziogzm4QzikQzm0wziswzm8IziiIzmyoziqozm6YzimYzm24ziu4zkRJ4mT1EnmJHdSOCmdVE5qJ42T1knnpHcyOBmdTE5mJ4uT1cnmZHdyOFEn5vhO4IROTieXk9vJ4+R18jn5nQJOQaeQE+8Udoo4CU6iU9Qp5hR3SjglnVJOaaeMU9Yp55R3KjgVnUpOZaeKU9Wp5lR3ajg1nVpObaeOU9ep59R3GjgNnUZOY6eJ09Rp5jR3WjgtnVZOa6eN09Zp57R3OjgdnU5OZ6eL09Xp5nR3ejg9nV5Ob6eP09fp5/R3BjgDnUHOYGeIM9QZ5gx3RjgjnVHOaGeMM9YZ54x3JjgTnUnOZGeKM9WZ5kx3ZjgznVnObGeOM9eZ58x3FjgLnUXOYmeJs9RZ5ix3VjgrnVXOameNs9ZZ56x3NjgbnU3OZmeLs9XZ5mx3djg7nV3ObmePs9fZ5+x3DjgHnUPOYeeIc9Q55hx3TjgnnVPOaeeMc9Y555x3LjgXnUvOZeeKc9W55lx3bjg3nVvObeeOc9e559x3HjgPnUfOY+eJ89R55jx3XjgvnVfOa+eN89Z557x3PjgfnU/OZ+eL89X55nx3fjg/nV/Ob+eP89f558a5iIu6mIu7hEu6lEu7jMu6nMu7giu6kiu7iqu6mqu7hmu6lmu7juu6nhtxk7hJ3WRucjeFm9JN5aZ207hp3XRuejeDm9HN5GZ2s7hZ3WxudjeHG3Vjru8GbujmdHO5ud08bl43n5vfLeAWdAu58W5ht4ib4Ca6Rd1ibnG3hFvSLeWWdsu4Zd1ybnm3glvRreRWdqu4Vd1qbnW3hlvTreXWduu4dd16bn23gdvQbeQ2dpu4Td1mbnO3hdvSbeW2dtu4bd12bnu3g9vR7eR2dru4Xd1ubne3h9vT7eX2dvu4fd1+bn93gDvQHeQOdoe4Q91h7nB3hDvSHeWOdse4Y91x7nh3gjvRneROdqe4U91p7nR3hjvTneXOdue4c9157nx3gbvQXeQudpe4S91l7nJ3hbvSXeWudte4a9117np3g7vR3eRudre4W91t7nZ3h7vT3eXudve4e9197n73gHvQPeQedo+4R91j7nH3hHvSPeWeds+4Z91z7nn3gnvRveRedq+4V91r7nX3hnvTveXedu+4d9177n33gfvQfeQ+dp+4T91n7nP3hfvSfeW+dt+4b9137nv3g/vR/eR+dr+4X91v7nf3h/vT/eX+dv+4f91/XpyHeKiHebhHeKRHebTHeKzHebwneKInebKneKqnebpneKZnebbneK7neREviZfUS+Yl91J4Kb1UXmovjZfWS+el9zJ4Gb1MXmYvi5fVy+Zl93J4US/m+V7ghV5OL5eX28vj5fXyefm9Al5Br5AX7xX2ingJXqJX1CvmFfdKeCW9Ul5pr4xX1ivnlfcqeBW9Sl5lr4pX1avmVfdqeDW9Wl5tr45X16vn1fcaeA29Rl5jr4nX1GvmNfdaeC29Vl5rr43X1mvntfc6eB29Tl5nr4vX1evmdfd6eD29Xl5vr4/X1+vn9fcGeAO9Qd5gb4g31BvmDfdGeCO9Ud5ob4w31hvnjfcmeBO9Sd5kb4o31ZvmTfdmeDO9Wd5sb44315vnzfcWeAu9Rd5ib4m31FvmLfdWeCu9Vd5qb4231lvnrfc2eBu9Td5mb4u31dvmbfd2eDu9Xd5ub4+319vn7fcOeAe9Q95h74h31DvmHfdOeCe9U95p74x31jvnnfcueBe9S95l74p31bvmXfdueDe9W95t745317vn3fceeA+9R95j74n31HvmPfdeeC+9V95r74331nvnvfc+eB+9T95n74v31fvmffd+eD+9X95v74/31/sXiYsgETSCRfAIESEjVISOMBE2wkX4iBARI1JEjigRNaJF9IgRMSNWxI44ETfiRSKRJJGkkWSR5JEUkZSRVJHUkTSRtJF0kfSRDJGMkUyRzJEskayRbJHskRyRaCQW8SNBJIzkjOSK5I7kieSN5IvkjxSIFIwUisRHCkeKRBIiiZGikWKR4pESkZKRUpHSkTKRspFykfKRCpGKkUqRypEqkaqRapHqkRqRmpFakdqROpG6kXqR+pEGVJe2LbJnLxyFGYOZ+39njjAK8z9fz5ErO8wcMOH7uf77fR9mADOEmRNmLpjw/FzxMAvDLAIzAWYizKL/mbkhPzfk54bc3JCbG3JzQ25uyM0NubkhNzfk5obc3JCbG3JzQ27uokS55u06tiXa/c9///O1eHjneMiOh+x4yI6H7HjIjofseMiOh+x4yI6H7HjIjk8kqvxvZpf/yywM7wt/Tzng7ylHYcguDNmFIbswZBeG7P/+fRaG7MKQXRiyC0N2YXjvwvDnXQT+vItAfhHILwL5RSC/COQXgfwikF8E8otAfhHILwL5RSC/COQXgfwikJ8A+QmQnwD5CZCfAPkJkJ8A+QmQnwD5CZCfAPkJkJ8A+QmQnwD5CZCfCPmJkJ8I+YmQnwj5iQFZrFGDju3aks3+d8BXIT0R0hMhPRHSEyE9EdITIT0R0otCelFILwrpRSG9KKQXhbcvCm9fFN6+KOQX/U9+NHt2mDlgRmHGYPowA5ghzJwwc8H87/PiYRaGWQRmAsxEmP95n2gOyM8B+TkgPwfk54D8HJCfA/JzQH4OeH4OeH4OeH4OeH4Unh+F50fh+VF4fhSeH4XnR+H5UXh+FN4vCu8XhfeLwvtFIT8K+VHIj0J+DPJjkB+D/BjkxyA/BvkxyI9BbgxyY5Abg9wY5MYgNwa5Mcj1IdeHXB9yfcj1IdeHXB9yfXhvH/J9yPch34d8H/J9yPch34f8APIDyA8gP4D8APIDyA8gP4D8APIDyA8gP4D8APIDyA8gP4D8EPJDyAe1oqBWNIT8EPJDyA8hP4T8EPJDyA8hP4T8EPJDyA8hPyfk54T8nJCfE/JzQn5OyM8J+TkhPyfk54T8nJCfE/JzQn5OyM8J+TkhH1SOgspRUDkKKkdB5SioHAWVo6ByFFSOgspRUDkKKkdB5SioHAWVo6ByFFSOgsrR3JAPOkdB5yjoHAWdo6BzFHSOgs5R0DkKOkdB5yjoHAWdo7khPx7y4yEfhI6C0FEQOgpCR0HoKAgdBaGjIHQUhI6C0FEQOgpCR+MhPx7yC0M+KB0FpaOgdBSUjoLSUVA6CkpHQekoKB0FpaOgdBSUjoLSUVA6CkpHQekoKB0FpaOgdBSUjoLSUVA5ChpHQeMoaBwFjaOgcRQ0joLGUdA4ChpHQeMoaBwFjaOgcRQ0joKuUdA1CrpGQdco6BoFXaOgazQRnpcIz0uE54GvUfA1Cr5Gwdco+BoFX6PgaxR8jYKvUfA1Cr5Gwdco+BoFX6PgaxR8jYKv0f/6WhTyi0J+UcgvCvlFIb/of/Jj2QOhebt2rRo0bNe1SaN2bRrCVxNgJsKE3w16xkDPGOgZAz1joGcM1IyBmrEcuWDmhhkPszDMIjAhF1SNgaoxUDUGqsaiUb5xu84Nm7Ru1+3/fmigNQa0xoDWGFAaA0pjQGkMKI0BpTGgNAaUxoDSGFAaA0pjQGkMKI0BpTGgNBaDlwZSY0BqDEiNAakxIDUGpMaA1BiQGgNSY0BqDEiNAakxoDQGlMaA0hhQGgNKY0BpDCiNAaUxoDQGlMaA0hhQGgNKY0BpDCiNAaUxoDQGlMaA0hhQGgNKY0BpDCiNAaUxoDQGlMaA0hhQGgNKY0BpDCiNAaUxoDQGlMaA0hhQGgNKY0BpDCiNAaUxoDQGlMaA0hhQGgNKY0BpDCiNAZ0xoDMGVMaAyhhQGQMqY0BkDFZYLCE72bl5k84NctBV2ndq0bpdW8iBFRZL8PH2zVvkINu1adKswX+/B1nwYSIGHyZi8GEiBh8mYvBhIgYfJmKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7mKw7nw4Wz6cLR/Okg9nyYez5MNZ8uEs+XCWfDhLPpwlH86SD2fJh7Pkw1ny4Sz5cJZ8ODs+nB0fapcPtcuHs+TDWfLhLPlwlnyoXT6cKR9qlw+1y4fa5UPt8qF2+VC7fKhdPtQuH2qXD7XLh9rlQ+3yoXb5ULt8qF0+1C4fapYPNcuHmuVDzfKhZvlQs3yoWT7ULB9qlg81y4ea5UPN8qFm+VCzfKhZPtQsH2qWDzXLh5rlQ83yoWb5ULN8qFk+1CwfapYPNcuHmuVDzfKhZvlQs3yoWT7ULB9qlg81y4ea5UPN8qFm+VCzfKhZPtQsH2qWDzXLh5rlQ83yoWb5ULN8qFk+1CwfapYPNcuHmuVDzfLhMsSHyxAfapcPlyE+1C8f6pcP9cuH+uVD/fJhd/lQv3yoXz7ULx92lw/1y4f65UP98mF/+bC/fNhfPuwvH/aXD/vLh/3lw/7yYX/5sL982F8+7C8f9pcP+8uH/eXD/vJhf/mwv3zYXz7sLx/2lw/7y4f95cP+8mF/+bC/fNhfPuwvH/aXD/vLh/3lw/7yYX/5sL982F8+7C8f9pcP+8uH/eXD/vJhfwVwfRLA9UkA1ycBXJ8EcH0SwPVJANcnAVyfBHB9EsD1SQDXJwFcnwRwfRJAAQygAAZQAAMogAEUwAAKYAAFMIACGMD1SQBFMIAiGEARDKAIBlAEAyiCARTBAIpgAEUwgCIYQBEMoAgGcL0SwPVKAB0wgA4YQAcM4HolgOuVADphAJ0wgE4YQCcMoBMG0AkD6IQBdMEAumAAXTCALhhAFwygCwbQBQPoggF0wQC6YABdMIAuGEAXDKALBtAFA+iCAXTBALpgAF0wgOuVADphAJ0wgE4YQCcMoBMG0AkD6IQBdMIAOmEAnTCAThhAJwygEwbQCQPohAF0wgA6YQCdMIAOGEAHDKADBtABA+iAAXTAADpgAE4H4HQAHTCADhiA2wG4HYDbAbgdgNsBuB2A2wG4HYDbAbgdgNsBuB2A2wG4HUAHDKADBnCdEsB1SgCuB+B6AK4H4HoArgfgegCuB+B6AK4H4HoArgfgegCuB+B6AK4H4HoArgfgegCuB+B6AK4H4HoArgfgegCuB+B6ANcoAfgegO8B+B6A7wH4HoDvAfgegO8B+B6A7wH4HoDvAfgegO8B+B6A7wH4HoDvAfgegO8B+B6A7wH4HoDvAfgegO8B+B6A7wH4HoDvAfgegO8B+B6A7wH4HoDvAfgegO8B+B6A7wH4HoDvAfgegO8B+B6A7wH4HoDvAfgegO8B+B6A7wH4HoDvAfgcgM8B+ByAzwH4HIDPAfgcJPz3/4efH3wOwOcAfA7A5wB8DsDnAHwOwOcAfA7A5wB8DsDnAHwOwOcAfA7A5wB8DsDnAPwNwN8A/A3A3wD8DcDfEJwMwckQnAzByTD7f39fADOEmRNmLpi5YcbDLAyzCMwEmIkw//NzhuBkCE6G4GQITobgZAhOhuBkCE6G4GQITobgZAhOhuBkCD6G4GMIPobgYwg+huBjCD6G4GMIPobgYwg+huBjCD6G4GMIPobgYwg+huBjCHcmITgZgpMhOBmCkyE4GYKTITgZgpMhOBmCkyE4GYKTITgZgpMhOBmCkyE4GYKTITgZgpMhOBmCkyE4GYKTITgZgpMhOBmCkyE4GYKTITgZgpMhOBmCkyE4GYKTITgZgpMh3J2EcHcSgpshuBmCmyG4GYKbIbgZgpshuBmCmyG4GYKbIbgZgpshuBmCmyG4GYKbIbgZgpshuBmCmyG4GYKbIbgZgpshuBmCmyG4GYKbIbgZgpshuBmCmyG4GYKbIbgZgpshuBmCmyG4GYKbIbgZgpshuBmCmyG4GYKbIbgZgpshuBmCmyG4GYKbIbgZgpsh/DNECH6G4GcIfobgZwh+huBnCH6G4GcIfobgZwh+huBnCH6G4GcIfobgZwh+huBnCH6G4GcIfobgZwh+huBnCH6G4GcIfobgZwh+huBnCH6G4GcIfobgZwh+huBnCH6G4GcIfobgZwh+huBnCH6G4GcIfobgZwh+huBnCH6G4GcIfobgZwh+huBnCH6G8Pk4hM/HIXw+DuHzcQifj0P4fBz+v6bOZVuS28iyk2q1qJL6U3qlwx4AhvAIYNWke1JfQJFZJNdKZarIpKrr7zuoe+42auJQZoafeMC2AbBjTu2PU/vjVP5N5d9U/k3l31T+TeXfVP5N5d9U/k3l31T+TeXfVP5N5d9U/k3l31T+TeXfVP5N5d9U/k3l31T+TeXfVP5N5d9U/k3tj1P749T+OLU/TuXnVH5O5edUfk7l53zPz9ofp/bHqf1xan+c2h+n9sep/XFqf5zaH6f2x6n9cRd/u/jbxd8u/nbxt4u/Xfzt4m8Xf7v428XfLv528beLv1387eJvF3+7+NvF3y7+dvG3i79d/O3ibxd/u/jbxd8u/nbxt4u/Xfzt4m8Xf7v428XfLv528beLv1387eJvF3+7+NvF3y7+dvG3i79d/O3i7xB/hvgzxJ8h/gzxZ4g/Q/wZ4s8Qf4b4M8SfIf4M8WeIP0P8GeLPEH+G+DPEnyH+DPFniDtD3BnizhB3hrgzxJ0h7gxxZyiOh+J4KI6H4ngojofieCiOh+J4KI7H8/1++hyK46E4HorjoTgeiuOhOB6K46E4HorjoTgeiuOhOB6K46E4HorjoTgeiuOhOB6K46E4HorjoTgeiuOhOB6K46E4HorjoTgeiuOhOB6K46E4Horj/baeuz68zafX9dK16Wq6uq6ha+radR26Tl2XrreuD12fum5dpX9L/5b+Lf1b+rf0b+nf0r+lf0v/lv4t/Vv6t/Rv6d/Sv6X/kP5D+g/pP6T/kP5D+g/pPnS/p17/1Oufev1Tr3/q9U+9/qn3/9R9nnr/T73/p97/U+//qff/fNfT+3/q/W/pb+lv6W/pb+lv6W/pb+lv6W/pb+lv6W/pb+lv6W/pH+kf6R/pH+kf6R/pH+kf6R/pH+kf6R/pH+kf6R/pv83j6/G2HnxdL12brqar6xq6pq5d16Hr1HXpeuv60PWp69ZV+oqfh+Lnofh5KH4eip+H4ueh+Hkofh6Kn4fi56H4eSh+Hoqfh+Lnofh5KH4eip+H4ueh+Hkofh6Kn4fi56H4eSh+Hoqfh+Lnofh5KF4eipeH4uX5tu9/XS9dm66mq+sauqauXdeh69R16Xrr+tD1qevWVfqX9C/pX9K/pH9J/5L+Jf1L+pf0L+lf0r+kf0n/kv4l/Uv6TfpN+k36TfpN+k36TfpN+k36TfpN+k36TfpN+k36TfomfZO+Sd+kb9I36Zv0TfomfZO+Sd+kb9I36Zv0lS+eLn2Xvkvfpe/Sd+m79F36Ln2Xvkvfpe/Sd+m79F36If2Qfkg/pB/SD+mH9EP6If2Qfkg/pB/SD+mH9EP6Kf2Ufko/pZ/ST+mn9FP6Kf2Ufko/pZ/ST+mn9FP6Xfpd+l36Xfpd+l36Xfpd+l36Xfpd+l36Xfpd+l36XfpD+kP6Q/pD+kP6Q/pD+kP6Q/pD+kP6Q/pD+kP6Q/pD+uL9U7x/ivdP8f4p3j/F+6d4/xTvn+L9U7x/ivdP8f4p3j/F+6d4/xTvn+L9U7x/ivdP8f4p3j/F+6d4/xTvn+L9U7x/ivdP8f4p3j/F+6d4/xTvn+L9U7x/ivdP8f4p3j/F+6d4/xTvn+L9U7x/ivdPrZeeWi89xf+n+P9857/WS0+tl55aLz21XnpqvfTUeun5kL7WTc+H9B/Sf0hfef2pvL6VZ7byzFae2cozW3lmK89s5ZmtPLOVZ7byzFae2cozW3lmK89s5ZmtPLOVZ7byzFae2cozW3lmK89s5ZmtPLOVZ7byzFae2cozW3lmK89s5ZmtPLOVZ7byzFae2cozW3lmK89s5ZmtPLOVZ7byzFae2cozW3lmK89s5ZmtPLOVZ7byzFae2cozW3lmK89s5ZmtPLOVZ7byzFae2cozW3lmK89s5Zn3fclWntnKM1t5ZivPbOWZrTyzlWe28sxWntnKM1t5ZivPbOWZrTyzlWe28sxWntnKM1t5ZivPbOWZrTyzlWe28sxWntnKM1t5ZivPbOWZrTyzlWe28sxWntnKM1t5ZivPbOWZrTyzlWe28sxWntnKM1t5ZivPbOWZrTyzlWe28sxWntnKM1t5ZivPbOWZrTyzlWe28sxWntnKM1t5ZivPbOWZrTyzlWe28sxW3tjKG1t5YytvbOWNrbyxlTe28sZW3tjKG1t5YytvbOWNrbyxlTe28sZW3tjKG1t5YytvbOWNrbyxlTe28sZW3tjKG1t5YytvbOWNrbyxlTe28sZW3tjKG1t5YytvbOWNrbyxlTe28sZW3tjKG1t5YytvbOWNrbyxlTe28sZW3tjKG1t5YytvbOWNrbyxlTe28sZW3tjKG1t5YytvbOWNrbyxlTe28sZW3tjKG1t5YytvbOWN/ZD+Q/ral++H9B/S1z59a5++tU/f2qdv7dO39ulb+/StffrWPn1rn761T9/ap2/t07f26Vv79K19+tY+fWufvrVP39qnb+3Tt/bpW/v0rX361j59a5++tU/f2qdv7dO39ulb+/StffrWPn1rn761L9/al2/ty7f25Vv78q19+da+fGtfvrUv39qXb+Xvrfx9lL+P8vdR/j7K30f5+yh/H+Xvo/x9lL+P8vdR/j7K30f5+yh/H+Xvo/x9lL+P8vdR/j7K30f5+yh/H+Xro3x9lK+P8vVRvj7K10f5+Sg/H+Xno/x8lJ+P8vNRfj7Kz0f5+Sg/H+Xno/x8lJ9Pe9fT51N+PsrPR/n5KD8f5eej/HyUn4/y81F+PsrPR/n5KD8f5eej/HyUn4/y81F+PsrPR/n5KD8f5eej/HyUn4/y8VE+PsrHR/n4KB8f5eOj/HuUf4/y71H+Pcq/R/n3KP8e5d+jvHuUb0+831fvX/n1KL8e5dej/HqUX4/y61F+PcqvR/n1KL8e5dej/HqUX4/y61F+PcqvR/n1KL8e5dej/HqUX4/y61F+PcqvR/n1KL8e5dej/HqUX4/y69G+7WjfdrRvO9q3He3bjvZtR/n3KP8e5d+j/HuUf4/y71H+PeNdT59X+fco/x7l36P8e5R/j/LvUf49yr9H+fco/x7l36P8e5R/j/LvUf49yr9H+fco/x7l36P8e5R/j/LvUf49yr9H+fco/x7l36P8e5R/j/LvUf49yr9H+fco/x7l36P8e5R/j/LvUd49yrtHefco7x7l3aO8e5R3j/LuUb49yrdH+fYo3x7l26N8e5Rnj/LsUZ49yrNHefYozx7l2aM8e5Rnj/LsUZ49yrNHefYozx7l1aO8epRXj/LqUV49yqtH+fQonx7l06N8epRPj/LpUT49yqdH+fQonx7l06N8epRPj/LpUT49yqdH+fQonx7l06Nz7qNz7qN8epRHj/LoUR49yqNHefQojx7l0aM8et7yaPvwlj9f10vXpqvp6rqGrqlr13XoOnVdut66PnR96vque/70Hz/98OvPH7//9pcf3/7oyr/8+vn7jz//8t2X1x//9dNf/vPXL18//vzxH68/+vi9/s35X18+f/z+9eefP3389vWP3/64SbVJtUm1SbVJ9S2rtQ+mT2Xjm4//77tP3/7tJac/0b+M96te0fU9dX1PXXfo+l66vpeu76Xre+n6XrreYdc77HqHXe+wS29IZ0hn6PcY+j2GdId0h3SHdId0h3SHdId0h3SHdId0p3SndKd0p3SndKd0p3SndKd0p3SndKd0p3TXh7989+XTl89/e/2MX7/9+b/1p+1fPv3087f6P5JY+Ye/f/zl9a/0f6WwpLDWv3z/5fMP+j/6OEsfZ+lnu/Wxbn2sWx/r1se69bFuad76WLc+1i3RW6K3Ptatj3XrY93Sv6V/S/8h/Te8tOuybz7+8vWnv337VTP6eltQtcv1L3z/8bev5seffv7+m6//9eWfg1/e/uptDfK6pq5d16Hr1HV987rFx59++PHrj3/++uPPHzX+5V//46d/vI///MsrsD7r/+h1b29aD2B5Xf2bb3/++ct/ffr4H1//5z9Hv/79T/+8/vzby97+8vsv//X5bfTX15v9Rv/s+89vt9A00bNTmp6d8rrOP/Mv//rLx3/+4esN/OnLz19//PLDl8/ffvrzT5+//hb433396cvnf/34n7/+9I9vP338/N3H//Hjl19/+fiXFxc+ffnhp+++/fT5y9c//faPf/j5209f/87wr1//eVd1ijV1ir2uTVfT1XUNXVPXruvQdeq6dL11fej61HXr+vZtqnOsqXPsdZV+l/7W/bbut3W/rftt3W/rfkf3O7rf0f2O7nf0ec7547+/tie//e+3waXBBwb2PmjvA/9t8Id/ay8c2R/+7Rrhb5e4/vDdTz9/9+ntd4rH459/avanL3//+Pmvv3769PHtu5YLpcmF0uRCaXKhNLlQmlwoTS6UJhdKkwulyYXSHvrtHvrtHvrtHvrtHvrtHvrtHvrtHvrtHvrtHvrtHvrtHvrtHvrtHvrtHvrtHvrtHvrtHvrtHvrtHvrtHsoCD2WBhz7/Q5//oc//0Od/6PM/9Pkf+vwPff6HPv9Dn19V0KYqaFMVtKkK2lQFbaqCNlVBm6qgTVXQpipoUxW0qQraVAVtqoI2VUGbqqBNVdCmKmhTFbSpCtpUBW2qgjZVQZuqoE1V0KYqaFMVtKkK2lQFbaqCNlVBm6qgTVXQpipoUxW0qQraVAVtqoI2VT+bqppNp+RL3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5L3W5LzFhixhIzlpixxIwlZiwxY4kZS8xYYsYSM5a63Za63Za63Za63Za63Za63Za63Za63Za63Za63Za63Zbc3Etu7iU395Kbe8nNveTmXnJzL7m5l9zcS27uJTf3kpt7yc295OZecnMvubmX3NxLbu4lN/eSm3vJzb3k5l5ycy+5uZfc3Etu7iU395Kbe8nNveTmXnJzL7m5l9zcS27uJTf3kpt7yc295OZecnMvubmX3NxLbu4lN/eSm3vJzb3k5l5ycy+5uZfc3Etu7iU395Kbe8nNveTmXnJzL7m5l9zcS27uJTf3kpt7yc295OZecnMvubmX3NxLbu4lN/eSm3vJzb3k5l5ycy+5uZfc3Etu7iU395Kbe8nNveTmXnJzL7m5l9zcS27uJTf3kpt7yc295OZecnMvubmX3NxLbu4lN/eSm3vJzb3k5l5ycy+5uVcXh/obD1/Xqevbffob517XS9emq+nquoauqavu23Tfpvu29/veuj50feq6ddX7M+mb9E36Jn2TvknfpG/SN+mb9E36Jn2TvknfpG/SFx+6+NDFhy4+dPGhiw9dfOjiQxcfuvjQxYcuPnTxoYsPXXzo4oPcxktu4yW38ZLbeMltvOQ2XnIbL7mNl9zGS27jJbfxktt4yW285DZechsvuY2X3MZLbuMlt/GS23jJbbzkNl5yGy+5jZfcxktu4yW38ZLbeMltvOQ2XnIbL7mNl9zGS27jJbfxktt4yW285DZeWuctrfOW1nlL67yldd7SOm9pnbe0zlta5y2t81YXH7r40MWHLj508aGLD1186OJDFx+6+NDFhy4+dPGhiw9dfOjiQxcfuvjQxYcuPnTxoYsPXXzo4kMXH7r40MWHLj508aGLD1186O98WNJf0l/SX9Jf0l/SX9Jf0l/SX9Jf0l/SX9Jf0l/SX9K/pX9L/5b+Lf1b+rf0b+nf0r+lf0v/lv4t/Vv6t/Rv6d/Sf0j/If2H9B/Sf0j/If2H9B/Sf0j/If2H9LXu61r3da33utZ5Xeu8rnVe1zqva53XtU7qWid1rZO61kld66SudVLXOqmf99frfWid1LVO6londa2TutZJtzh8i8O3OHyLw7c4fIvDtzh8i8O3OHyLw7c4fIvDtzh8i8O3OHyLw7c4fIvDtzh8i8O3OHyLw7c4fIvDtzh8i8O3OHyLw7c4fIvDtzh8i8O3OHyLw7c4fIvDtzh8i8O3OHyLw7c4fIvDtzh8i8O3OHyLw7c4fIvDtzh8i8O3OHyLw7c4fIvDtzh8i8O3OHyLw7c4fL9x+Nxv+7TXNd+ub/uo19V11d9f73/fdX3qunU9b9e3dcPreunadNV9m+7bdN+m+zbd923d8LpOXZeuer9v64bXVfpN+k36Jn2TvknfpG/SN+mb9E26Jl2TrknXpGvSc+m4dFz3d93fdV/X53Ld33V/1/1d93fd3/W5/F1HnyukE9IJ6YQ+R0gnpBPSCd0/dP/Q/UP3TX2O1P1T90/dP3X/1P1T90/d/30epe6fun/q/l3377p/1/277t91/677d92/6/5d9++6f9f9u+4/dP+h+w/df+i+Q/cdut/Q/YbuM3SfqftM3WfqPlPvc+p+U/ebep9T952679T7nLr/1P2X7rt0n6X7LN1n6T5L91m6z9J9lu5z6z635vWt93nrfd66/635d0vnls4tnVvz75beLb1berfm3y3dh76fh/Sf0ntK7ym9p3Seuv9T933qPluv33rfW6/fev3W+926z9b73brf1vvduu/W+916v1s6R+/3SO/o+zrSPXr/R/pH+kf6R/pH+kf6R/pHuke6b/nyPN74/brq/yu+dF54dF54dF54Hnpfj/P+/9/el9zoR270Izf6kRv9PPW65/u/1/t76v09j16v9ylX5ZGr8shVeeSqPHK9HbnejlxvR663I9fbkdvtyO125HY7crsdud2O3G5Hbrcjt9uR2+3I7Xb20H2H7jt0v6H7KF7lcjtytx252o5cbUeutiM325GL7cjFduRiO3KvHbnXjtxrR661I9fakWvtyK125FY7cqsdudSOXGpHLrUjd9qRK+3IjXbkQjtynx25z47cZ0eusyPX2ZHr7MhtduQ2O3KbHbnMjlxmRy6zI3fZkbvsyF125Co7cpUducqO3GRHbrIjN9mRi+zIRXbkIjtyjx25x47cY0eusSPX2JFr7MgtduQWO3KLHbnEjlxiRy6xI3fYkTvsyB125Ao7coUducKO3GBHbrAjN9iRC+zI/fW66r6KM7nAjlxgRy6wIxfYkQvsyAV25AI7coEducBe1/PH//vt3z7+n4//+8P74HoftPeBvQ/8fRDvg3wf9PfBeB/Mb95v+IHRxagxMkbOKBglo85oMEKjodHQaGg0NBoaDY2GRkOjodHQMDQMDUPD0DA0DA1Dw9AwNAwNR8PRcDQcDUfD0XA0HA1Hw9EINAKNQCPQCDQCjUAj0Ag0Ao1EI9FINBKNRCPRSDQSjUQj0ehodDQ6Gh2NjkZHo6PR0ehodDQGGgONgcZAY6Ax0BhoDDQGGgONicZEY6Ix0ZhoTDQmGhONicacfyIGP9TwqmGrodXQaxg1zBr2Go4altpValepXaV2ldpValepXaV2ldpValeptVJrpdZKrZVaK7VWaq3UWqm1UmulZqVmpWalZqVmpWalZqVmpWalZqXmpeal5qXmpeal5qXmpeal5qXmpRalFqUWpRalFqUWpRalFqUWpRallqWWpZallqWWpZallqWWpZallqXWS62XWi+1Xmq91Hqp9VLrpdZLrZfaKLVRaqPURqmNUhulNkptlNootVFqs9Rmqc1Sm6U2S22W2iy1WWqz1IolrVjSiiWtWNKKJa1Y0oolrVjSiiWtWNKKJa1Y0oolrVjSiiWtWNKKJa1Y0oolrVjSiiWtWNKKJa1Y0oolrVjSiiWtWNKKJa1Y0oolrVjSiiWtWNKKJa1Y0oolrVjSiiWtWNKKJa1Y0oolrVjSiiWtWNKKJa1Y0oolrVjSiiWtWNKKJa1Y0oolrVjSiiWtWNKKJa1Y0oolrVjSiiWtWNKKJa1Y0oolrVjSiiWtWNKKJa1Y0oolrVjSiiWtWNKKJa1Y0oolrVjSiiWtWNKKJa1Y0oolrVjSiiWtWNKKJa1Y0oolrVjSiiWtWNKKJa1Y0oolrVjSiiWtWNKKJVYssWKJFUusWGLFEiuWWLHEiiVWLLFiiRVLrFhixRIrllixxIolViyxYokVS6xYYsUSK5ZYscSKJVYssWKJFUusWGLFEiuWWLHEiiVWLLFiiRVLrFhixRIrllixxIolViyxYokVS6xYYsUSK5ZYscSKJVYssWKJFUusWGLFEiuWWLHEiiVWLLFiiRVLrFhixRIrllixxIolViyxYokVS6xYYsUSK5ZYscSKJVYssWKJFUusWGLFEiuWWLHEiiVWLLFiiRVLrFhixRIrllixxIolViyxYokVS6xYYsUSK5ZYscSKJVYssWKJFUusWOLFEi+WeLHEiyVeLPFiiRdLvFjixRIvlnixxIslXizxYokXS7xY4sUSL5Z4scSLJV4s8WKJF0u8WOLFEi+WeLHEiyVeLPFiiRdLvFjixRIvlnixxIslXizxYokXS7xY4sUSL5Z4scSLJV4s8WKJF0u8WOLFEi+WeLHEiyVeLPFiiRdLvFjixRIvlnixxIslXizxYokXS7xY4sUSL5Z4scSLJV4s8WKJF0u8WOLFEi+WeLHEiyVeLPFiiRdLvFjixRIvlnixxIslXizxYokXS7xY4sUSL5Z4scSLJV4s8WKJF0u8WOLFEi+WeLHEiyVRLIliSRRLolgSxZIolkSxJIolUSyJYkkUS6JYEsWSKJZEsSSKJVEsiWJJFEuiWBLFkiiWRLEkiiVRLIliSRRLolgSxZIolkSxJIolUSyJYkkUS6JYEsWSKJZEsSSKJVEsiWJJFEuiWBLFkiiWRLEkiiVRLIliSRRLolgSxZIolkSxJIolUSyJYkkUS6JYEsWSKJZEsSSKJVEsiWJJFEuiWBLFkiiWRLEkiiVRLIliSRRLolgSxZIolkSxJIolUSyJYkkUS6JYEsWSKJZEsSSKJVEsiWJJFEuiWBLFkiiWRLEkiiVRLIliSRRLoliSxZIslmSxJIslWSzJYkkWS7JYksWSLJZksSSLJVksyWJJFkuyWJLFkiyWZLEkiyVZLMliSRZLsliSxZIslmSxJIslWSzJYkkWS7JYksWSLJZksSSLJVksyWJJFkuyWJLFkiyWZLEkiyVZLMliSRZLsliSxZIslmSxJIslWSzJYkkWS7JYksWSLJZksSSLJVksyWJJFkuyWJLFkiyWZLEkiyVZLMliSRZLsliSxZIslmSxJIslWSzJYkkWS7JYksWSLJZksSSLJVksyWJJFkuyWJLFkiyWZLEkiyVZLMliSRZLsliSxZIslmSxJIslvVjSiyW9WNKLJb1Y0oslvVjSiyW9WNKLJb1Y0oslvVjSiyW9WNKLJb1Y0oslvVjSiyW9WNKLJb1Y0oslvVjSiyW9WNKLJb1Y0oslvVjSiyW9WNKLJb1Y0oslvVjSiyW9WNKLJb1Y0oslvVjSiyW9WNKLJb1Y0oslvVjSiyW9WNKLJb1Y0oslvVjSiyW9WNKLJb1Y0oslvVjSiyW9WNKLJb1Y0oslvVjSiyW9WNKLJb1Y0oslvVjSiyW9WNKLJb1Y0oslvVjSiyW9WNKLJb1Y0oslvVjSiyW9WNKLJb1Y0oslvVjSiyW9WNKLJb1Y0oslvVjSiyW9WNKLJaNYMoolo1gyiiWjWDKKJaNYMoolo1gyiiWjWDKKJaNYMoolo1gyiiWjWDKKJaNYMoolo1gyiiWjWDKKJaNYMoolo1gyiiWjWDKKJaNYMoolo1gyiiWjWDKKJaNYMoolo1gyiiWjWDKKJaNYMoolo1gyiiWjWDKKJaNYMoolo1gyiiWjWDKKJaNYMoolo1gyiiWjWDKKJaNYMoolo1gyiiWjWDKKJaNYMoolo1gyiiWjWDKKJaNYMoolo1gyiiWjWDKKJaNYMoolo1gyiiWjWDKKJaNYMoolo1gyiiWjWDKKJaNYMoolo1gyiiWjWDKKJaNYMoolo1gyiiWzWDKLJbNYMosls1gyiyWzWDKLJbNYMosls1gyiyWzWDKLJbNYMosls1gyiyWzWDKLJbNYMosls1gyiyWzWDKLJbNYMosls1gyiyWzWDKLJbNYMosls1gyiyWzWDKLJbNYMosls1gyiyWzWDKLJbNYMosls1gyiyWzWDKLJbNYMosls1gyiyWzWDKLJbNYMosls1gyiyWzWDKLJbNYMosls1gyiyWzWDKLJbNYMosls1gyiyWzWDKLJbNYMosls1gyiyWzWDKLJbNYMosls1gyiyWzWDKLJbNYMosls1gyiyWzWDKLJbNYMosls1gyiyWzWDKLJbNYMuf8Vw1/e57G78bX78btd2P73Th+N87fjfvvxuN3499pXb/Tuq5vfvj033//8frgzigYJaPOaDCa76P4wIj7RWNkjNAINAKNQCPQCDQSjUQj0Ug0Ro3e1a72gdHFqDEyRvWKYJSMOqPB6P39XYaGoWFoGBqGhqFhaBgahoa9azRe23ht47WN1zZe2+q1/oHRxagxMkZoMA8a86AxDxrzoDEPGvOgMQ8a86AxDxrzoDEPGvOgMQ8a86AxDxrzoDEPGvOgMQ9aopFoJBqJRqKRaHQ0OhodjY5GR6Oj0dHoaHQ0OhoDjYHGQINZ3JjFbaAx0BhoDDQmd57ceXLnyZ0nd57cedZd3t+pffjA6GLUGBkjZxSMklFnNBihcaEBkexC40LjQuNC40LjQuNC40IDChgUMChgUMCggEEBgwIGBQwKGBQwKGBQwKCAQQEjko1INiLZiGQjko1INiLZiGQjko1INiLZiGQjko1INiLZiGQjao2oNaLWiFojao2oNaLWiFojao2oNaLWiFojao2oNaLWiFojao2oNaLWiFojao2oNaLWiFojao2oNWLViFAjLo1oNKLRiEYjGm1wF+LSiEsjLo24NKLRJvcjGp1odKLRiUYnGp1odKLRiUYnGp1odKLRiUYnGp1odGLQiUEnBp0YdGLQiUEnBp0YdGLQiUEnBp0YdGLQiUEnBp0YdGLQiUEnBp0YdGLQiUEnBp0YdGLQiUEnBp0YdGLQiUEnBp0YdGLQiUEnBp0YdLKpk02duHTi0olLJy6duHTi0olLJy6duHTi0olLJy6duHTi0olLJy6duHTi0olLJy6duHSi0YlGJxqdaHRyqBOXTg51ItTJoU6sOjnUiVonap2odaLWiVonajvfaefPBt/u4NsdfLuDb3fw7Q6+3cG3O/h2B9/u4NsdfLuDb3fw7Q6+3cG3O/h2B9QbfM+D73nwPQ++58H3PPieB9/z4HsefM+D73nwPQ++58H3PPieB9/z4Hse9Z1CxwEdB3QcrFoGnBwTDYg5WMkM2Dlh54SdE3ZO2Dlh54SdE3ZO2Dlh54SdE3ZO2Dlh52QlM6HohKITik4oOqHohKITik4oOqHohKITik4oOqHohKITik4oOqHohKITik4oOqHohKITik4oOqHohKITik4oOqHohKITik4oOqHohKITik4oOqHohKITik4oOqHohKKTiJ/E+STOJ3E+ifNJnE/ifBLnkzifxPkkzidxPonzSZxP4nwS55M4n8T5JM4ncT6J80mcT+J8EueTOJ/E+STOJ3E+ifNJnE/ifBLnkzifxPkkzidxPonzSZxP4nwS55M4n8T5JM7ne5z/9ixSRhejxsgYOaNglIw6o8EIjQuNC40LjQuNC40LjQuNC40LjQuNhkZDo6HR0GhoNDQaGg2NhkZDw9AwNAwNQ8PQMDQMDUPD0DA0HA1Hw9FwNBwNR8PRcDQcDUcj0Ag0Ao1AI9AINAKNQCPQCDQSjUQj0Ug0Eo1EI9FINBKNRKOj0dHoaHQ0OhodjY5GR6Oj0dEYaAw0BhoDjYHGe5y3i9lu/C17oca6vbFub6zbG+v2xrq9sW5vrNsb6/bGur2xbm+s2xvr9sa6vbFub6zbG+v2xrq9sW5vrNsb6/bGur2xbm+s2xvr9sa6vbFub6zbG+v2xrq9sW5vrNsb6/bGur2xbm+s2xvr9sa6vbFub6zbG+v2xrq9sW5vrNsb6/bGur2xbm+s2xvr9sa6/bdnTzNCg5nICr6xgm+s4Bsr+MYKvrGCb6zgGyv4xgq+ec21gcZAY6Ax0JhoTDQmGhONicZEY6Ix0ZhokHGCjBNknCDjBBknyDhBxgkyTpBxgowTZJwg4wQxGGScIOMEGSfIOEHGCTJOkHGCjBNknCDjBBknyDhBnAdxHsR5EOdBnAdxHsR5EOdBnAdxHsR5EOdBnAdxHsR5EOdBnAdxHsR5EOdBnAdxHsR5EOdBnAdxHsR5EOdBnAdxHsR5EOdBnAdxHsR5EOdBnAdxHsR5EOfB7AxmZzA7k9mZzM5kdiazM5mdyexMZmcyO5PZmczOZHYmszOZncnsTGZnMjuT2ZnMzmR2JrMzmZ3J7ExmZzI7k9mZzM5kdiazM5mdyexMZmcyO5PZmczOZHYmszOZncnsTGZnMjuT2ZnMzmR2JkxMmJij/pZ3ABMTJiZMTJiYMDFhYsLEhIkJExMmJkzs/Ead36jzG3V+o85v1PmNOr9R5zfq/EadmOnETI/622DEOyBmOjHTiZlOzAxm52B2DmbnYHYOZudgdg5m5+CTDz45e9jGHraxh23sYRt72MYetrGHbexhG3vYxh62sYdt7GEbe9jGHraxh23sYRt72MYetrGHbexhG3vYxh62sYdt7GEbe9jGHraxh23sYRt72MYetrGHbexhG3vYxh62sYdt7GEbe9jGHraxh23sYRt72MYetrGHbexhG3vYxh62sYdt7GEbe9jGHraxh23sYRt72MYetrGHbexhG3vYxh62sYdt7GEbe1hjD2vsYY09rLGHNfawxh7W2MMae1hjD2vsYY09rLGHNfawxh7W2MMae1hjD2vsYY09rLGHNfawxh7W2MMae1hjD2vsYY09rLGHNfawxh7W2MMae1hjD2vsYY09rLGHNfawxh7W2MMae1hjD2vsYY09rLGHNfawxh7W2MMae1hjD2vsYY09rLGHNfawxh7W2MMae1hjD2vsYY09rLGHNfawxh7W2MMae1hjD2vsYY09rLGHNfawxh7W2MMae1hjD2vsYY09rLGHNfawxh7W2MMae1hjD2vsYY09rLGHNfawxh72NUJjoDHQGGhMNCYaE42JxkRjojHRmGhMNIjzizi/iPOLOL+I84s4v4jzizi/iPOLOL+I84s4Z/f+GqFBnF/E+UWcX8T5RZxfxPlFnOOxMTw2hsfG8NgYHhvDY2N4bAyPjeGxMTw2hsfG8NgYHhvDY2N4bAyPjeGxMTw2hsfG8NjYRZxfxPlFRF1E1EUcXcTRRRzhnjDcE4Z7wnBPGO4Jwz1huCcM94ThnjDcE4Z7wnBPGO4Jwz1huCcM94ThnjDcE4Z7wnBPGO4Jwz1huCcM94ThnjDcE4Z7wnBPGO4Jwz1huCcM94ThnjDcE4Z7wnBPGO4Jwz1huCcM94ThnjDcE4Z7wnBPGO4Jwz1huCcM94ThnjDcE4Z74vWm0IDjOCoMR4XhqDAcFYajwnBUGI4Kw1FhOCoMR4XhqDAcFYajwnBUGI6K1xf0/gpnlnAeZpyHGedhxnmYcR5mnIcZ52HGeZhxHmac5xjnOcZ5jnGeY5znGOc5xnmOcZ5jnOcY5znGeY5xnmOc5xjnOcYZhXFGYZxRGGcUxhmFcUZhnFEYZxTGGYVxRmGcURhnFMYZhXFGYZxRGGcUxhmFcUZhnFEYZxTGGYVxRmGcURhnFMYZhXFGYZxRGGcUxhmFcUZhnFEYZxTGGYVxRmGcURhnFMYZxWuEBjMxmInBiiJYUQQrimBFEawoghVFsKIIVhTBiiJYUQQrimBFEawoghVFsKII4iOYu8HcDeZuMHeDuRvM3WDuBnM3mLvB3A3mbjB3g7kbNXdZUXDaY5z2GKc9xmmPcdpjnPYYpz3GaY9x2mOc9hinPcZpj3HaY5z2GKc9xmmPccZjnOwYJzvGyY5xsmOc7BgnO8bJjnGyY5zsGCc7xsmOcbJjnOwYJzvGyY5xsmOc7BinOMbZjXFiY5zTvEa8F6IxicEk8pJ4SyIqmX+c4hhnN8aJjXES8xrxefn1O79v51ft/JadX6bze3B2Y5zTGKczrxGv5ZvsfGud76pDvc531fmuOt9V57vqfFed76rzXXW+K86CjBMg49zHOO2xDmk6fOlQpcOSDkE63OgwokOGDhk6v0yHDB0ydMjQIUOHDB0edH7LDg86v2qHBziJXiPuDA86v36HB5150OFBrxkBDzo8GPBgMF8GPBjMnAEPBnNoQIEBBThVM07VjFM141TNOFUzTtWMUzXjVM04VXuN0IAMAx4MYn8Q8YM4H8T5YMYO4nwwdwdxPpjFg9w9mM+D3D2Y2YPcPZjjg9yNS8qv99zzGiWj/j56nwev0Xwfvf/Sr9H737b3X+Y1er9Le//GX6PGiFc0/vb9u3qNOqN3Nfz3juve8do7vnrHL+/45R1HvOOId7znjvfc8Z47a0enQumsm5x1k7NuctZNzrrJWTc56yZn3eSsm5x1k7NuctZNzrrJWTc56yZn3eSsm5x1k7NuctZNzrrJWTc56yZn3eSsm5x1k7NuctZNHvUNJRqJRqLBL8O6yVk3OesmZ93krJucdZOzbnLWTc66yVk3OesmZ93krJucdZOzbnLWTc66yVk3OesmZ93krJucdZOzbnLWTc66yVk3OesmZ93krJucdZOzbnLWTc66yVk3OesmZ93krJucdZOzbnLWTc66yVk3OesmZ93krJucdZOzbnJWRp7MU9YWrxF/yzxN5inrDWd98BrVnxkjZxSMklFn9K5Llcep3jhrhteI18Kc3ngtMUP1xsnn3pn35PPXCA3mfWfek+Nfo7oL7495T7Z3MruT2Z3c/Rrx75idZHEniztZ3MniThZ3sriTp51M7GRiJ9c6ufY1Skad0WDEXZhDZF0n6zpZzclqTgZzstVrxCsg5oCYA2IOiDmYiYOZOJhrg993wD+c0I4T2nFCO05oxwntOKEdJ7TjhHa8zo7X2fE1Ox5mx8PseJi9sjMeZsfD7HiYHQ+z4wd2/MCOH9hx/DqOX8fx6zh+Hcev4/h1/LGOP9bxxzq1Rae26NQWnYqiU1F0KopORdGpKDoVRaei6FQUnXqeU89z6nlOPc+p5zn1PKee59TznHqeU7tzandO7c6p3Tm1O6d259TunNqdU7tz6nROnc6p0zl1OqdO59TpnDqdU6dz6nRBXS2oqwV1taCuFtTQghpaUEMLamhBvSyolwX1sqBeFtS8gppXUN8K6ltBLSuoZQV1pqDOFNSZgjpTUGcK6kxBTSmoKQU1paCmFNSUgppSUD8K6kdB/SioHwX1o6B+FFR0gopOUNEJ6jhB9Sao3gTVm6BmE9RsgppNUKmJD/X7Tu4yucvkLu+kDqoyQS0mqMAEFZigAhNUUYIqSlBFCaooQe0kqJ0EtZOgdhJUTIKKSVAxCSomcfH7XvyqV3CX4N3zS1/80he/LxWOoMLxGvH+kjvzS1/8vhe/6pW8tvOKznvpvLbzXjp36dyl81563Y/3wiy5mCUXs+RibrDLiosZcU3eC3ODnddrxF2YG9fkvcy63/t7acySxixpzBJ2ba/RYMRr4UZjHrB/e40uRtyZGcHu7jVC433N9RqhBkEaBGnGnWEJfeVBX3nQVx70lQd95UGXeNAlHnSJB73hQW940BsedIQHHeHBjjTo1g52n8HuM+jWDrq1g27tYG8a7E2DHu2gRzvo0Q56tIMe7aBHO+jRDnq0g87soAs76MIOdsKvEXdh/tFdHVQAgxpfUM8L6nlBdS6obwX1raC+FVSrghpVUKMKalRBjSqoUQW9tEEHbdBBG3TQBt2yQY9s0CP72qjzWr4rqktB32zgGg9c40HfbNA3G/TNBj2yrxGvJULpkX2NeC0RSrds0C0bdMsGPbJBj2zQIxv0wwZdsEGVLOiCDbpggy7YoAs26IINel8DH3zggw988IEPPvDBBz74wCseuLcD93bg3g682IEXO/BiB17swIsdeLEDL3bgxQ5qd0HtLqjdBbW7oHYX1O6C2l1Quwtqd0HtLqjdBbW7oHYX1O4CL3bgxQ682IEXO/BiB17swIsdeLEDL3bgxQ682IEXO/BiB17swIsdeLEDL3bgxQ682IEXO/BiB17swIsdeLEDL3bgxQ682IEXO/BiB17soM4Z1DmDOmdQ5wzqnEGdM6hzBud1wXldcF4XnNcF53XBeV1wXhec1wXndcF5XXBeF5zXBed1wXldcF4XnNcF53XBeV1wXhec1wXndcF5XXBeF5zXBed1wXldcF4XnNcF53XBeV1wXhec1wXndcF5XXBeF5zXBed1wXldcF4XnNcF53XBeV1wXhec1wXndcF5XXBeF5zXBed1wXldcF4XnNcF53XBeV1wXhec1wXndcF5XXBeF5zXBed1wXldcF4XnNcF53XBeV1wXhec1wXndcF5XXBeF5zXBed1wXldcF4XnNcF53XBeV1wXhec1wWu9qDiGbjag9pnUPsMTviC2mdQ+wxqn0HtM6h9BrXPoPYZ1D6D2mdQ+wxqn0HtM6h9BrXPwNUeuNqDemjgag8qo4GrPaiRBq72oFr6GqFBnCdxTgU1OO8MzjuD887gvDM47wzOO18jNIjzJM6pvr5GaBDnSZwncZ7EeRLnSZwncZ7EeRLnSZwncZ7EeRLnSZwncZ7EeRLnSZwncZ7EOfXk1wgN4pw+gqCPIOgjCCrQQR9BUIsO+giCqnTQRxD0EQR9BEEfQVC9DvoIgjr2a4QGcZ7EeRLnnTjnPDs4zw7Os4Pz7OA8OzjPDs6zg/Ps1wgN4pyq+WuEBnHeifNOnNMZEVTXg86I4Mw8qLgHnRFB7T3ojAjO1oOz9eBsPThbD87WXyM0iPNOnFO3f43QIM47cU4t/zVCgzjvxDn1/dcIDeK8E+fU/F8jNIjzTpzjA3iN0CDOO3GONyCoJQQugaBPJPALBJWGoNIQ9IkEfSKBmyCoQwR1iKAOEdQhgjpEUIcI6hBBHSKoQwT+g9cIDeKcKsVrhAZxjjshqGEENYzAnRC4EwJ3QlDhCCocQYUjqHAEFY6gwhFUOIIKR1DhCHwKgU8h8CkE9Y/ApxD4FAKfQlAdCaojgU8h8CkEPoWgdhLUToLaSVA7CWonQe0kqJ0EtZOgdhI4FgLHQuBYCBwLgWMhcCwEjoXXUgoN4nwQ54M4x8/wGqFBnA/iHI9D4HEIPA6BxyHwOAQeh6AaFFSDAo9D4HEIKkSBxyHwOARVo6BqFFSNgqpRUDUKqkZB1SioGr1GaBDngzinphTUlF4jNIhz6kzBU3iCp/AEtaeg9hTUnoLaU1B7CmpPQe0pqD0FT+EJnsITPIUnqEwFlangKTzBU3iCalXwFJ7gKTxBBSuoYAUVrKCCFVSwggpWUMEKKljBU3iCp/AET+EJnsITPIUneApP8BSe4Ck8wVN4gqfwBE/hCZ7CEzyFJ3gKT/AUnuApPMFTeIKn8ARVt6DqFlTdgqfwBE/hCZ7CE9TkgppcUJMLanJBTS6oyQVP4QmewhM8hSd4Ck/wFJ7gKTzBU3iCp/AET+EJnsITPIUneApP8BSe4Ck8wVN4gqfwBE/hCZ7CEzyFJ3gKT/AUnqDKGFQZgypjUGUMqoxBlTHoYAzqjUG9Mag3BvXGoN4Y1BuDemNQbww6GIMOxqCDMehgDDoYgw7GoIMx6GAMOhiDDsaggzHoYAw6GIOKZ1DxDCqeQcUzqHgGFc+g4hlUPIOKZ9DBGHQwBlXQoAoaVEGDKmhQBQ2qoEEVNKiCBlXQoIMx6GAMKqNBZTSojAaV0aAyGlRGg8poUBmNqozSwRh0MAYdjEEHY9DBmHQwJh2MSQdjUmlNKq1JpTWptCYdjEkHY1J9TaqvSfU1qb4mHYxJB2NSkU0qsklFNqnIJh2MSQdj0sGYdDAmHYxJB2NSzU2quUkHY9LBmFR4kwpv0sGYdDAmVd+k6pt0MCYdjEkHY9LBmHQwJh2MSQdj0sGYdDAmHYxJZTmpLCeV5aSynFSWk8py0sGYdDAm1eak2pxUm5Nqc1JtTqrNSQdj0sGYVKCTCnRSgU4q0EkFOqlAJx2MSQdj0sGYdDAmHYxJB2PSwZh0MCYdjEkHY9LBmNS7k3p3Uu9OOhiTynfSwZjUwJMaeFIDTzoYk2p4Ug1PquFJB2NSF086GJMKeVIhTyrkSQdjUitPauVJrTzpYEyq5kkHY1I/T+rnSf086WBMOhiTDsakgzHpYEw6GJPae1J7T2rvSe096WBMqvBJFT6pwidV+KSDManHJ/X4pB6f1OOTDsakgzHpYEw6GJMOxqSDMelgTDoYkw7GpIMx6WBMOhiTDsakgzHpYHyN0CDOL+L8Is4v4vwiznEYvEZoEOc4DBKHQeIweI24M9GN1yDxGiReg8RrkPRVJq6D1wgNovsiunEivEZoEN0X0Y07IXEnJO6ExJ2QuBMSR3fiU0h8ColPIS8iFCfCa8S/G/XveC9EKO6ExJ2QuBMSd8JrhAYRik8h8SkkPoXEp/AaXYwaI2PkjIJRMuqMBiM0iNBGhOJRf43QIEIbEdqI0EaE4mpP/BGJPyLxRyT+iMQfkfgjXiM0iFCcEolTInFKJE6JxCnxGqFBhOKZSDwTiWci8UwknonkWfzJs/iTZ/Enz+JPnsWfuCwSl0XiskiexZ/4LRK/ReK3SJ7FnzgvEudF4rxInsWfdAUkz+JP+gOSZ/Enz+JPegaSZ/Enz+JPnsWfuDsSd0fi7kjcHYm7I3F3JO6OxN2RPIs/8XkkPo/E55H4PBKfR+LzSHweic8jeRZ/4vhInsWfPIs/cYEkLpDEBZK4QBIXSNIZkTyVP3kqf/JU/uSp/K8RGsQ5XpKk1zzpNU96zROnSdJrnvSaJ73miQ8l6TVPes0Tb0riTUl6zZNe86TXPOk1T3rNEzdL0mue9JonveZJr3nSa570mie95kmvedJrnvSaJ73mSa950mue9JonveZJr3nSa570mie95okXJ/HiJF6cpNc86TVPes2TXvOk1zxx7yS95omPJ/HxJD6exMeT+HiSXvOk1zzpNU96zZNe86TXPOk1T3rNk17zpNc86TVPes2TXvOk1zzpNU96zZOn9yeOo+Tp/Yn3KPEeJd6j5On9ydP7Ez9S8vT+xJn0GqFBnONRSjxKiUcp8SglHqXEo5Q85T9xKyVupcStlDzlP3nKf+JgSp7yn3iZkuf9J66mxNWUuJoSV1PiakpcTYmrKflvACT+psTflPibkv8GQPLfAEg8T8l/AyBxPyX/DYDEB5X4oBIfVOKDSnxQiQ8q+a8BJI6o5L8GkPzXAJL/GkDyVNHkqaLJU0UTN1XipkrcVImbKnFTJW6q5KmiyVNFk6eKJk8VTZ4qmjxVNHmqaPJU0eSposlTFJKnKCSdcMlTFJKnKCRPUUieopA8RSF5ikLyVNHkqaLJU0WTp4omTrHkqaLJU0WTp4omTxVNniqaPFU06dlLniqaPFU0eapo8lTRxJeW+NISX1ryVNHkqaLJU0WTp4omTxVNnGyJky1xsiVOtsTJljjZEidb4mRLnGyJky1xsiVOtsTJljjZEidb4mRLnGyJky1xsiVOtsTJljjZEidb4mRLnGyJky1xsiVOtsTJljjZEidb4mRLnGyJky1xsiVOtsTJljjZEidb4mRLnGyJky1xsiVOtsTJljjZEidb4mRLnGyJky1xsiVOtsTJljjZEidb4mRLnGyJky1xsiVOtsTJljjZEidb4mRLnGyJky1xsiVOtsTJljjZEidb4mRLnGyJky1xsiVOtsTJljjZEidb4mRLnGyJky1xsiVOtsTJljjZEidb4mRLnGyJky1xsiVOtsTJljjZEidb4mRLnGyJky1xsiVOtsTJljjZEidb4mRLnGyJky1xsiVOtsTJljjZEidb4l9LHGqJQy1xqCUOtcShljjUEoda4lBLHGqJLy1xoyVutMSNlnjQEg9a4kFLnGeJ8yxxniV+s8RvlvjNEr9Z4jdL/GaJ3yzxmyV+s8RvlvjNEr9Z4jdL/GaJ3yzxmyV+s8RvlvjNEr9Z4jdL/GaJ3yzxmyV+s8RvlvjNEr9Z4jdL/GaJ3yzxmyV+s8TjlXi8Eo9X4vFKPF6JxyvxeCUer8TjlXi8Eo9X4vFKPF6JxyvxeCUer8TjlXi8EmdX4uxKajGdCkenbtCpG3TqBp26Qadu0KkbdOoGr9H1/wHdaAzNAAEAAAAMAAAAFgAAAAIAAQABG4UAAQAEAAAAAgAAAAAAAAABAAAAAN3qAsoAAAAAu+t8zAAAAADd+KPG')format("woff");}.ff8{font-family:ff8;line-height:0.675781;font-style:normal;font-weight:normal;visibility:visible;}
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BbC31UtP8y3oPy/X0q2/A65ULyI9EvJ6L/yQ+px7CsgUrL9KtwPEWuow/vKI0BoH4n8hvtQ9QX6ZuhnEDfUX/zY6yLFPOcepYcj7D7g8wHsaci9z0MNHl1k0D0TD8+I/dTDLVne+p59Kr5QCgbj7F8aygd0Q7BtlJPE5nf2dmm6pyReKVEnyVETxxqNHun0j7BfqKMTPlafJNDDMcZj5+l5fB5ypoiXz5gZRnPd/y8YvE1MmcW0zJZH/I14XE7KcTPQlsObXRnBIVs6uKoTHYON1a+n9CfA0aaQP6KMHcyzhXo2hIbBpkpvVJ5SELby744R7/RH0XfcAI9PEYqOr75jeX6z4LcT5x013mZXK30mdA2xBgs+hyeqJcVO1D3rIeOOX8Z3pdtrWn0bBOG3+BH2q4gf0Jb5PeKdmdHqs0lhd6a/BmgL5k2D/rn1rPx7VnUOz+n74Dt2sfoiePxNOqL8c0WDXJ/qtgefolnQqvHCgbOo97aNiLE+FSmF2nut6Y9kvPl/kB1Dab72hxiXBbHCTy2CpqnPZQ+NNrPsj8gXQ1AXvoWy2muszbTDalHbxDkumDuJ6bcfFfRzlyHo22B9vp7bczNH5vOVPqIITfQ1hNfYTRf0q0iPBfdENTphmLv4zzY3PCmtb+XgvIs7VPU+7ND7JjzDIxR7FlXWd1Z1s6mTx7lwbVvydo84t/nunuozaFJnj7NNZpxUz2DIgaPtqjzgjyWjHZM1iXX4cmn6cdgvft55+VYQFdeSfelfMl8wmNfMx61hT1HurlQx0x4BfmfxV3kOq3pgOFp1t5bgxpdPQPNpIOMLhw/dvaKT4q1he+IHgk0Dor3WX/Gbq2iMmJI2qHcvj+OkU9sreDztF2S37I/OLbkhezP6otKC2KPBJ2I3XWi9pnozbTbnG/2CBc3xzo9qojNBulAmhS6BA9jPGj4c6TvBRKrFzOegDEca9o4sizzQUvZ9EcOVz4n6b9szrl0UyDTdlLmJCibJM8BeE+6iNrdpFyMh8TQYIzEVkfboMWbxT8OJE6uijWtuo2lQLcl1ccrfAK8mvppQnvfb5FyPD5RPsr3UV9JPtExob/Xh9jxDGVfc7gsQPvnKD2u8TNTxnX+ZedbbuBXFv/0+/qc5OFYcv3kHAFthuvM3XG2uK71jFf0j2OuGfRtzG7vmGt6DS5TZOS/tAPf3d6x2N2BaHuF1JNjkhkPXkHl2pB2zJcU4VlNcIlCYjdmKMJuuj4Q6bLFexkT2Ai0r7q+cqmM0zKBxtkcH0h8RzK5eSpx3+yn3qVjr+xmv/DYAtIGrht/VFSxNndgvKqQJzLKB9AxOg7ovAzaqGvOW4C0xn7gu2v6YkYtHXGsmtFYl+jH0Q3XnSmq7/jHVejZKfhgunztcbqo8rL4L7XHEctm/N5xtcc1tP52cezTRDwebYBeR3FCaK+3Pkv69NstcfwrFPTi95PM7Se8lHz/rSLlD/rcqm6sqBM3sj80g8SouTjDZphqeE+Rx/O3wi26ZpbhbBscj7Ltohniw1XWzmM5O1QeqAH1jOGF7F4G4xRz20UbSN8MihgPrjlDaiFrbyNMr4WT+9sB11fKWWU4/aIOd5YwqX1Q5hG5h3LaE42R246+r6iRxzrDNjpmdRhtYCzV5PYQvRtI7Dzh/JVik/GBtZ2yjfguG72XvuBxbeAaRcI5eb0ixvov+1V8bNgEW9aCMaftgrQi9soSRCct0zoxooSH2wdlOELks/0aIwNSyoWfKkRW4hzbNajZf9EKlA+5tlQpT1HWOtmO+5SwRgl23d+LIdivBCcTevkTrC/Vnl7Zw4p7uV8e/CDjen5/PRrZIXKsYb6VNkAfPu1ttPM5iM5myPO+a+lM1V98+bkGhwbFfpQ2QVm7Zt/Lg7UQf1wDUO4lGCsiPjBn22RK3YBrzYg2AfrJ+qt9oh102v8luDiFMkQPOKUB+pXAMmiDGWVto212pyCPL6Cfm3EF5DESCzAqqLfnTg9yu67Yjs2262IGRKegPZhxA/R18znMJfrtczlrm/prUR9rx7jOr4mMQd/CeOWDed7ugfjaJWZmhHedNolhOs/za1mBvFzqIdDraYvNrz1jtOPsZaTzKcX98hzInzu6kCclH/sJ+l0ujwxVvkY7cC5DUJdy8sJ3SzIB5YDjPFvd+8XaLc/QL+DW4wesPKSM4+F6KvsizH+Rr4u051NfusZby0Z469a40trE9ei+Yt1hHE6+loy2NWSYrQce76YPTuSjHsoTBc5/NFB5lexZ6hfkvjX2d+4vgp5HO0bZFyT0fbHyaMbViE1rlscPGHv3qfIw0Zsp65Z8ROL7rOp97htxfh/6eIROZtj4fVSAdhd3LGO5no3nDw3oG9rzfPmQ+x/ETtKzQO7DopznZC3QW/qy2a7p03vXG+cPdJxzW8h0j+dT/z7Cxpo2Qca77IPnKeNDHo9pQ+TeAcgV3EvB/qSNVGzUjGd5VdcIoYvnlTbEr0YshXv7BjUyT7KZtlNirgyOTkR2cfLE4kYvoz1a2cHuU+5ycsTxCrGfTVB6EX2ftplpalNIqSOQhhn3TdsAdSDMq5Ty4mvaL7L20U+DZ9IeOl+FhvrpMeO5BJM0pc1V7K7eGi77VHh9cIF8jnNNO08hff26ypXcq5EuYHTXN1Cd1WxmImNwnelpcLyZetfDyt/EJ9RPeZr4nJ6xdvSxvjpH30mbJfdaSpvW0P6NdiiQ859LC5Rl5nAPhZN9HE07uua+TJ/eXXy+D3dN1kgPdfvCGfs03ujVO5fYssOKfGU/mbuez7nRhlEGd756CU3yleslsu8q3nvoC+UeuT2VtjP6IZcD1tU0X6vpTzxPIXtDWdbtQb4vXvad9PHes1Dp+POgTodKQRPV3ponNT+l2MQcH59pvOwp5ZfUuYVvDgyC8t78puivaxH31kcHBOorG6H0JnPwOjtupueVUFe/Xu3VT2xR1HGGlMYN8yfsY+kG7edLaJ/gWjHG1u9Tg3pdoYsQWbYLuqWghY7oeGOn+tgtTWA6U7JgY/hrrbR/rAfy2AM90Je1pPIV8S0cXYB8mPu2fD3F10XoE5V4V465i3clH2sV78q58lyg6/pH+oyLd5UYV8a8vqDXKH+5n9vPnO9rZtsYG5zVgnIVURcbMsFgvEb2WE8yfGBYSyGy46lGR+ONl/U3dDdQ5iR/f1Ihsoonf+a8d6qVQXq83Y45t85W1OS1exIPO8Z44jVF2QI7ln2BlUD2MwoeVeT9MF7HhaAPU/aV31GsXXL/ouKd2REecD270NDd4O494Ol0MxXBO4owMUSKytUKd+4QJYrKnobtDRMNExThu7WQfZZOjnrL4J/PVL7jo7JX0UcJY6G30vZLTD1lmydtXlCeoq0HcllE++cxJm9QJud+Z+7hR9tDftOAPPxGW+MP1/nKshmrHzFGnHunKfvurPMo5ppNn9TWxldIu9wLjGcy9E+Ve0Wx3ibPokz6mYcoH8l5RCObiWfLos9IZPAbC/7Bd7iyeY/xXPGClq/Ep8r8yNl68ncdbTLbLtoH0T7F82W+JbyH9lLIvOLT4Z4M+qgpk1HGYEwG6DvkPmvwCO5j5Tl1OvYz7bjRJoHszRW5xHSTHL5tzo/v6swWN7oeNXpME9saZVWHOrtaud0m47ZlL2vDVuZsqDW2MGcP89Yn0bW2tDy7a39JvzNW6l4bR8c/DjBa7288pGx78u1R9IOvafx+jMGzOcnxgYpO7R/O3t6Z3WOqgnsB3Hc1khNqQT27fO3/4vo39fj/UQ8XZ5rjY1v7LfV/3GcnKddxxnz0rb1OmUbO3fUZRSrPcO5RX8gK+UJiVXlvQX2+Tl6ZUQt+q4MQ3lH2P4z1QB52oMpKCeQFfndDdDXwmvRcD2+XzsHbUpSVLaw+uyr0yepqOB6u16rrqJ6RUWYeqaiCJ1fBN7Oxdo52VsFfsq7Kv25tOr015oU83Yi/N4PEi7dAO+W068Nphlb+mHw9IU8/dS7Tsa3z5ba4NiCx9y3QVjlberiydE7wWxV3KzLICRlperad/x14RGMgstDwPuiVevrKds5Ys4U05qrG/zuldM44e8bWm71VYuYxzxgzL+fQjSDOaPy8i49fSWUqiYvn+fqBxMszRt7xBn5XKxwQiE1c7AKDbEwpK0LuZMyhfB+KMZqQN+SbHivqeh1D3k0Zy/p74wlb2FjtqXmp68k+xE+trKUVpC2xx92i8prQK9d/2sD6BDVyo8ydnRXOhie04Ox4Pj3Svna8h2nK68T+tqvV/0FtH/fayrduIH8newMPqswkMU7c48c9uAuprUPk65sUZR7udBPu75D4TPrRLw8kbi6lLEPbC+3IjJG8W+vJvITYL64K8rivHLy2tPJw2Ts4wvj2RH1XQj3kL5b3ikB9E2cUawf1xfwZptwrTHtRD+/6fvaOF22OOf3U1WeA6V8P2/XuNq6X2Htp06V+frXVscFe+/JPYmboo2TcFfee8xso3RXN+G0znufbEJrN6W9+X58facWXOUQ/pn3d9zf2UblfYvyPUBp2qJG1pgX53h2Zw5OUT+Syz9KG8Zpf9vFM1udTlJtC9s8GGc89zFLaqOjTps8G/ET0dPpAHrFrBOOL3lLeLb6xyVrnZJzyH0nHKV+LyFNfD/T7nozv2cCuEfz2EfcGHKzH9JOIL4K8u6THSWwq7fLHWTqots/Erk87BO2k5xi/dvZ+7ll+Wfm8+HEZ22o+AvYzv1OW/kjzuu92pYzx2TfIfQHOHyCxy4t7716oyTizzuTvowL9xhJjmemntzhKabfFT5a//SMxmMR1CuaR/n1S+71Cf5LFDFXeUP1evjlIf9rGxt+43v3DsEeDfJN0PGQPgJdPYtsgs7rvKs5XjJn/IN3mY/KQYm5/EuP4apDHa8ox8VrXwNi7roDxil2BxC22i9ldwNXtoy7mthEu6yJO01RkyxZg/F8rMHazFSSG08fytWCcpw+J7bT4ThfvSUhsZyMc1wSzGyP/zkQDyHddm4D6aTO0KocxqD4kBnVOcPecgXGvPkQfaQfn6P6X6keeP5n4XQHGtjQC42sbIf9Oa+/SeP2zwNzOfxdnXoaLMWe8udtDIDG+DWLDfUic0dzyqGtb1PmCLmKTBu8ap5Dvkb6tMeSSTlB0YI3rYLzbKcp/GbNCyPejaD/ezfwubvzurgXjNHzItYsUEhuwnCIZqGgWu9g2TrP0oLnEip3Avq3V7FtqnfKLJvOU84L0zbGR72DuX/R1GdEyjSH7S3y4/eRdpMOvK7oqA8wP8Bs9Xwe0+g7Gl4Itu5b/y+7Drwq+9HFbvjmvm2O8NG/RjOfOMeZQLmuGOt7fLpqNxzzuv/Snc4a25c4S0tVrEZ1YC5FnTKYRfAXWl6/CXJ5b3bVGTvL0Tqcf5roO5Jvy3jcXR/7Nb9793N7QDsZQxYH8D5JwoM39VRWSr++XWs2v3U9omvZHfgPlO0bnTxQpv1HAmLMq+r1jUWCtQP5fRfY4rg3A+ZLARurbEtsJ/Wbb4f69+p2g6sm4XwFuBcDHqnxuGu6vpPmStdWmSntJwu/FD1EkOxrod2ccOOqToTz+X6NsDHCbHT9j59Dvuj2Fd1xodtzRgcRypbRFP4T7oKUM877aS89p201RR9rSJV1A/WGEfGP9/OLc6e6Sb4qmRGJpdSreG5te+TyuT7d3zrY2cm8A9/9z38gZgXyTVfyR/O7re54NYaSC+aQv7zTcq2XwPdmzSL1vmrTznecaGy9tZbTx0ha8cJDbeOeVbVa+u3KP8U5+o5X+gqNx7Wztj2wLGy/crzKu8RdIV9FzHmeoa3am2dcu8q7z+ZM1bwfWzQ7c78AYdvwawDMdGO8OjGHH9cCawB12zuMNgCP1/zdUz/Cu8/lemjc8CZ3JOGfiQ9Td9tnKfhf2P2PR6dfj94P2CfQbGRjrgOnLgcTbBhjjCuimgnoHVwCgxQptGYMB9s9Ngcajcq1ZW4/FD8rzNBA/R/pYY1RvbYxWP9pIZD6DDiTe1MaRvu2EvoiFCrmAPk+3xkcb1dqNSTcNv7fwdiFT0A6VH1+g9g3ma0cOcXIB9+yUZQT6X1vpQr5sMK9+3RZXVF4PNGaf+yroxz9Jz+X/e9GXtEsQ/BvdEfajAHic7dR7UFRVGADww727y2oeD/lCCbh3F1bHEMT3IxLfYgk+GDUieSzayzF18JGaYaOZPVQ00ywLcMxV8S06aeCjBIkMUBEUeYi77J7QyWR2bPLb+92uK5lWU1P/1fTN3HO/7557v3NmfmcuIUQk965A4qONxHeDVvl4a53vq4T4VGuFL6kmMrGQMBJJBpEhZDc5RA6To+Q4qSI/+qT5/CT4C/2FQqFYqBJUUS+2EjuIXcURYrq4UFwqZoiqLlU3V7dW31M/Rb9Wf0bfpHcbAg2qb4Yxz1hgVNtG+xX6nfH71k8NPBZ4IqgkOCP4ltRRCpJGSbHSVClBSpSmSUulPKlAOi1dkK5INyW3hDKT28n+8mOyJIfKkXJfeaAcJQ+RR8rJ8lz5dXmNvEXOlU/Ktab2pq6mCFNvU5wp2bTCtNm0wyyYDWZmbmfuaA4wS+bu5jBzjDnVPCNECPELMYWmh7otxCJY2lj8LB0snS05llzLWUuZxdkto0dGuCW8W3h4hP82dXuWLcBWYjtnu2C7bFNzZ4IB/KE/RMEQGAYjYTxMhMmQANMgFWbASzAL5sJ8WARL4Q1YDm/CW/A2vAurYR18AJvhE8iCHPgMdsIe2AenoBIuQTXUQD00gB0AVE+ax61EK82KW1EwBOdhBq7AlbgK38M1uB434Ie4BbNxG+7AXbgb9+J+zMPPMR9P4mksxrNYjhV4CWvwKjqQ4w38Hn9AD6qqqln/YtuPRGm2B7y2+V5bq88ygQiBwkDNtkSo89pSsZPYXRwlLhAXa7ZluhTddN0C3Xp9L32Cfp2+XH/TQAzBvhOM2cYjxgrNNttrWx6YGVgQRIIweGWwW+osyVKMNKHFNllaJh2RTkhFUqVUKzVLt2Wi2XZqsX38AdskeY48T14mZ8rZ8p4HbGNN8ablpsz7to96bYNbbFPM0722cmhKaFOo+pDtLkuJ13ZBj5Rw0mJbvn2ozd8m28o124u25txI0EN7CIKBmu1QGAGjNdt4mAqJkAxp8ALMhNmQDgthCWQ8ZLsW3odN8HGLrQ1yNdsDUPGQbSMoniRPsxLltb2DMs7BBS2272i2mZrtRvwIP8WtuP2+7UE8gsfwOH6JRViCpXgeK7Ea6/AaOrHJa9t811a1q/VqtVqpnlfL1TQ1WU1SE9UEdZhq1s7GFq3velyHa7VVVuFyXIZL8TVcjItwIc7XTphFKVS+Uk4oBUq+ckw5qhxQ9ihblRxloqeXJ9ITcPuKe4l7sXu+O53beQPP4a/wF/nzfDq38hSexKfx53gif5Y/w6fyKXwyj+eT+AQ+nsfxcXwsH81H8Gg+mA/gfXkvHsnDeDsucOJSXegC1x1XnWuna5Mr07Xale6a7RrnGubq46x2VjnLnKXOs85iZ6Ez3/mFM8u5yrmysamxtrHUkekIcPg5mMPgEB3Ertjn22fZx9tj7QMadtQU18TUjKkZfiVhek5aqrXJ2mi9aq231lmLkjcyhd1iN9h11sS+Y5y5mJM1Mgezs2usgV1l9ayO1bIadoVVs8vsEqtilewiq2AX2Hl2jpWzMlbKvmEl7GtWzM6wwyyPHWIH2X62j+1le9huFtf2ZNtF9AwtoqdoFo2nk2gcjaXj6NP0KTqWxtAxdDQdRUfSEXQ4HUaH0mg6hD5Jo+gTdDAdRAfSAbQ/7Uf70j60N+1FI2lPGkHDadi9f/X/8Z8Mg9D67s2H/E7ZhwgtmUD+PO59Kd6vdQ/M6X9d6X7mS4ykFWlNHvFWbQglbf/Wnv9lYeTe0U78jE3G61ra3lhjrDfWac+cv3mVGa+RCKPLWPsXLbu06uLtOfsPVnv5n+3yZ8Rq3JYAAHicfVTNbttGEN6lZFmVYpROHUMAD1l2I8GGpKpA3NR1VZsVuYpcNa1lKcDS6IGUJUO++ZRD0AK+1aDbd1m6F/mWF+g75NBjc8w5nVmSgmW0JQhp5pu/b2Z26ThT+XI0PB4c/fjDi+/73x32nneF53a+dQ72v2l/vffV7pfPvmh91mxs1apP+KePKxvr5sdr5dJHxdXCSj5nUNIQvBswVQtUvsZ7vSbqPAQgvAMEigHUXfZRLNBubNnTAc+ze55O4uksPKnJ2qTdbDDBmfrT42xOTwYS5N897jP1TssvtJyvaWUNFNuGCCYqM48pGjChuq9mkQg8yBeXSy53p6Vmg8SlMohlkNQWv4jp1j7VgrEl9mKDFNewrMpVRThRRwMpPMu2fY0RV+dSBVet6lzsHDmTaxY33kS/zU0yDuoPJnwS/iRVLoSgKCei6Fe1Xlfb3FPbr/+qQMtT1eCeUHUOyfrHiwJUrVRNzqL3BMjzd38vI2GKFKrme4IitrgYE9gzmQA3YAj92TZyuZ47ZAyKuhzIRGdkbN0Qp1X3lRGg5U1mefQSLZeZZREecBtXJYL0fTWrqMsxazZg+vqtwgt2pnK1YHw6w/9wGnHPS+Y2ksrxQHDCtFcRf94C/zCAJs5xDAOpWvxCbfBO4gAAwx2cD6UOScPUhqtIcJpGqZbwkBcTUeAlBDEXH8hb8vTD23iHWX88JTvERx5q04Wl1EQkJ2fqcWBN4HyeMWnZyvFhfD6XUx+3xE21/RbK2bqijoLe7nlnztj5arXIpGHlfNwWAKwLP7zTBoMJ69IqbrTTZpJaJHODKqkHSkt5QMlV3R6achjq9izbt5PnfyhZKaeVqireyWUCsOCU1PlPaok3EtpmYurdIbiUdCUlmGb7d54GziItDBFFXGcvM+WqcHMBMyCNhnCLFabIEZN8yn0OZ8g5ktgbzlrvtz/k/cGJ1NtOT8loSUvsuwtbKinDhQPYrVvZTrX+XOsLtXfPfJiZWVTk/WGEmXmakDC4PtBxoXYYXu8+3IF72YVPG++GnJmsG4XzD5fjKHac6EIEsz3MwQ8nER/KtqWpHctfrNdY6iHp0/6o02zAh6cTc3o1iB16NTyRtyYh7GokbwxquEHHj5+ATd4yQhyNGogiiApDBTMdg1LU/tatQ8iltuY1oPXTOSUaK2YYJadzI8HMDDMAyyeYozF8YEOVGcwXvrWCTXA3P/uzKPDxZpFN2CO8VFG+T5TB92NqFB6oEp92VJl3ED9A/CDBC4ivwqmgmxSmKWY8mxUXs3B6Qyh99AnfjSlZf9b8B43s1iIAAHicXZJdTxxlFMefM0NpNU2xSS+aJuSQ1nozlaWWUGqtDFR3aEeBhT0KO0rRIqVNpgO7W9aujoxoVzRUTPSixlKaFL2ZpM4smuBoLR3f0OiWC6W+3KifwG+wntmFmjiZ//n9z8vzcvH498Tat8Ejoo0lwSFoEa0CoXWdB6Gl2Iqr7Y9yDtApWkETBHHm48zHmEeZHcx2pspsY8aYjcwHmfsECQd0ARyP8x7Hqj3RzTuB+IfnQQg4IppYUsWNsRzWn6ya8jIcWdy2PS74ks081MytZrHKquHhA6KB5cCBorw11r4V9vNmdRyRZbEmWbOwv7ipTixBo/oB7Ph7oYx/+WX8471x/O1OI/6+dhp//XkO76ztw1/WDuJqaRfeLo3iT6Xr+GPJwboSmFgCxuEfVqbw+5UZ/G6lBb8Nu/CbsB+/Dk/gV+EI3gpNXA4dFOF9YUMomw1hUyhFVooq0uGGEG4GD+CXwcN4I+jFLwITPw8y+FnwGi4F57EngKXy8mKQn4pXOHq2SkpV2RGPqJaD2EPxT30dP/GfxUX/JBb9M+j5OfzYn8LrvoEfLYzjhwt5vLYwg/Nz9Xhl7hBennsX379EeGmmCd+CN+mCrODrsoZThkOvug5NGja94toUsyFmt9mWPW/ftst27XkjRy+6OcLcbG4+J+cgTy8beXrJzdNYHqaNAr3hFggLs4X5glyQ09QzMTQhTbA5O2KSZ8IJ0zInTdnkStZIU8ZNk5oeSo+lnXRNWrJo3LBozLXIqgU8w5c6rZ2iUfcUjWjD9II7TN3D1rB0UnuentOGSB2CZzQ1mSLDTVF3ykpJT/OSp7QkkZukPi1BvW6CErVx7Na6qEvei09qOj3h6nRc66Rjbid1SgpqWpzioOD9u+/FPbt3opBhi3wDoie4id/mOyKp6Euby726t6XH8GDa29sXRTWR8mqnPUEpo98HeHuguAuko8k9eiJVzS9cvCjqO3Svvq+/KF+9Wt8xoHtO5FW14suRFzwyMJhR/v9lNv7/ciVTqayXI2TvtoEl1qmse0XZ6MO5wUz23MYplTkuVHNxdzEoYjBTqfMh2ShsHB8xu3PwX2tLReR4nM1Qv0uCURQ9X8+nqGWINbYEbi0tBW3ZUFQQVDYUFkhYZIJRar/IqEGSBqOhqJB+QA0R0fYNBW0RNDX2N1RgUYTwfa/jp0OzUxce98c55953ryMvY0I3d0GTHuMF1Vg3xpHEGQYxX5W+YjIJt7iBHT5AFdWbec6nS8+fivVPWxMr3rJGOdU7GT6rVm+xCiWWqYsA7JbWbTyw+kXML5zM61Qb88+aTCkuKxx589q8sFC3rV075B2G0IFO9GOYuwUxgSjWmPcyDmOZfgyzSGADXejDCPEIYrxBGke8wz2eqQxSOYU4UlRmkMMeLvGIECbJXMAKsjjBHaYxx36b2MY+8VClzxV9HEtYxxZ2cECkh1hp4gD5i+yRxQyn5ahLkfvvTI6iEcfqRwXMU+NW+EWt9sSdM9wowV2KCMsGRGWL+taaVUG61KstrQpaq/qAS6yKiPT+Ag09erwAAAB4nO3CoREAIAwEsO8+SGZmGKbC1tQhc0mS1ZzaAAAAAAAAgwsAAAAAAAAA/PEAhhsFpQAAeJxdktlPE0Ecx+fY2V2adsv0sKVa2+5W2ghsOVpqsRdSUAETDVaRUKIgCHjGiAcSPF6Q8KQx0ZiYeDx4BRP6gvBiDInxBZ9MfLHEf2BjYjwSRXS2yIPOZPKb+WbySz7f3xcgkAEAHSZZgIEA1BkIQvG8wN3Tamd48iGex4hdwQzWZaLLeYFvX47noa7XUR/d5KO+DPKu+OHtlUGS/fEswy0C1hLs/v0JvyQeYAUV4Gw6OxS8EETDgdEA2hHoDKB+ZURB/e4RN9ru3u9Gw85RJ5q1wAkKeQpFEzxiPGdEL0RYIkABQ/EAGkLItpAGEHgXDJXr58wdm+bIPpDSUhosXdLe5bTqmlxP7t8FbRJSZBVFwklUV7sRCWGVU2QJ2W0b2TvJ4Zfq0elLIw/7q9RhvQ5UXTZ7a5o7o30Xm51y65mObb0tqsuAJm98menLPv7+4PrXYp3uuz+eS7hzd14P33w/1bS5fXD0GmOGYJAxTxAJJMHpdNutxKPEbAKTBLwVfxSfjeMpL5xywfMuyCMYfXUqeDmIgrXBWsm9AKSUYd5qddbPVzbMAblaPiifkjlRlknlHuf8KqclFurJaaUajYV05HeaJRYLhYrc/9Dya7SMkJGrTOMVuTxCw/V1Pibbbbzio0mof8ETmbHpwfixvRGJcAgLBt5Q0Xq8bftoV11l12R3Kut3OT0uFBAlA7FaVqjSFjn95GQU3j1y70TMWlZmKjFZTUabJLg8LqV9pKNlqEU2lfnh8gaPINlMDu/KAEHRXmYOB1QA8CLzRs9ZDOwCrWl/lYAa8hlp2pFhG0Hvc5GDyCNCrER4vKeM7kxxLI+FpcLSYoodyohhqFBY0miRvZS5UVp4W10DWQ6LhzlghoxPn3kgXL8VFi0o12e+moP6aBIXwf9LBl5cPoQ7lr+hK/7GzjBZZzcwYs5lt9U0BmlnbyBV7RWwQDARhWC0ydc80CR/5CUHtTjNPG92WqhD4on04zORfm7hrv4cx+viPWkFPhUFxBHujcO+Xk37d3dTO8UlZqPRKgpWi6l8W9evsbUOfyuL0R/yvdmGAAB4nKVUvU4bQRAeYxMEClEUUUQpoqkQEmDZUFBQASlssIVkGaQUKdZ3a3vF+fa0e4flp0lNn2dInxfIS+QF8u147QRFqbB1e99+O/8ze0T0lr5TjeRX297Yi7hGe/VOxBu0VZ9FXAf/NeIG8M+IN+l1YzfiV7TX+BTxFp03fkCr1tiGoXdiIeAaHdQ/RrxBb+pfIq6DryJuAH+LeJPe139F/IoOGh8i3qLHxmd6IqYTauFpA/XJUEKOLHk8YyrBXQE5KmRVYAxQTk2cXFCGP9MA3ISmOPOy03hrSD9iTSG5SzvUAR6B0zSHzC3saVgZ0kIQUw+2F7Bcic8MaCKxMB4LmQV0V154HXWLToH217szOpIIFCwUkGX4VfATbCT0EGWvsZuCDacVIvTrjIbgjWSR/TeesVSC6RL7EU4Cq6QOz3Nc2rExUxYvFU4TyXdV3zl0nTAVpFKpG4OfCtenLmIK1TGil0tlz0Vfi4SmGXyGOqeycoxoJcvCe+mqQSyr/v3JI5yXiMJA06MK9MQnrZM2903irLfjkq+sK6xTpbF5ky+yjAdmMi09D7TX7lGnzd2djh45PefbQufDRaG5pxa2KjmzE5NwYouFCyocTLdOeT+8zo54oLJiyh2VJzZ5AHttpzl3qtQHR8Op8Zz9bWdsHV+aUWYSlXH0CBkLp+xt5RLNId65cpqrPNWOy6nmfnfIPZPo3Otz9lqzno10muqUsyXLqfaJM0XIT3ykulQm8yhFn+7oBvPUxXqIm6CkuiOp5bF0ZTmR1L+7GXRvDq9UZkbOHPdCtiRXYYLGZtJkGuhJlSn3YrMvVL+XIfPrQWij6S286V47H2rQbrb4xV6eK6yug5LhDh+SVEY31OVBrsn42dj/+xmayL7CCK+kw6WeYR8uuJEhR8diFGEuFJdOpXqm3APb8XIW1jM9cbYqAp3YWaFyo9Hu32EnMf0AAAB4nGzYY5Qd4bYu4C7bRmwna1WtGJ10x7Zt27Zt27Zt27Zt3nvPnnucPzc/MsfoTurtSr4xn3d9cWjc//z6mymuedz/55f39v/+hsShcVgcHSfGaXF2nBPnxnlxflyyuORxKeIWx01CUASLm4bgcV/iPsd9jXsftx0hEBKhEBphEBbhEB4REBGREBlREBXREB0xEBOxEDtuKeIgLuIhPpIESYokQ5IjKZCUSCokNZIGSYukQ9IjGZCMSCYkM5IFyYpkQ7IjOZAIEkUCJERiSE4kF5IbyYPkRfIh+ZECSEGkEBKPFEaKIAlIIlIUKYYUR0ogJZFSSGmkDFIWKYeURyogFZFKSGWkClIVqYZUR2ogNZFaSG2kDlIXqYfURxogDZFGSGOkCdIUaYY0R1ogLZFWSGukDdIWaYe0RzogHZFOSGekC9IV6YZ0R3ogPZFeSG+kD9IX6Yf0RwYgA5FByGBkCDIUGYYMR0YgI5FRyGhkDDIWGYeMRyYgE5FJyGRkCjIVmYZMR2YgM5FZyGxkDjIXmYfMRxYgC5FFyGJkCbIUWYYsR1YgK5FVyGpkDbIWWYesRzYgG5FNyGZkC7IV2YZsR3YgO5FdyG5kD7IX2YfsRw4gB5FDyGHkCHIUOYYcR04gJ5FTyGnkDHIWOYecRy4gF5FLyGXkCnIVuYZcR24gN5FbyG3kDnIXuYfcRx4gD5FHyGPkCfIUeYY8R14gL5FXyGvkDfIWeYe8Rz4gH5FPyGfkC/IV+YZ8R34gP5FfyG/kD/IX+YfGoQiKohiKowRKohRKowzKohzKowIqohIqowqqohqqowZqohZqow7qoh7qo0nQpGgyNDmaAk2JpkJTo2nQtGg6ND2aAc2IZkIzo1nQrGg2NDuaA42gUTRAQzSG5kRzobnRPGheNB+aHy2AFkQLofFoYbQImoAmokXRYmhxtARaEi2FlkbLoGXRcmh5tAJaEa2EVkaroFXRamh1tAZaE62F1kbroHXRemh9tAHaEG2ENkaboE3RZmhztAXaEm2FtkbboG3Rdmh7tAPaEe2Edka7oF3Rbmh3tAfaE+2F9kb7oH3Rfmh/dAA6EB2EDkaHoEPRYehwdAQ6Eh2FjkbHoGPRceh4dAI6EZ2ETkanoFPRaeh0dAY6E52FzkbnoHPReeh8dAG6EF2ELkaXoEvRZehydAW6El2FrkbXoGvRdeh6dAO6Ed2Ebka3oFvRbeh2dAe6E92F7kb3oHvRfeh+9AB6ED2EHkaPoEfRY+hx9AR6Ej2FnkbPoGfRc+h59AJ6Eb2EXkavoFfRa+h19AZ6E72F3kbvoHfRe+h99AH6EH2EPkafoE/RZ+hz9AX6En2FvkbfoG/Rd+h79AP6Ef2Efka/oF/Rb+h39Af6E/2F/kb/oH/Rf1gchmAohmE4RmAkRmE0xmAsxmE8JmAiJmEypmAqpmE6ZmAmZmE25mAu5mE+lgRLiiXDkmMpsJRYKiw1lgZLi6XD0mMZsIxYJiwzlgXLimXDsmM5sAgWxQIsxGJYTiwXlhvLg+XF8mH5sQJYQawQFo8VxopgCVgiVhQrhhXHSmAlsVJYaawMVhYrh5XHKmAVsUpYZawKVhWrhlXHamA1sVpYbawOVherh9XHGmANsUZYY6wJ1hRrhjXHWmAtsVZYa6wN1hZrh7XHOmAdsU5YZ6wL1hXrhnXHemA9sV5Yb6wP1hfrh/XHBmADsUHYYGwINhQbhg3HRmAjsVHYaGwMNhYbh43HJmATsUnYZGwKNhWbhk3HZmAzsVnYbGwONhebh83HFmALsUXYYmwJthRbhi3HVmArsVXYamwNthZbh63HNmAbsU3YZmwLthXbhm3HdmA7sV3YbmwPthfbh+3HDmAHsUPYYewIdhQ7hh3HTmAnsVPYaewMdhY7h53HLmAXsUvYZewKdhW7hl3HbmA3sVvYbewOdhe7h93HHmAPsUfYY+wJ9hR7hj3HXmAvsVfYa+wN9hZ7h73HPmAfsU/YZ+wL9hX7hn3HfmA/sV/Yb+wP9hf7h8fhCI7iGI7jBE7iFE7jDM7iHM7jAi7iEi7jCq7iGq7jBm7iFm7jDu7iHu7jSfCkeDI8OZ4CT4mnwlPjafC0eDo8PZ4Bz4hnwjPjWfCseDY8O54Dj+BRPMBDPIbnxHPhufE8eF48H54fL4AXxAvh8XhhvAiegCfiRfFieHG8BF4SL4WXxsvgZfFyeHm8Al4Rr4RXxqvgVfFqeHW8Bl4Tr4XXxuvgdfF6eH28Ad4Qb4Q3xpvgTfFmeHO8Bd4Sb4W3xtvgbfF2eHu8A94R74R3xrvgXfFueHe8B94T74X3xvvgffF+eH98AD4QH4QPxofgQ/Fh+HB8BD4SH4WPxsfgY/Fx+Hh8Aj4Rn4RPxqfgU/Fp+HR8Bj4Tn4XPxufgc/F5+Hx8Ab4QX4QvxpfgS/Fl+HJ8Bb4SX4Wvxtfga/F1+Hp8A74R34RvxrfgW/Ft+HZ8B74T34Xvxvfge/F9+H78AH4QP4Qfxo/gR/Fj+HH8BH4SP4Wfxs/gZ/Fz+Hn8An4Rv4Rfxq/gV/Fr+HX8Bn4Tv4Xfxu/gd/F7+H38Af4Qf4Q/xp/gT/Fn+HP8Bf4Sf4W/xt/gb/F3+Hv8A/4R/4R/xr/gX/Fv+Hf8B/4T/4X/xv/gf/F/RByBECiBEThBECRBETTBECzBETwhECIhETKhECqhETphECZhETbhEC7hET6RhEhKJCOSEymIlEQqIjWRhkhLpCPSExmIjEQmIjORhchKZCOyEzmICBElAiIkYkROIheRm8hD5CXyEfmJAkRBohARTxQmihAJRCJRlChGFCdKECWJUkRpogxRlihHlCcqEBWJSkRlogpRlahGVCdqEDWJWkRtog5Rl6hH1CcaEA2JRkRjognRlGhGNCdaEC2JVkRrog3RlmhHtCc6EB2JTkRnogvRlehGdCd6ED2JXkRvog/Rl+hH9CcGEAOJQcRgYggxlBhGDCdGECOJUcRoYgwxlhhHjCcmEBOJScRkYgoxlZhGTCdmEDOJWcRsYg4xl5hHzCcWEAuJRcRiYgmxlFhGLCdWECuJVcRqYg2xllhHrCc2EBuJTcRmYguxldhGbCd2EDuJXcRuYg+xl9hH7CcOEAeJQ8Rh4ghxlDhGHCdOECeJU8Rp4gxxljhHnCcuEBeJS8Rl4gpxlbhGXCduEDeJW8Rt4g5xl7hH3CceEA+JR8Rj4gnxlHhGPCdeEC+JV8Rr4g3xlnhHvCc+EB+JT8Rn4gvxlfhGfCd+ED+JX8Rv4g/xl/hHxpEIiZIYiZMESZIUSZMMyZIcyZMCKZISKZMKqZIaqZMGaZIWaZMO6ZIe6ZNJyKRkMjI5mYJMSaYiU5NpyLRkOjI9mYHMSGYiM5NZyKxkNjI7mYOMkFEyIEMyRuYkc5G5yTxkXjIfmZ8sQBYkC5HxZGGyCJlAJpJFyWJkcbIEWZIsRZYmy5BlyXJkebICWZGsRFYmq5BVyWpkdbIGWZOsRdYm65B1yXpkfbIB2ZBsRDYmm5BNyWZkc7IF2ZJsRbYm25BtyXZke7ID2ZHsRHYmu5BdyW5kd7IH2ZPsRfYm+5B9yX5kf3IAOZAcRA4mh5BDyWHkcHIEOZIcRY4mx5BjyXHkeHICOZGcRE4mp5BTyWnkdHIGOZOcRc4m55BzyXnkfHIBuZBcRC4ml5BLyWXkcnIFuZJcRa4m15BryXXkenIDuZHcRG4mt5BbyW3kdnIHuZPcRe4m95B7yX3kfvIAeZA8RB4mj5BHyWPkcfIEeZI8RZ4mz5BnyXPkefICeZG8RF4mr5BXyWvkdfIGeZO8Rd4m75B3yXvkffIB+ZB8RD4mn5BPyWfkc/IF+ZJ8Rb4m35BvyXfke/ID+ZH8RH4mv5BfyW/kd/IH+ZP8Rf4m/5B/yX9UHIVQKIVROEVQJEVRNMVQLMVRPCVQIiVRMqVQKqVROmVQJmVRNuVQLuVRPpWESkolo5JTKaiUVCoqNZWGSkulo9JTGaiMVCYqM5WFykplo7JTOagIFaUCKqRiVE4qF5WbykPlpfJR+akCVEGqEBVPFaaKUAlUIlWUKkYVp0pQJalSVGmqDFWWKkeVpypQFalKVGWqClWVqkZVp2pQNalaVG2qDlWXqkfVpxpQDalGVGOqCdWUakY1p1pQLalWVGuqDdWWake1pzpQHalOVGeqC9WV6kZ1p3pQPaleVG+qD9WX6kf1pwZQA6lB1GBqCDWUGkYNp0ZQI6lR1GhqDDWWGkeNpyZQE6lJ1GRqCjWVmkZNp2ZQM6lZ1GxqDjWXmkfNpxZQC6lF1GJqCbWUWkYtp1ZQK6lV1GpqDbWWWketpzZQG6lN1GZqC7WV2kZtp3ZQO6ld1G5qD7WX2kftpw5QB6lD1GHqCHWUOkYdp05QJ6lT1GnqDHWWOkedpy5QF6lL1GXqCnWVukZdp25QN6lb1G3qDnWXukfdpx5QD6lH1GPqCfWUekY9p15QL6lX1GvqDfWWeke9pz5QH6lP1GfqC/WV+kZ9p35QP6lf1G/qD/WX+kfH0QiN0hiN0wRN0hRN0wzN0hzN0wIt0hIt0wqt0hqt0wZt0hZt0w7t0h7t00nopHQyOjmdgk5Jp6JT02notHQ6Oj2dgc5IZ6Iz01norHQ2Ojudg47QUTqgQzpG56Rz0bnpPHReOh+dny5AF6QL0fF0YboInUAn0kXpYnRxugRdki5Fl6bL0GXpcnR5ugJdka5EV6ar0FXpanR1ugZdk65F16br0HXpenR9ugHdkG5EN6ab0E3pZnRzugXdkm5Ft6bb0G3pdnR7ugPdke5Ed6a70F3pbnR3ugfdk+5F96b70H3pfnR/egA9kB5ED6aH0EPpYfRwegQ9kh5Fj6bH0GPpcfR4egI9kZ5ET6an0FPpafR0egY9k55Fz6bn0HPpefR8egG9kF5EL6aX0EvpZfRyegW9kl5Fr6bX0GvpdfR6egO9kd5Eb6a30FvpbfR2ege9k95F76b30HvpffR++gB9kD5EH6aP0EfpY/Rx+gR9kj5Fn6bP0Gfpc/R5+gJ9kb5EX6av0Ffpa/R1+gZ9k75F36bv0Hfpe/R9+gH9kH5EP6af0E/pZ/Rz+gX9kn5Fv6bf0G/pd/R7+gP9kf5Ef6a/0F/pb/R3+gf9k/5F/6b/0H/pf0wcgzAogzE4QzAkQzE0wzAswzE8IzAiIzEyozAqozE6YzAmYzE24zAu4zE+k4RJyiRjkjMpmJRMKiY1k4ZJy6Rj0jMZmIxMJiYzk4XJymRjsjM5mAgTZQImZGJMTiYXk5vJw+Rl8jH5mQJMQaYQE88UZoowCUwiU5QpxhRnSjAlmVJMaaYMU5Ypx5RnKjAVmUpxR5nKTBWmKlMtbjdTnanB1GRqMbWZOkxdph5Tn2nANGQaMY2ZJkxTphnTnGnBtGRaMa2ZNkxbph3TnunAdGQ6MZ2ZLkxXphvTnenB9GR6Mb2ZPkxfph/TnxnADGQGMYOZIXHfmKHMMGY4M4IZyYxiRjNjmLHMOGY8M4GZyExiJjNTmKnMNGY6M4OZycxiZjNzmLnMPGY+s4BZyCyKm8csZpYwS5llzHJmBbOSWcWsZtYwa5l1zHpmA7OR2cRsZrYwW5ltzHZmB7OT2cXsZvYwe5l9zH7mQNz0uOVxM+NmxL1jDsYtiZvIHGIOx82OWxY3jjkSNzluCnOUOcYcZ04wJ5lTzGnmDHOWOcecZy4wF5lLzGXmCnOVucZcZ24wN5lbzG3mDnOXucfcZx4wD5lHzGPmCfOUecY8Z14wL5lXzGvmDfOWece8Zz4wH+N2MJ+Yz8wX5ivzjfnO/GB+Mr+Y38wf5i/zj41jERZlMRZnCZZkKZZmGZZlOZZnBVZkJVZmFVZlNVZnDdZkLdZmHdZlPdZnk7BJ2WRscjYFm5JNxaZm07Bp2XRsejYDm5HNxGZms7BZ2WxsdjYHG2GjbMCGbIzNyeZic7N52LxsPjY/W4AtyBZi49nCbBE2gU1ki7LF2OJsCbYkW4otzZZhy7Ll2PJsBbYiW4mtzFZhq7LV2OpsDbYmW4utzdZh67L12PpsA7Yh24htzDZhm7LN2OZsC7Yl24ptzbZh27Lt2PZsB7Yj24ntzHZhu7Ld2O5sD7Yn24vtzfZh+7L92P7sAHYgO4gdzA5hh7LD2OHsCHYkO4odzY5hx7Lj2PHsBHYiO4mdzE5hp7LT2OnsDHYmO4udzc5h57Lz2PnsAnYhu4hdzC5hl7LL2OXsCnYlu4pdza5h17Lr2PXsBnYju4ndzG5ht7Lb2O3sDnYnu4vdze5h97L72P3sAfYge4g9zB5hj7LH2OPsCfYke4o9zZ5hz7Ln2PPsBfYie4m9zF5hr7LX2OvsDfYme4u9zd5h77L32PvsA/Yh+4h9zD5hn7LP2OfsC/Yl+4p9zb5h37Lv2PfsB/Yj+4n9zH5hv7Lf2O/sD/Yn+4v9zf5h/7L/uDgO4VAO43CO4EiO4miO4ViO43hO4ERO4mRO4VRO43TO4EzO4mzO4VzO43wuCZeUS8Yl51JwKblUXGouDZeWS8el5zJwGblMXGYuC5eVy8Zl53JwES7KBVzIxbicXC4uN5eHy8vl4/JzBbiCXCEunivMFeESuESuKFeMK86V4EpypbjSXBmuLFeOK89V4CpylbjKXBWuKleNq87V4GpytbjaXB2uLlePq8814BpyjbjGXBOuKdeMa8614FpyrbjWXBuuLdeOa8914DpynbjOXBeuK9eN68714HpyvbjeXB+uL9eP688N4AZyg7jB3BBuKDeMG86N4EZyo7jR3BhuLDeOG89N4CZyk7jJ3BRuKjeNm87N4GZys7jZ3BxuLjePm88t4BZyi7jF3BJuKbeMW86t4FZyq7jV3BpuLbeOW89t4DZym7jN3BZuK7eN287t4HZyu7jd3B5uL7eP288d4A5yh7jD3BHuKHeMO86d4E5yp7jT3BnuLHeOO89d4C5yl7jL3BXuKneNu87d4G5yt7jb3B3uLnePu8894B5yj7jH3BPuKfeMe8694F5yr7jX3BvuLfeOe8994D5yn7jP3BfuK/eN+8794H5yv7jf3B/uL/ePj+MRHuUxHucJnuQpnuYZnuU5nucFXuQlXuYVXuU1XucN3uQt3uYd3uU93ueT8En5ZHxyPgWfkk/Fp+bT8Gn5dHx6PgOfkc/EZ+az8Fn5bHx2Pgcf4aN8wId8jM/J5+Jz83n4vHw+Pj9fgC/IF+Lj+cJ8ET6BT+SL8sX44nwJviRfii/Nl+HL8uX48nwFviJfia/MV+Gr8tX46nwNviZfi6/N1+Hr8vX4+nwDviHfiG/MN+Gb8s345nwLviXfim/Nt+Hb8u349nwHviPfie/Md+G78t347nwPviffi+/N9+H78v34/vwAfiA/iB/MD+GH8sP44fwIfiQ/ih/Nj+HH8uP48fwEfiI/iZ/MT+Gn8tP46fwMfiY/i5/Nz+Hn8vP4+fwCfiG/iF/ML+GX8sv45fwKfiW/il/Nr+HX8uv49fwGfiO/id/Mb+G38tv47fwOfie/i9/N7+H38vv4/fwB/iB/iD/MH+GP8sf44/wJ/iR/ij/Nn+HP8uf48/wF/iJ/ib/MX+Gv8tf46/wN/iZ/i7/N3+Hv8vf4+/wD/iH/iH/MP+Gf8s/45/wL/iX/in/Nv+Hf8u/49/wH/iP/if/Mf+G/8t/47/wP/if/i//N/+H/8v+EOAERUAETcIEQSIESaIERWIETeEEQREESZEERVEETdMEQTMESbMERXMETfCGJkFRIJiQXUggphVRCaiGNkFZIJ6QXMggZhUxCZiGLkFXIJmQXcggRISoEQijEhJxCLiG3kEfIK+QT8gsFhIJCISFeKCwUERKERKGoUEwoLpQQSgqlhNJCGaGsUE4oL1QQKgqVhMpCFaGqUE2oLtQQagq1hNpCHaGuUE+oLzQQGgqNhMZCE6Gp0ExoLrQQWgqthNZCG6Gt0E5oL3QQOgqdhM5CF6Gr0E3oLvQQegq9hN5CH6Gv0E/oLwwQBgqDhMHCEGGoMEwYLowQRgqjhNHCGGGsME4YL0wQJgqThMnCFGGqME2YLswQZgqzhNnCHGGuME+YLywQFgqLhMXCEmGpsExYLqwQVgqrhNXCGmGtsE5YL2wQNgqbhM3CFmGrsE3YLuwQdgq7hN3CHmGvsE/YLxwQDgqHhMPCEeGocEw4LpwQTgqnhNPCGeGscE44L1wQLgqXhMvCFeGqcE24LtwQbgq3hNvCHeGucE+4LzwQHgqPhMfCE+Gp8Ex4LrwQXgqvhNfCG+Gt8E54L3wQPgqfhM/CF+Gr8E34LvwQfgq/hN/CH+Gv8E+MExERFTERFwmRFCmRFhmRFTmRFwVRFCVRFhVRFTVRFw3RFC3RFh3RFT3RF5OIScVkYnIxhZhSTCWmFtOIacV0Ynoxg5hRzCRmFrOIWcVsYnYxhxgRo2IghmJMzCnmEnOLecS8Yj4xv1hALCgWEuPFwmIRMUFMFIuKxcTiYgmxpFhKLC2WEcuK5cTyYgWxolhJrCxWEauK1cTqYg2xplhLrC3WEeuK9cT6YgOxodhIbCw2EZuKzcTmYguxpdhKbC22EduK7cT2Ygexo9hJ7Cx2EbuK3cTuYg+xp9hL7C32EfuK/cT+4gBxoDhIHCwOEYeKw8Th4ghxpDhKHC2OEceK48Tx4gRxojhJnCxOEaeK08Tp4gxxpjhLnC3OEeeK88T54gJxobhIXCwuEZeKy8Tl4gpxpbhKXC2uEdeK68T14gZxo7hJ3CxuEbeK28Tt4g5xp7hL3C3uEfeK+8T94gHxoHhIPCweEY+Kx8Tj4gnxpHhKPC2eEc+K58Tz4gXxonhJvCxeEa+K18Tr4g3xpnhLvC3eEe+K98T74gPxofhIfCw+EZ+Kz8Tn4gvxpfhKfC2+Ed+K78T34gfxo/hJ/Cx+Eb+K38Tv4g/xp/hL/C3+Ef+K/6Q4CZFQCZNwiZBIiZJoiZFYiZN4SZBESZJkSZFUSZN0yZBMyZJsyZFcyZN8KYmUVEomJZdSSCmlVFJqKY2UVkonpZcySBmlTFJmKYuUVcomZZdySBEpKgVSKMWknFIuKbeUR8or5ZPySwWkglIhKV4qLBWREqREqahUTCoulZBKSqWk0lIZqaxUTiovVZAqSpWkylIVqapUTaou1ZBqSrWk2lIdqa5UT6ovNZAaSo2kxlITqanUTGoutZBaSq2k1lIbqa3UTmovdZA6Sp2kzlIXqavUTeou9ZB6Sr2k3lIfqa/UT+ovDZAGSoOkwdIQaag0TBoujZBGSqOk0dIYaaw0ThovTZAmSpOkydIUaao0TZouzZBmSrOk2dIcaa40T5ovLZAWSoukxdISaam0TFourZBWSquk1dIaaa20TlovbZA2SpukzdIWaau0Tdou7ZB2Sruk3dIeaa+0T9ovHZAOSoekw9IR6ah0TDounZBOSqek09IZ6ax0TjovXZAuSpeky9IV6ap0Tbou3ZBuSrek29Id6a50T7ovPZAeSo+kx9IT6an0THouvZBeSq+k19Ib6a30TnovfZA+Sp+kz9IX6av0Tfou/ZB+Sr+k39If6a/0T46TERmVMRmXCZmUKZmWGZmVOZmXBVmUJVmWFVmVNVmXDdmULdmWHdmVPdmXk8hJ5WRycjmFnFJOJaeW08hp5XRyejmDnFHOJGeWs8hZ5WxydjmHHJGjciCHckzOKeeSc8t55LxyPjm/XEAuKBeS4+XCchE5QU6Ui8rF5OJyCbmkXEouLZeRy8rl5PJyBbmiXEmuLFeRq8rV5OpyDbmmXEuuLdeR68r15PpyA7mh3EhuLDeRm8rN5OZyC7ml3EpuLbeR28rt5PZyB7mj3EnuLHeRu8rd5O5yD7mn3EvuLfeR+8r95P7yAHmgPEgeLA+Rh8rD5OHyCHmkPEoeLY+Rx8rj5PHyBHmiPEmeLE+Rp8rT5OnyDHmmPEueLc+R58rz5PnyAnmhvEheLC+Rl8rL5OXyCnmlvEpeLa+R18rr5PXyBnmjvEneLG+Rt8rb5O3yDnmnvEveLe+R98r75P3yAfmgfEg+LB+Rj8rH5OPyCfmkfEo+LZ+Rz8rn5PPyBfmifEm+LF+Rr8rX5OvyDfmmfEu+Ld+R78r35PvyA/mh/Eh+LD+Rn8rP5OfyC/ml/Ep+Lb+R38rv5PfyB/mj/En+LH+Rv8rf5O/yD/mn/Ev+Lf+R/8r/lDgFUVAFU3CFUEiFUmiFUViFU3hFUERFUmRFUVRFU3TFUEzFUmzFUVzFU3wliZJUSaYkV1IoKZVUSmoljZJWSaekVzIoGZVMSmYli5JVyaZkV3IoESWqBEqoxJScSi4lt5JHyavkU/IrBZSCSiElXimsFFESlESlqFJMKa6UUEoqpZTSShmlrFJOKa9UUCoqlZTKShWlqlJNqa7UUGoqtZTaSh2lrlJPqa80UBoqjZTGShOlqdJMaa60UFoqrZTWShulrdJOaa90UDoqnZTOShelq9JN6a70UHoqvZTeSh+lr9JP6a8MUAYqg5TByhBlqDJMGa6MUEYqo5TRyhhlrDJOGa9MUCYqk5TJyhRlqjJNma7MUGYqs5TZyhxlrjJPma8sUBYqi5TFyhJlqbJMWa6sUFYqq5TVyhplrbJOWa9sUDYqm5TNyhZlq7JN2a7sUHYqu5Tdyh5lr7JP2a8cUA4qh5TDyhHlqHJMOa6cUE4qp5TTyhnlrHJOOa9cUC4ql5TLyhXlqnJNua7cUG4qt5Tbyh3lrnJPua88UB4qj5THyhPlqfJMea68UF4qr5TXyhvlrfJOea98UD4qn5TPyhflq/JN+a78UH4qv5Tfyh/lr/JPjVMRFVUxFVcJlVQplVYZlVU5lVcFVVQlVVYVVVU1VVcN1VQt1VYd1VU91VeTqEnVZGpyNYWaUk2lplbTqGnVdGp6NYOaUc2kZlazqFnVbGp2NYcaUaNqoIZqTM2p5lJzq3nUvGo+Nb9aQC2oFlLj1cJqETVBTVSLqsXU4moJtaRaSi2tllHLquXU8moFtaJaSa2sVlGrqtXU6moNtaZaS62t1lHrqvXU+moDtaHaSG2sNlGbqs3U5moLtaXaSm2ttlHbqu3U9moHtaPaSe2sdlG7qt3U7moPtafaS+2t9lH7qv3U/uoAdaA6SB2sDlGHqsPU4eoIdaQ6Sh2tjlHHquPU8eoEdaI6SZ2sTlGnqtPU6eoMdaY6S52tzlHnqvPU+eoCdaG6SF2sLlGXqsvU5eoKdaW6Sl2trlHXquvU9eoGdaO6Sd2sblG3qtvU7eoOdae6S92t7lH3qvvU/eoB9aB6SD2sHlGPqsfU4+oJ9aR6Sj2tnlHPqufU8+oF9aJ6Sb2sXlGvqtfU6+oN9aZ6S72t3lHvqvfU++oD9aH6SH2sPlGfqs/U5+oL9aX6Sn2tvlHfqu/U9+oH9aP6Sf2sflG/qt/U7+oP9af6S/2t/lH/qv+0OA3RUA3TcI3QSI3SaI3RWI3TeE3QRE3SZE3RVE3TdM3QTM3SbM3RXM3TfC2JllRLpiXXUmgptVRaai2NllZLp6XXMmgZtUxaZi2LllXLpmXXcmgRLaoFWqjFtJxaLi23lkfLq+XT8msFtIJaIS1eK6wV0RK0RK2oVkwrrpXQSmqltNJaGa2sVk4rr1XQKmqVtMpaFa2qVk2rrtXQamq1tNpaHa2uVk+rrzXQGmqNtMZaE62p1kxrrrXQWmqttNZaG62t1k5rr3XQOmqdtM5aF62r1k3rrvXQemq9tN5aH62v1k/rrw3QBmqDtMHaEG2oNkwbro3QRmqjtNHaGG2sNk4br03QJmqTtMnaFG2qNk2brs3QZmqztNnaHG2uNk+bry3QFmqLtMXaEm2ptkxbrq3QVmqrtNXaGm2ttk5br23QNmqbtM3aFm2rtk3bru3Qdmq7tN3aHm2vtk/brx3QDmqHtMPaEe2odkw7rp3QTmqntNPaGe2sdk47r13QLmqXtMvaFe2qdk27rt3Qbmq3tNvaHe2udk+7rz3QHmqPtMfaE+2p9kx7rr3QXmqvtNfaG+2t9k57r33QPmqftM/aF+2r9k37rv3Qfmq/tN/aH+2v9k+P0xEd1TEd1wmd1Cmd1hmd1Tmd1wVd1CVd1hVd1TVd1w3d1C3d1h3d1T3d15PoSfVkenI9hZ5ST6Wn1tPoafV0eno9g55Rz6Rn1rPoWfVsenY9hx7Ro3qgh3pMz6nn0nPrefS8ej49v15AL6gX0uP1wnoRPUFP1IvqxfTiegm9pF5KL62X0cvq5fTyegW9ol5Jr6xX0avq1fTqeg29pl5Lr63X0evq9fT6egO9od5Ib6w30ZvqzfTmegu9pd5Kb6230dvq7fT2ege9o95J76x30bvq3fTueg+9p95L76330fvq/fT++gB9oD5IH6wP0Yfqw/Th+gh9pD5KH62P0cfq4/Tx+gR9oj5Jn6xP0afq0/Tp+gx9pj5Ln63P0efq8/T5+gJ9ob5IX6wv0Zfqy/Tl+gp9pb5KX62v0dfq6/T1+gZ9o75J36xv0bfq2/Tt+g59p75L363v0ffq+/T9+gH9oH5IP6wf0Y/qx/Tj+gn9pH5KP62f0c/q5/Tz+gX9on5Jv6xf0a/q1/Tr+g39pn5Lv63f0e/q9/T7+gP9of5If6w/0Z/qz/Tn+gv9pf5Kf62/0d/q7/T3+gf9o/5J/6x/0b/q3/Tv+g/9p/5L/63/0f/q/4w4AzFQAzNwgzBIgzJogzFYgzN4QzBEQzJkQzFUQzN0wzBMwzJswzFcwzN8I4mR1EhmJDdSGCmNVEZqI42R1khnpDcyGBmNTEZmI4uR1chmZDdyGBEjagRGaMSMnEYuI7eRx8hr5DPyGwWMgkYhI94obBQxEoxEo6hRzChulDBKGqWM0kYZo6xRzihvVDAqGpWMykYVo6pRzahu1DBqGrWM2kYdo65Rz6hvNDAaGo2MxkYTo6nRzGhutDBaGq2M1kYbo63RzmhvdDA6Gp2MzkYXo6vRzehu9DB6Gr2M3kYfo6/Rz+hvDDAGGoOMwcYQY6gxzBhujDBGGqOM0cYYY6wxzhhvTDAmGpOMycYUY6oxzZhuzDBmGrOM2cYcY64xz5hvLDAWGouMxcYSY6mxzFhurDBWGquM1cYaY62xzlhvbDA2GpuMzcYWY6uxzdhu7DB2GruM3cYeY6+xz9hvHDAOGoeMw8YR46hxzDhunDBOGqeM08YZ46xxzjhvXDAuGpeMy8YV46pxzbhu3DBuGreM28Yd465xz7hvPDAeGo+Mx8YT46nxzHhuvDBeGq+M18Yb463xznhvfDA+Gp+Mz8YX46vxzfhu/DB+Gr+M38Yf46/xz4wzERM1MRM3CZM0KZM2GZM1OZM3BVM0JVM2FVM1NVM3DdM0LdM2HdM1PdM3k5hJzWRmcjOFmdJMZaY205hpzXRmejODmdHMZGY2s5hZzWxmdjOHGTGjZmCGZszMaeYyc5t5zLxmPjO/WcAsaBYy483CZhEzwUw0i5rFzOJmCbOkWcosbZYxy5rlzPJmBbOiWcmsbFYxq5rVzOpmDbOmWcusbdYx65r1zPpmA7Oh2chsbDYxm5rNzOZmC7Ol2cpsbbYx25rtzPZmB7Oj2cnsbHYxu5rdzO5mD7On2cvsbfYx+5r9zP7mAHOgOcgcbA4xh5rDzOHmCHOkOcocbY4xx5rjzPHmBHOiOcmcbE4xp5rTzOnmDHOmOcucbc4x55rzzPnmAnOhuchcbC4xl5rLzOXmCnOlucpcba4x15rrzPXmBnOjucncbG4xt5rbzO3mDnOnucvcbe4x95r7zP3mAfOgecg8bB4xj5rHzOPmCfOkeco8bZ4xz5rnzPPmBfOiecm8bF4xr5rXzOvmDfOmecu8bd4x75r3zPvmA/Oh+ch8bD4xn5rPzOfmC/Ol+cp8bb4x35rvzPfmB/Oj+cn8bH4xv5rfzO/mD/On+cv8bf4x/5r/rDgLsVALs3CLsEiLsmiLsViLs3hLsERLsmRLsVRLs3TLsEzLsmzLsVzLs3wriZXUSmYlt1JYKa1UVmorjZXWSmeltzJYGa1MVmYri5XVymZlt3JYEStqBVZoxaycVi4rt5XHymvls/JbBayCViEr3ipsFbESrESrqFXMKm6VsEpapazSVhmrrFXOKm9VsCpalazKVhWrqlXNqm7VsGpatazaVh2rrlXPqm81sBpajazGVhOrqdXMam61sFparazWVhurrdXOam91sDpanazOVherq9XN6m71sHpavazeVh+rr9XP6m8NsAZag6zB1hBrqDXMGm6NsEZao6zR1hhrrDXOGm9NsCZak6zJ1hRrqjXNmm7NsGZas6zZ1hxrrjXPmm8tsBZai6zF1hJrqbXMWm6tsFZaq6zV1hprrbXOWm9tsDZam6zN1hZrq7XN2m7tsHZau6zd1h5rr7XP2m8dsA5ah6zD1hHrqHXMOm6dsE5ap6zT1hnrrHXOOm9dsC5al6zL1hXrqnXNum7dsG5at6zb1h3rrnXPum89sB5aj6zH1hPrqfXMem69sF5ar6zX1hvrrfXOem99sD5an6zP1hfrq/XN+m79sH5av6zf1h/rr/XPjrMRG7UxG7cJm7Qpm7YZm7U5m7cFW7QlW7YVW7U1W7cN27Qt27Yd27U927eT2EntZHZyO4Wd0k5lp7bT2GntdHZ6O4Od0c5kZ7az2FntbHZ2O4cdsaN2YId2zM5p57Jz23nsvHY+O79dwC5oF7Lj7cJ2ETvBTrSL2sXs4nYJu6Rdyi5tl7HL2uXs8nYFu6Jdya5sV7Gr2tXs6nYNu6Zdy65t17Hr2vXs+nYDu6HdyG5sN7Gb2s3s5nYLu6Xdym5tt7Hb2u3s9nYHu6Pdye5sd7G72t3s7nYPu6fdy+5t97H72v3s/vYAe6A9yB5sD7GH2sPs4fYIe6Q9yh5tj7HH2uPs8fYEe6I9yZ5sT7Gn2tPs6fYMe6Y9y55tz7Hn2vPs+fYCe6G9yF5sL7GX2svs5fYKe6W9yl5tr7HX2uvs9fYGe6O9yd5sb7G32tvs7fYOe6e9y95t77H32vvs/fYB+6B9yD5sH7GP2sfs4/YJ+6R9yj5tn7HP2ufs8/YF+6J9yb5sX7Gv2tfs6/YN+6Z9y75t37Hv2vfs+/YD+6H9yH5sP7Gf2s/s5/YL+6X9yn5tv7Hf2u/s9/YH+6P9yf5sf7G/2t/s7/YP+6f9y/5t/7H/2v+cOAdxUAdzcIdwSIdyaIdxWIdzeEdwREdyZEdxVEdzdMdwTMdybMdxXMdzfCeJk9RJ5iR3UjgpnVROaieNk9ZJ56R3MjgZnUxOZieLk9XJ5mR3cjgRJ+oETujEnJxOLie3k8fJ6+Rz8jsFnIJOISfeKewUcRKcRKeoU8wp7pRwSjqlnNJOGaesU84p71RwKjqVnMpOFaeqU82p7tRwajq1nNpOHaeuU8+p7zRwGjqNnMZOE6ep08xp7rRwWjqtnNZOG6et085p73RwOjqdnM5OF6er083p7vRwejq9nN5OH6ev08/p7wxwBjqDnMHOEGeoM8wZ7oxwRjqjnNHOGGesM84Z70xwJjqTnMnOFGeqM82Z7sxwZjqznNnOHGeuM8+Z7yxwFjqLnMXOEmeps8xZ7qxwVjqrnNXOGmets85Z72xwNjqbnM3OFmers83Z7uxwdjq7nN3OHmevs8/Z7xxwDjqHnMPOEeeoc8w57pxwTjqnnNPOGeesc84571xwLjqXnMvOFeeqc8257txwbjq3nNvOHeeuc8+57zxwHjqPnMfOE+ep88x57rxwXjqvnNfOG+et885573xwPjqfnM/OF+er88357vxwfjq/nN/OH+ev88+NcxEXdTEXdwmXdCmXdhmXdTmXdwVXdCVXdhVXdTVXdw3XdC3Xdh3XdT3Xd5O4Sd1kbnI3hZvSTeWmdtO4ad10bno3g5vRzeRmdrO4Wd1sbnY3hxtxo27ghm7MzenmcnO7edy8bj43v1vALegWcuPdwm4RN8FNdIu6xdzibgm3pFvKLe2Wccu65dzybgW3olvJrexWcau61dzqbg23plvLre3Wceu69dz6bgO3odvIbew2cZu6zdzmbgu3pdvKbe22cdu67dz2bge3o9vJ7ex2cbu63dzubg+3p9vL7e32cfu6/dz+7gB3oDvIHewOcYe6w9zh7gh3pDvKHe2Occe649zx7gR3ojvJnexOcae609zp7gx3pjvLne3Ocee689z57gJ3obvIXewucZe6y9zl7gp3pbvKXe2ucde669z17gZ3o7vJ3exucbe629zt7g53p7vL3e3ucfe6+9z97gH3oHvIPewecY+6x9zj7gn3pHvKPe2ecc+659zz7gX3onvJvexeca+619zr7g33pnvLve3ece+699z77gP3ofvIfew+cZ+6z9zn7gv3pfvKfe2+cd+679z37gf3o/vJ/ex+cb+639zv7g/3p/vL/e3+cf+6/7w4D/FQD/Nwj/BIj/Joj/FYj/N4T/BET/JkT/FUT/N0z/BMz/Jsz/Fcz/N8L4mX1EvmJfdSeCm9VF5qL42X1kvnpfcyeBm9TF5mL4uX1cvmZfdyeBEv6gVe6MW8nF4uL7eXx8vr5fPyewW8gl4hL94r7BXxErxEr6hXzCvulfBKeqW80l4Zr6xXzivvVfAqepW8yl4Vr6pXzavu1fBqerW82l4dr65Xz6vvNfAaeo28xl4Tr6nXzGvutfBaeq281l4br63XzmvvdfA6ep28zl4Xr6vXzevu9fB6er283l4fr6/Xz+vvDfAGeoO8wd4Qb6g3zBvujfBGeqO80d4Yb6w3zhvvTfAmepO8yd4Ub6o3zZvuzfBmerO82d4cb643z5vvLfAWeou8xd4Sb6m3zFvurfBWequ81d4ab623zlvvbfA2epu8zd4Wb6u3zdvu7fB2eru83d4eb6+3z9vvHfAOeoe8w94R76h3zDvunfBOeqe8094Z76x3zjvvXfAuepe8y94V76p3zbvu3fBuere8294d7653z7vvPfAeeo+8x94T76n3zHvuvfBeeq+8194b7633znvvffA+ep+8z94X76v3zfvu/fB+er+8394f76/3z4/zER/1MR/3CZ/0KZ/2GZ/1OZ/3BV/0JV/2FV/1NV/3Dd/0Ld/2Hd/1Pd/3k/hJ/WR+cj+Fn9JP5af20/hp/XR+ej+Dn9HP5Gf2s/hZ/Wx+dj+HH/GjfuCHfszP6efyc/t5/Lx+Pj+/X8Av6Bfy4/3CfhE/wU/0i/rF/OJ+Cb+kX8ov7Zfxy/rl/PJ+Bb+iX8mv7Ffxq/rV/Op+Db+mX8uv7dfx6/r1/Pp+A7+h38hv7Dfxm/rN/OZ+C7+l38pv7bfx2/rt/PZ+B7+j38nv7Hfxu/rd/O5+D7+n38vv7ffx+/r9/P7+AH+gP8gf7A/xh/rD/OH+CH+kP8of7Y/xx/rj/PH+BH+iP8mf7E/xp/rT/On+DH+mP8uf7c/x5/rz/Pn+An+hv8hf7C/xl/rL/OX+Cn+lv8pf7a/x1/rr/PX+Bn+jv8nf7G/xt/rb/O3+Dn+nv8vf7e/x9/r7/P3+Af+gf8g/7B/xj1Jd2rbInr1wBGYUZu7/mTliEZj/+XqOXNlh5oAJ38/13+8HMEOYMZg5YeaCCc/PFQ+zMMwiMBNgJsIs+p+ZG/JzQ35uyM0NubkhNzfk5obc3JCbG3JzQ25uyM0NubkhNzfk5i5KlGvermNbot3/+/0/X4uHd46H7HjIjofseMiOh+x4yI6H7HjIjofseMiOh+z4RKLK/2R2+d/MwvC+8P+UA/6fchSG7MKQXRiyC0N2Ycj+7/9nYcguDNmFIbswZBeG9y4M/95F4N+7COQXgfwikF8E8otAfhHILwL5RSC/COQXgfwikF8E8otAfhHILwL5CZCfAPkJkJ8A+QmQnwD5CZCfAPkJkJ8A+QmQnwD5CZCfAPkJkJ8A+YmQnwj5iZCfCPmJkJ8YksUaNejYri3Z7H8GfBXSEyE9EdITIT0R0hMhPRHSEyG9KKQXhfSikF4U0otCelF4+6Lw9kXh7YtCftH/5EeyZ4eZA2YEZhRmADOEGYOZE2YumP99XjzMwjCLwEyAmQjzP+8TyQH5OSA/B+TngPwckJ8D8nNAfg7IzwHPzwHPzwHPzwHPj8DzI/D8CDw/As+PwPMj8PwIPD8Cz4/A+0Xg/SLwfhF4vwjkRyA/AvkRyI9CfhTyo5Afhfwo5EchPwr5UciNQm4UcqOQG4XcKORGITcKuQHkBpAbQG4AuQHkBpAbQG4A7x1AfgD5AeQHkB9AfgD5AeQHkB9Cfgj5IeSHkB9Cfgj5IeSHkB9Cfgj5IeSHkB9Cfgj5IeSHkB+D/Bjkg1oRUCsSg/wY5McgPwb5MciPQX4M8mOQH4P8GOTHID8G+TkhPyfk54T8nJCfE/JzQn5OyM8J+TkhPyfk54T8nJCfE/JzQn5OyM8J+aByBFSOgMoRUDkCKkdA5QioHAGVI6ByBFSOgMoRUDkCKkdA5QioHAGVI6ByBFSO5IZ80DkCOkdA5wjoHAGdI6BzBHSOgM4R0DkCOkdA5wjoHMkN+fGQHw/5IHQEhI6A0BEQOgJCR0DoCAgdAaEjIHQEhI6A0BEQOhIP+fGQXxjyQekIKB0BpSOgdASUjoDSEVA6AkpHQOkIKB0BpSOgdASUjoDSEVA6AkpHQOkIKB0BpSOgdASUjoDKEdA4AhpHQOMIaBwBjSOgcQQ0joDGEdA4AhpHQOMIaBwBjSOgcQR0jYCuEdA1ArpGQNcI6BoBXSOJ8LxEeF4iPA98jYCvEfA1Ar5GwNcI+BoBXyPgawR8jYCvEfA1Ar5GwNcI+BoBXyPgawR8jfzX16KQXxTyi0J+UcgvCvlF/5MfzR4Kzdu1a9WgYbuuTRq1a9MQvpoAMxEm/GnQMwp6RkHPKOgZBT2joGYU1IzmyAUzN8x4mIVhFoEJuaBqFFSNgqpRUDUaifCN23Vu2KR1u27/+0MDrVGgNQq0RoHSKFAaBUqjQGkUKI0CpVGgNAqURoHSKFAaBUqjQGkUKI0CpdEovDSQGgVSo0BqFEiNAqlRIDUKpEaB1CiQGgVSo0BqFEiNAqVRoDQKlEaB0ihQGgVKo0BpFCiNAqVRoDQKlEaB0ihQGgVKo0BpFCiNAqVRoDQKlEaB0ihQGgVKo0BpFCiNAqVRoDQKlEaB0ihQGgVKo0BpFCiNAqVRoDQKlEaB0ihQGgVKo0BpFCiNAqVRoDQKlEaB0ihQGgVKo0BpFOiMAp1RoDIKVEaByihQGQUio7DCognZyc7Nm3RukIOu0r5Ti9bt2kIOrLBoQoC3b94iB9muTZNmDf77PciCDxNR+DARhQ8TUfgwEYUPE1H4MBGFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdReFdRfA2QrgbAVwlgI4SwGcpQDOUgBnKYCzFMBZCuAsBXCWAjhLAZylAM5SAGcpgLMUwNkJ4OwEULsCqF0BnKUAzlIAZymAsxRA7QrgTAVQuwKoXQHUrgBqVwC1K4DaFUDtCqB2BVC7AqhdAdSuAGpXALUrgNoVQO0KoHYFULMCqFkB1KwAalYANSuAmhVAzQqgZgVQswKoWQHUrABqVgA1K4CaFUDNCqBmBVCzAqhZAdSsAGpWADUrgJoVQM0KoGYFULMCqFkB1KwAalYANSuAmhVAzQqgZgVQswKoWQHUrABqVgA1K4CaFUDNCqBmBVCzAqhZAdSsAGpWADUrgJoVQM0KoGYFULMCqFkB1KwAalYAlyEBXIYEULsCuAwJoH4FUL8CqF8B1K8A6lcAuyuA+hVA/QqgfgWwuwKoXwHUrwDqVwD7K4D9FcD+CmB/BbC/AthfAeyvAPZXAPsrgP0VwP4KYH8FsL8C2F8B7K8A9lcA+yuA/RXA/gpgfwWwvwLYXwHsrwD2VwD7K4D9FcD+CmB/BbC/AthfAeyvAPZXAPsrgP0VwP4KYH8FsL8C2F8B7K8A9lcA+yuE65MQrk9CuD4J4fokhOuTEK5PQrg+CeH6JITrkxCuT0K4Pgnh+iSE65MQCmAIBTCEAhhCAQyhAIZQAEMogCEUwBCuT0IogiEUwRCKYAhFMIQiGEIRDKEIhlAEQyiCIRTBEIpgCEUwhOuVEK5XQuiAIXTAEDpgCNcrIVyvhNAJQ+iEIXTCEDphCJ0whE4YQicMoQuG0AVD6IIhdMEQumAIXTCELhhCFwyhC4bQBUPogiF0wRC6YAhdMIQuGEIXDKELhtAFQ+iCIVyvhNAJQ+iEIXTCEDphCJ0whE4YQicMoROG0AlD6IQhdMIQOmEInTCEThhCJwyhE4bQCUPohCF0wBA6YAgdMIQOGEIHDKEDhtABQ3A6BKdD6IAhdMAQ3A7B7RDcDsHtENwOwe0Q3A7B7RDcDsHtENwOwe0Q3A7B7RA6YAgdMITrlBCuU0JwPQTXQ3A9BNdDcD0E10NwPQTXQ3A9BNdDcD0E10NwPQTXQ3A9BNdDcD0E10NwPQTXQ3A9BNdDcD0E10NwPQTXQ7hGCcH3EHwPwfcQfA/B9xB8D8H3EHwPwfcQfA/B9xB8D8H3EHwPwfcQfA/B9xB8D8H3EHwPwfcQfA/B9xB8D8H3EHwPwfcQfA/B9xB8D8H3EHwPwfcQfA/B9xB8D8H3EHwPwfcQfA/B9xB8D8H3EHwPwfcQfA/B9xB8D8H3EHwPwfcQfA/B9xB8D8HnEHwOwecQfA7B5xB8DsHnMOG/fx9+fvA5BJ9D8DkEn0PwOQSfQ/A5BJ9D8DkEn0PwOQSfQ/A5BJ9D8DkEn0PwOQSfQ/A3BH9D8DcEf0PwNwR/Y+BkDJyMgZMxcDKW/b9/LoQZg5kTZi6YuWHGwywMswjMBJiJMP/zc8bAyRg4GQMnY+BkDJyMgZMxcDIGTsbAyRg4GQMnY+BkDJyMgY8x8DEGPsbAxxj4GAMfY+BjDHyMgY8x8DEGPsbAxxj4GAMfY+BjDHyMgY8x8DEGdyYxcDIGTsbAyRg4GQMnY+BkDJyMgZMxcDIGTsbAyRg4GQMnY+BkDJyMgZMxcDIGTsbAyRg4GQMnY+BkDJyMgZMxcDIGTsbAyRg4GQMnY+BkDJyMgZMxcDIGTsbAyRg4GQMnY+BkDO5OYnB3EgM3Y+BmDNyMgZsxcDMGbsbAzRi4GQM3Y+BmDNyMgZsxcPP/NHUG27LcRnad2O2WWvKneDERiANgmFUFrJ7YE38BRb2WuBbFpyapbvffu6h77g5pkhDJl+feqox9AMRBPtk3Zd+UfVP2Tdk3Zd+UfVP2Tdk3Zd+UfVP2Tdk3Zd+UfVP2Tdk3Zd+UfVP2Tdk3Zd+UfVP2Tdk3Zd+UfVP2Tdk3Zd+UfVP2Tdk3Zd+UfVP2Tdk3Zd+UfVP2Tdk3Zd+U2xCyf8r+Kfun7J+yf8r+Kfun7J+yf8r+Kfun7J+yf8r+Kfun7J+yf8r+Kfun7J+yf8r+Kfun7J+yf8r+Kfun7J+yf8r+Kfun7J+yf8r+Kfun7J+yf8r+Kfun7J+yf8r+Kfun7J+yf8r+Kfun7J+yf8r+Kfun7J+yf8r+KfunvD6W18fy+lheH8vrY3l9LK+P5fWx7L+y/8r+K/uv7L+y/8r+K/uv7L+y/8r+K/uv7L+y/8r+K/uv7L+y/8r+K/uv7L+y/8r+K/uv7L+y/8r+K6+P5fWxvD6W18eyP8v+LPuz7M+yP+vTn70+ltfH8vpYXh/L62N5fSyvj+X1sbw+ltfH8vp4mL/D/B3m7zB/h/k7zN9h/g7zd5i/w/wd5u8wf4f5O8zfYf4O83eYv8P8HebvMH+H+TvM32H+DvN3mL/D/B3m7zB/h/k7zN9h/g7zd5i/w/wd5u8wf4f5O8zfYf4O83eYv8P8HebvMH+H+TvM32H+DvN3mj/T/JnmzzR/pvkzzZ9p/kzzZ5o/0/yZ5s80f6b5M82faf5M82eaP9P8mebPNH+m+TPNnWnuTHNnmjvT3JnmzjR3prkzXcfTdTxdx9N1PF3H03U8XcfTdTxdx/P1eT//Hq7j6TqeruPpOp6u4+k6nq7j6TqeruPpOp6u4+k6nq7j6TqeruPpOp6u4+k6nq7j6TqeruPpOp6u4+k6nq7j6TqeruPpOp6u4+k6nq7j6TqeruP9MZ+7vvl4nt7Xy9fma/jafU1f5evwdfq6fL19ffj69PXl6/bV+g/rP6z/sP7D+g/rP6z/sP7D+g/rP6z/sP7D+g/rP6z/sP7D+k/rP63/tP7T+k/rP63/tO7T93v5z7/851/+8y//+Zf//Mt//uWf/+X7vPzzv/zzv/zzv/zzv/zzvz71/PO//PNv62/rb+tv62/rb+tv62/rb+tv62/rb+tv62/rb+tv6x/rH+sf6x/rH+sf6x/rH+sf6x/rH+sf6x/rH+sf6388x9fzYz74vl6+Nl/D1+5r+ipfh6/T1+Xr7evD16evL1+3r9Z3/TxdP0/Xz9P183T9PF0/T9fP0/XzdP08XT9P18/T9fN0/TxdP0/Xz9P183T9PF0/T9fP0/XzdP08XT9P18/T9fN0/TxdP0/Xz9P18nS9PF0vr491//t6+dp8DV+7r+mrfB2+Tl+Xr7evD1+fvr583b5a/7L+Zf3L+pf1L+tf1r+sf1n/sv5l/cv6l/Uv61/Wv6x/Wb9Zv1m/Wb9Zv1m/Wb9Zv1m/Wb9Zv1m/Wb9Zv1m/Wb9ZP6wf1g/rh/XD+mH9sH5YP6wf1g/rh/XD+mH9sL794tWt363frd+t363frd+t363frd+t363frd+t363frd+tn9ZP66f10/pp/bR+Wj+tn9ZP66f10/pp/bR+Wj+tL+vL+rK+rC/ry/qyvqwv68v6sr6sL+vL+rK+rD+sP6w/rD+sP6w/rD+sP6w/rD+sP6w/rD+sP6w/rD+sP60/rT+tP60/rT+tP60/rT+tP60/rT+tP60/rT+tP61v3r/M+5d5/zLvX+b9y7x/mfcv8/5l3r/M+5d5/zLvX+b9y7x/mfcv8/5l3r/M+5d5/zLvX+b9y7x/mfcv8/5l3r/M+5d5/zLvX+b9y7x/mfcv8/5l3r/M+5d5/zLvX+b9y7x/mfcv8/5l3r/M+5d5//J86eX50sv8f5n/r0/+e7708nzp5fnSy/Oll+dLL8+XXk/re970elr/af2n9e3rL/v6ts9s+8y2z2z7zLbPbPvMts9s+8y2z2z7zLbPbPvMts9s+8y2z2z7zLbPbPvMts9s+8y2z2z7zLbPbPvMts9s+8y2z2z7zLbPbPvMts9s+8y2z2z7zLbPbPvMts9s+8y2z2z7zLbPbPvMts9s+8y2z2z7zLbPbPvMts9s+8y2z2z7zLbPbPvMts9s+8y2z2z7zLbPbPvMts9s+8y2z3yuS7Z9Zttntn1m22e2fWbbZ7Z9Zttntn1m22e2fWbbZ7Z9Zttntn1m22e2fWbbZ7Z9Zttntn1m22e2fWbbZ7Z9Zttntn1m22e2fWbbZ7Z9Zttntn1m22e2fWbbZ7Z9Zttntn1m22e2fWbbZ7Z9Zttntn1m22e2fWbbZ7Z9Zttntn1m22e2fWbbZ7Z9Zttntn1m22e2fWbbZ7Z9Zttntn1m22e2fWPbN7Z9Y9s3tn1j2ze2fWPbN7Z9Y9s3tn1j2ze2fWPbN7Z9Y9s3tn1j2ze2fWPbN7Z9Y9s3tn1j2ze2fWPbN7Z9Y9s3tn1j2ze2fWPbN7Z9Y9s3tn1j2ze2fWPbN7Z9Y9s3tn1j2ze2fWPbN7Z9Y9s3tn1j2ze2fWPbN7Z9Y9s3tn1j2ze2fWPbN7Z9Y9s3tn1j2ze2fWPbN7Z9Y9s3tn1j2ze2fWPbN7Z9Yz+t/7S+1+X7af2n9b1O316nb6/Tt9fp2+v07XX69jp9e52+vU7fXqdvr9O31+nb6/Ttdfr2On17nb69Tt9ep2+v07fX6dvr9O11+vY6fXudvr1O316nb6/Tt9fp2+v07XX69jp9e52+vU7fXqdvr8u31+Xb6/Ltdfn2unx7Xb69Lt9el2+vy7fX5dv+ve3fx/597N/H/n3s38f+fezfx/597N/H/n3s38f+fezfx/597N/H/n3s38f+fezfx/597N/H/n3s38d+fezXx3597NfHfn3s18f+fOzPx/587M/H/nzsz8f+fOzPx/587M/H/nzsz8f+fNqnnn8/+/OxPx/787E/H/vzsT8f+/OxPx/787E/H/vzsT8f+/OxPx/787E/H/vzsT8f+/OxPx/787E/H/vzsR8f+/GxHx/78bEfH/vxsf8e+++x/x7777H/Hvvvsf8e+++x7x777cnP+/rnt78e++uxvx7767G/Hvvrsb8e++uxvx7767G/Hvvrsb8e++uxvx7767G/Hvvrsb8e++uxvx7767G/Hvvrsb8e++uxvx7767G/Hvvr8brteN12vG47Xrcdr9uO123H/nvsv8f+e+y/x/577L/H/nvmp55/X/vvsf8e+++x/x7777H/Hvvvsf8e+++x/x7777H/Hvvvsf8e+++x/x7777H/Hvvvsf8e+++x/x7777H/Hvvvsf8e+++x/x7777H/Hvvvsf8e+++x/x7777H/Hvvvsf8e++6x7x777rHvHvvuse8e++6x7x777bHfHvvtsd8e++2x3x777LHPHvvssc8e++yxzx777LHPHvvssc8e++yxzx777LHPHvvqsa8e++qxrx776rGvHvvpsZ8e++mxnx776bGfHvvpsZ8e++mxnx776bGfHvvpsZ8e++mxnx776bGfHvvp8T738T73sZ8e++ixjx776LGPHvvosY8e++ixj54PH23ffPjn+3r52nwNX7uv6at8Hb5OX5evt68PX5++vnz91D2//bfv//S3n7788duf//zxjy79/m8//vHLTz9/9/X9j//ww+///W9ff/ny05f/eP+jL3/0f3P+59cfv/zx/c9//OHLt+//+OMfN6s2qzarNqs2q364Wvsm/FvF/M2X//fdD9/+5S3nf+L/Mj+v/hPDn9Pw5zR8h+HPZfhzGf5chj+X4c9l+Ccc/gmHf8Lhn3BYb1pnWmf6+5j+PqZ1p3Wndad1p3Wndad1p3Wndad1p3WXdZd1l3WXdZd1l3WXdZd1l3WXdZd1l3WXde9vfv/d1x++/viX99f4y7c//Zf/aftvP3z/07f+P5a49U9//fLz+7/y/7XCbYX7/m9//Prjn/x//Ovc/nVuf20P/1oP/1oP/1oP/1oP/1oPaz78az38az0s+rDow7/Ww7/Ww7/Ww/oP6z+s/7T+B17adcVvvvz8y/d/+fYXP9HXx4SqXd3/Rd///OtH8+fvf/rjb375z69/H/z88a8+5iDvq3wdvk5fl6/3b963+PL9n/78y59/98uff/ri8c//8m/f/8fn+Hc/vwvrR/8f/7mPH9ovYHlf+2++/emnr//5w5d/++V//H30t7/+9u/Xn379Yx//8o9f//PHj9Ef3j/sb/yf/fHHj1v4MfG7U5rfnfK+rt/xX/7h5y9//4fvH+C3X3/65c9f//T1x29/+N33P/7ya+F/98v3X3/8ly///rfv/+PbH778+N2X//7nr3/7+cvv31z44eufvv/u2x9+/PrLb3/9j//007c//PJXhn/45e939Umx5pNi72vzNXztvqav8nX4On1dvt6+Pnx9+vrydfv68Wn65FjzybH31frD+tv3277f9v2277d9v+37Hd/v+H7H9zu+3/Hvc84//9/38uTX//06uDz4hkF8DtrnoP86+Kd/bW8cxT/96zWzf1zy+qfvvv/pux8+vqd8Pv/+TyN++/WvX378w99++OHLx2ftFEpzCqU5hdKcQmlOoTSnUJpTKM0plOYUSnMKpT393T393T393T393T393T393T393T393T393T393T393T393T393T393T393T393T393T393T393T393T3tAk+7wNO//9O//9O//9O//9O//9O//9O//9O//9O//9O/v7ugzV3Q5i5ocxe0uQva3AVt7oI2d0Gbu6DNXdDmLmhzF7S5C9rcBW3ugjZ3QZu7oM1d0OYuaHMXtLkL2twFbe6CNndBm7ugzV3Q5i5ocxe0uQva3AVt7oI2d0Gbu6DNXdDmLmhzF7S5C9rcBW3ufjZ3NZt3yW+fdrt92u32abfbp91un3a7fdrt9mm326fdbp92u33a7fZpt9un3W6fdrt92u32abfbp91un3a7fdrt9mm326fdbp92u33a7fZpt9un3W6fdrt92u02M24z4zYzbjPjNjNuM+M2M24z4zYzbjPjNjNun3a7fdrt9mm326fdbp92u33a7fZpt9un3W6fdrt92u32abfbae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae7bae57mEPjg4fv6/L14z7jg3Pv6+Vr8zV87b6mr/LV922+b/N92+d9H74+fX35un31zxfWD+uH9cP6Yf2wflg/rB/WD+uH9cP6Yf2wflg/rG8+DPNhmA/DfBjmwzAfhvkwzIdhPgzzYZgPw3wY5sMwH4b5MMwHp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vp41vz/Nuz/Nuz/Nuz/Nuz/Nuz/Nuz/Nuz/Nuz/Nuz/PuYT4M82GYD8N8GObDMB+G+TDMh2E+DPNhmA/DfBjmwzAfhvkwzIdhPgzzYZgPw3wY5sMwH4b5MMyHYT4M82GYD8N8GObDMB+G+TA++XBb/7b+bf3b+rf1b+vf1r+tf1v/tv5t/dv6t/Vv69/Wv63/sP7D+g/rP6z/sP7D+g/rP6z/sP7D+g/rP6z/sP7D+g/rP6z/tP7T+k/rP63/tP7T+k/rP63/tP7T+k/re943PO8bnu8Nz/OG53nD87zhed7wPG94njQ8TxqeJw3Pk4bnScPzpOF50jiff94/h+dJw/Ok4XnS8DxpeJ70MIcf5vDDHH6Yww9z+GEOP8zhhzn8MIcf5vDDHH6Yww9z+GEOP8zhhzn8MIcf5vDDHH6Yww9z+GEOP8zhhzn8MIcf5vDDHH6Yww9z+GEOP8zhhzn8MIcf5vDDHH6Yww9z+GEOP8zhhzn8MIcf5vDDHH6Yww9z+GEOP8zhhzn8MIcf5vDDHH6Yww9z+GEOP8zhhzn8MIcf5vDDHH58cPg8PtZp76s+rh/rqPe1++p/f33+++Hry9ft6/m4fswb3tfL1+ar79t83+b7Nt+3+b4f84b3dfl6++qf92Pe8L5av1m/WT+sH9YP64f1w/ph/bB+WDesG9YN64Z1w3rdOt063ffvvn/3fbt/r+77d9+/+/7d9+++f/fv1T91/HulddI6aZ3075HWSeukddL3T98/ff/0feXfQ76/fH/5/vL95fvL95fv//kcyfeX7y/ff/j+w/cfvv/w/YfvP3z/4fsP33/4/sP3H77/8P2n7z99/+n7T993+r7T95u+3/R9pu+zfJ/l+yzfZ/nnXL7f8v2Wf87l+y7fd/nnXL7/8v1v3/f2fW7f5/Z9bt/n9n1u3+f2fW7f5+H7PPxcP/xzPvxzPnz/h5+/h3Ue1nlY5+Hn72G9h/Ue1nv4+XtY9+nP52n9l/Ve1ntZ72Wdl+//8n1fvs/2n9/+ubf//Paf3/55t++z/fNu32/7592+7/bPu/3zbusc/7zHesef17Hu8c9/rH+sf6x/rH+sf6x/rH+se6z74Zfn+cHv99X/3/Xl/cLj/cLj/cLz9M/1PJ///+Pnchr9OI1+nEY/TqOfl//c6/O/98/38s/3Ov7z/jmdqjxOVR6nKo9Tlcept+PU23Hq7Tj1dpx6O067HafdjtNux2m347TbcdrtOO12nHY7Trsdp93Onr7v9H2n7zd9H9erU27H6bbjVNtxqu041XacZjtOsR2n2I5TbMfpteP02nF67Ti1dpxaO06tHafVjtNqx2m145TacUrtOKV2nE47TqUdp9GOU2jH6bPj9Nlx+uw4dXacOjtOnR2nzY7TZsdps+OU2XHK7DhldpwuO06XHafLjlNlx6my41TZcZrsOE12nCY7TpEdp8iOU2TH6bHj9Nhxeuw4NXacGjtOjR2nxY7TYsdpseOU2HFK7DgldpwOO06HHafDjlNhx6mw41TYcRrsOA12nAY7ToEdp7/eV9/XdeYU2HEK7DgFdpwCO06BHafAjlNgxymw4xTY+3r++f98+5cv//vL//rmc3B9DtrnID4H/XOQnwN9DsbnYH4O1m8+b/gNo4tRYxSMOqNkJEaD0WSERkOjodHQaGg0NBoaDY2GRkOjoRFoBBqBRqARaAQagUagEWgEGh2NjkZHo6PR0ehodDQ6Gh2NjkaikWgkGolGopFoJBqJRqKRaAgNoSE0hIbQEBpCQ2gIDaEx0BhoDDQGGgONgcZAY6Ax0BhoTDQmGhONicZEY6Ix0ZhoTDQmGguNhcZCY6Gx0FhoLDQWGguNtX5LDX5Tw6uGrYZRw17DrKFqOGo4a1hqV6ldpXaV2lVqV6ldpXaV2lVqV6ldpdZKrZVaK7VWaq3UWqm1Umul1kqtlVqUWpRalFqUWpRalFqUWpRalFqUWi+1Xmq91Hqp9VLrpdZLrZdaL7VeallqWWpZallqWWpZallqWWpZallqKjWVmkpNpaZSU6mp1FRqKjWV2ii1UWqj1EapjVIbpTZKbZTaKLVRarPUZqnNUpulNkttltostVlqs9Rmqa1SW6W2Sm2V2iq1VWqr1FaprVIrlrRiSSuWtGJJK5a0YkkrlrRiSSuWtGJJK5a0YkkrlrRiSSuWtGJJK5a0YkkrlrRiSSuWtGJJK5a0YkkrlrRiSSuWtGJJK5a0YkkrlrRiSSuWtGJJK5a0YkkrlrRiSSuWtGJJK5a0YkkrlrRiSSuWtGJJK5a0YkkrlrRiSSuWtGJJK5a0YkkrlrRiSSuWtGJJK5a0YkkrlrRiSSuWtGJJK5a0YkkrlrRiSSuWtGJJK5a0YkkrlrRiSSuWtGJJK5a0YkkrlrRiSSuWtGJJK5a0YkkrlrRiSSuWtGJJK5a0YkkrlrRiSSuWtGJJK5a0YkkrlrRiSSuWtGJJK5ZEsSSKJVEsiWJJFEuiWBLFkiiWRLEkiiVRLIliSRRLolgSxZIolkSxJIolUSyJYkkUS6JYEsWSKJZEsSSKJVEsiWJJFEuiWBLFkiiWRLEkiiVRLIliSRRLolgSxZIolkSxJIolUSyJYkkUS6JYEsWSKJZEsSSKJVEsiWJJFEuiWBLFkiiWRLEkiiVRLIliSRRLolgSxZIolkSxJIolUSyJYkkUS6JYEsWSKJZEsSSKJVEsiWJJFEuiWBLFkiiWRLEkiiVRLIliSRRLolgSxZIolkSxJIolUSyJYkkUS6JYEsWSKJZEsSSKJVEsiWJJL5b0YkkvlvRiSS+W9GJJL5b0YkkvlvRiSS+W9GJJL5b0YkkvlvRiSS+W9GJJL5b0YkkvlvRiSS+W9GJJL5b0YkkvlvRiSS+W9GJJL5b0YkkvlvRiSS+W9GJJL5b0YkkvlvRiSS+W9GJJL5b0YkkvlvRiSS+W9GJJL5b0YkkvlvRiSS+W9GJJL5b0YkkvlvRiSS+W9GJJL5b0YkkvlvRiSS+W9GJJL5b0YkkvlvRiSS+W9GJJL5b0YkkvlvRiSS+W9GJJL5b0YkkvlvRiSS+W9GJJL5b0YkkvlvRiSS+W9GJJL5b0YkkvlvRiSS+W9GJJL5b0YkkvlvRiSRZLsliSxZIslmSxJIslWSzJYkkWS7JYksWSLJZksSSLJVksyWJJFkuyWJLFkiyWZLEkiyVZLMliSRZLsliSxZIslmSxJIslWSzJYkkWS7JYksWSLJZksSSLJVksyWJJFkuyWJLFkiyWZLEkiyVZLMliSRZLsliSxZIslmSxJIslWSzJYkkWS7JYksWSLJZksSSLJVksyWJJFkuyWJLFkiyWZLEkiyVZLMliSRZLsliSxZIslmSxJIslWSzJYkkWS7JYksWSLJZksSSLJVksyWJJFkuyWJLFkiyWZLEkiyVZLMliSRZLsliSxZIslqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqlqhYomKJiiUqloxiySiWjGLJKJaMYskoloxiySiWjGLJKJaMYskoloxiySiWjGLJKJaMYskoloxiySiWjGLJKJaMYskoloxiySiWjGLJKJaMYskoloxiySiWjGLJKJaMYskoloxiySiWjGLJKJaMYskoloxiySiWjGLJKJaMYskoloxiySiWjGLJKJaMYskoloxiySiWjGLJKJaMYskoloxiySiWjGLJKJaMYskoloxiySiWjGLJKJaMYskoloxiySiWjGLJKJaMYskoloxiySiWjGLJKJaMYskoloxiySiWjGLJKJaMYskoloxiySiWjGLJKJaMYskoloxiySiWjGLJKJbMYskslsxiySyWzGLJLJbMYskslsxiySyWzGLJLJbMYskslsxiySyWzGLJLJbMYskslsxiySyWzGLJLJbMYskslsxiySyWzGLJLJbMYskslsxiySyWzGLJLJbMYskslsxiySyWzGLJLJbMYskslsxiySyWzGLJLJbMYskslsxiySyWzGLJLJbMYskslsxiySyWzGLJLJbMYskslsxiySyWzGLJLJbMYskslsxiySyWzGLJLJbMYskslsxiySyWzGLJLJbMYskslsxiySyWzGLJLJbMYskslsxiySyWzGLJLJbMYskslsxiySyWzGLJLJbMYskslsxiySyWrGLJKpasYskqlqxiySqWrGLJKpasYskqlqxiySqWrGLJKpasYskqlqxiySqWrGLJKpasYskqlqxiySqWrGLJKpasYskqlqxiySqWrGLJKpasYskqlqxiySqWrGLJKpasYskqlqxiySqWrGLJKpasYskqlqxiySqWrGLJKpasYskqlqxiySqWrGLJKpasYskqlqxiySqWrGLJKpasYskqlqxiySqWrGLJKpasYskqlqxiySqWrGLJKpasYskqlqxiySqWrGLJKpasYskqlqxiySqWrGLJKpasYskqlqxiySqWrGLJKpasYskqlqxiySqWrGLJKpasYsla6188/PV9Gv8wvv5h3P5hHP8wzn8Y6x/G4x/G8zd/+uG//vrn65veGSUjMRqM6k+sz1F+w+hi1BgFIzQSjUQj0Ug0Eg2hITSEhtCYNfpUu9o3jC5GjVEwqj+RjMRoMJqMPn++K9AINAKNQCPQCDQCjUAj0IhPjcafbfzZxp9t/NnGn231Z/s3jC5GjVEwQoPnoPEcNJ6DxnPQeA4az0HjOWg8B43noPEcNJ6DxnPQeA4az0HjOWg8B43noPEcNJ6DJjSEhtAQGkJDaAw0BhoDjYHGQGOgMdAYaAw0BhoTjYnGRIOnuPEUt4nGRGOiMdFY3Hlx58WdF3de3Hlx51V3+fxJ45tvGF2MGqNg1BklIzEajCYjNC40LjQuNC40LjQuNC40LjQuNC40oEBAgYACAQUCCgQUCCgQUCCgQECBgAIBBQIKBBQIKjmo5KCSg0oOKjmo5KCSg0oOKjmo5KCSg0oOKjmo5KCSg0oOqjao2qBqg6oNqjao2qBqg6oNqjao2qBqg6oNqjao2qBqg6oNqjao2qBqg6oNqjao2qBqg6oNqjao2qBWgwoN6jKoxqAag2oMqjEmd6Eug7oM6jKoy6AaY3E/qrFTjZ1q7FRjpxo71dipxk41dqqxU42dauxUY6caO9XYqcFODXZqsFODnRrs1GCnBjs12KnBTg12arBTg50a7NRgpwY7NdipwU4NdmqwU4OdGuzUYKcGOzXYqcFODXZqsFODnRrs1GCnBjs12KnBTg12arBTgx037bhppy47ddmpy05dduqyU5eduuzUZacuO3XZqctOXXbqslOXnbrs1GWnLjt12anLTl126rJTjZ1q7FRjpxo7Htqpy46Hdiq046GdWu14aKdqO1XbqdpO1XaqtlO1g8908M8mn+7k0518upNPd/LpTj7dyac7+XQnn+7k0518upNPd/LpTj7dyac7+XQn1Jt8zpPPefI5Tz7nyec8+Zwnn/Pkc558zpPPefI5Tz7nyec8+Zwnn/Pkc571mULHCR0ndJzMWiacnAsNiDmZyUzYuWDngp0Ldi7YuWDngp0Ldi7YuWDngp0Ldi7YuWDnYiazoOiCoguKLii6oOiCoguKLii6oOiCoguKLii6oOiCoguKLii6oOiCoguKLii6oOiCoguKLii6oOiCoguKLii6oOiCoguKLii6oOiCoguKLii6oOiCoguKLii6oOiCoouKX9T5os4Xdb6o80WdL+p8UeeLOl/U+aLOF3W+qPNFnS/qfFHnizpf1Pmizhd1vqjzRZ0v6nxR54s6X9T5os4Xdb6o80WdL+p8UeeLOl/U+aLOF3W+qPNFnS/qfFHnizpf1Pmiztdnnf/6nlFGF6PGKBh1RslIjAajyQiNC40LjQuNC40LjQuNC40LjQuNC42GRkOjodHQaGg0NBoaDY2GRkMj0Ag0Ao1AI9AINAKNQCPQCDQ6Gh2NjkZHo6PR0ehodDQ6Gh2NRCPRSDQSjUQj0Ug0Eo1EI9EQGkJDaAgNoSE0hIbQEBpCY6Ax0BhoDDQGGgONgcZAY6Ax0JhoTDQmGhONicZnnbeLpz34t6yFGvP2xry9MW9vzNsb8/bGvL0xb2/M2xvz9sa8vTFvb8zbG/P2xry9MW9vzNsb8/bGvL0xb2/M2xvz9sa8vTFvb8zbG/P2xry9MW9vzNsb8/bGvL0xb2/M2xvz9sa8vTFvb8zbG/P2xry9MW9vzNsb8/bGvL0xb2/M2xvz9sa8vTFvb8zbG/P2X98rzQgNnkRm8I0ZfGMG35jBN2bwjRl8YwbfmME3ZvCt17M20ZhoTDQmGguNhcZCY6Gx0FhoLDQWGgsNHCdxnMRxEsdJHCdxnMRxEsdJHCdxnMRxEsdJajBxnMRxEsdJHCdxnMRxEsdJHCdxnMRxEsdJHCep86TOkzpP6jyp86TOkzpP6jyp86TOkzpP6jyp86TOkzpP6jyp86TOkzpP6jyp86TOkzpP6jyp86TOkzpP6jyp86TOkzpP6jyp86TOkzpP6jyp86TOkzpP6jx5OpOnM3k6xdMpnk7xdIqnUzyd4ukUT6d4OsXTKZ5O8XSKp1M8neLpFE+neDrF0ymeTvF0iqdTPJ3i6RRPp3g6xdMpnk7xdIqnUzyd4ukUT6d4OsXTKZ5O8XSKp1M8neLpFE+neDrF0ymeTvF0CiYKJmrWv+UngImCiYKJgomCiYKJgomCiYKJgomCiYNvf/DtD779wbc/+PYH3/7g2x98+4Nvf1CNg2ocvf6tGPETUI2DahxU46AaJ8/9/Kb+WWMUjDqjZCRGg9GnLmvYxhq2sYZtrGEba9jGGraxhm2sYRtr2MYatrGGbaxhG2vYxhq2sYZtrGEba9jGGraxhm2sYRtr2MYatrGGbaxhG2vYxhq2sYZtrGEba9jGGraxhm2sYRtr2MYatrGGbaxhG2vYxhq2sYZtrGEba9jGGraxhm2sYRtr2MYatrGGbaxhG2vYxhq2sYZtrGEba9jGGraxhm2sYRtr2MYatrGGbaxhG2vYYA0brGGDNWywhg3WsMEaNljDBmvYYA0brGGDNWywhg3WsMEaNljDBmvYYA0brGGDNWywhg3WsMEaNljDBmvYYA0brGGDNWywhg3WsMEaNljDBmvYYA0brGGDNWywhg3WsMEaNljDBmvYYA0brGGDNWywhg3WsMEaNljDBmvYYA0brGGDNWywhg3WsMEaNljDBmvYYA0brGGDNWywhg3WsMEaNljDBmvYYA0brGGDNWywhg3WsMEaNljDBmvYYA0brGGDNWywhg3WsMEaNljDBmvYYA0brGGDNWywhg3WsMEa9j1CY6Ix0ZhoLDQWGguNhcZCY6Gx0FhoLDSo84s6v6jzizq/qPOLOr+o84s6v6jzizq/qPOLOmf1/h6hQZ1f1PlFnV/U+UWdX9T5RZ2TsQkyNkHGJsjYBBmbIGMTZGyCjE2QsQkyNkHGJsjYBBmbIGMTZGyCjE2QsQkyNkHGJsjYxEWdX9T5RUVdVNRFHV3U0UUdkZ4I0hNBeiJITwTpiSA9EaQngvREkJ4I0hNBeiJITwTpiSA9EaQngvREkJ4I0hNBeiJITwTpiSA9EaQngvREkJ4I0hNBeiJITwTpiSA9EaQngvREkJ4I0hNBeiJITwTpiSA9EaQngvREkJ4I0hNBeiJITwTpiSA9EaQngvREkJ4I0hNBeuL9Q6EBx0lUBImKIFERJCqCREWQqAgSFUGiIkhUBImKIFERJCqCREWQqAgSFe8P6PNPdJ4S9sOC/bBgPyzYDwv2w4L9sGA/LNgPC/bDgv2cYD8n2M8J9nOC/ZxgPyfYzwn2c4L9nGA/J9jPCfZzgv2cYD8n2KMI9iiCPYpgjyLYowj2KII9imCPItijCPYogj2KYI8i2KMI9iiCPYpgjyLYowj2KII9imCPItijCPYogj2KYI8i2KMI9iiCPYpgjyLYowj2KII9imCPItijCPYogj2KYI8i2KN4j9DgSUyexGRGkcwokhlFMqNIZhTJjCKZUSQzimRGkcwokhlFMqNIZhTJjCKZUST1kTy7ybObPLvJs5s8u8mzmzy7ybObPLvJs5s8u8mzmzy7Wc8uMwp2e4LdnmC3J9jtCXZ7gt2eYLcn2O0JdnuC3Z5gtyfY7Ql2e4LdnmC3J9jtCfZ4gp2dYGcn2NkJdnaCnZ1gZyfY2Ql2doKdnWBnJ9jZCXZ2gp2dYGcn2NkJdnaCnZ1gFyfYuwl2bIJ9mveIn4VqFDUoKk/Um6go8fyxixPs3QQ7NsFOzHvE78u3P/h+B9/q4LtkJybYf3mP+LN84oPPefCZDj7Jwac2+KwG1Bt8VoPPavBZDT4rdnaC/ZxgFyfYu3mP+BMQidzNe8SfgDQDvgyoMmDJgCADbgwYMSDDgAyDb2ZAhgEZBmQYkGFAhgEPBt/lgAeDb3XAA5JE7xF3hgeDb3/Ag8FzMODBqCcCHgx4wC5YsAsW7IIFu2DBLliwCxbsfQV7X+8Rd4YCk2dtQoHJUzeZd054MJl3Tp7JCRkmZJjwYFL7k4qf1PmkzidP7KTOJ8/upM4nT/HEuyfP88S7J0/2xLsnz/jEu8lQBRmqIEMVZKiCDFWQoQoyVEGGKshQBRmqIEMVZKiCDFWQoQoyVEGGKshQBRmqIEMVZKiCDFWQoQoyVEGGKshQBRmqIEMVZKiCDFWQoQoyVEGGKshQBRmqIEMVZKiCDFWQoQoyVEGGKshQBRmqIEMVZKiCDFWQoQoyVEGGKshQBRmqIEMVZKiCDFWQoQoyVEGGKshQBRmqIEMVZKiCDFWQoQr2n4P952D/Odh/Dvafg/3nYP852H8O9p+D/edg/znYfw72n4P952D/Odh/Dvafg/3nYP852H8O9p+D/edg/znYfw72n4P952D/Odh/Dvafg/3nYP852H8O9p+D/edg/znYfw72n4P952D/Odh/Dvafg/3nYP852GHunPronPronPronM3onM3onMjo7BV09gA66/3Oir6zju+syjtr8c5qu7Oy7qynO+vLzqqys5bsrBs7CftOwr6Toe9k6Dup9k6q/T36/O9Yp3Rm/50uWWfO1emSdWZf71Ew6oySkRhx588n+z1CI9FINBKNRCPRSDQSjUQj0eCTlNDgM5XQ4NOV0BAafOKqT0hoCI2BBt+M+GY00BhoDDT43sT3xvz0PUKDZ5e+ZKcv2elLdma0nb5kZ27b6Ut2ZrmdvmSnL9npS3b6kp3ZcKcv2ZkXv0doLDSoHn06WB+fDtaZP79HjVEw6oySkRgNRpMRGhcaVCj90M58vNMP7fRD3yM0qORxodH4Ezyng+eUWfN7xP14TgfPKd3NzgyvM8PrzPA6M7zODK8zw+vM8Dpzs848rDMP68zDOvOwzjysk5zvZOM72fhO+r2Tfu+k3zvp9076vZN+76TfO+n3Tvq9MzfrzL46s6/O/Kozv+rMrzrzq878qjO/6syvOvOrzvyqM4PqzJE6c6TOLKgzC+rMgjqzoM4sqDML6syCOrOgziyoM2fozBk684POXKAzF+jMBTpzgc5coDMX6MwFOnOBjtt33L7j7B0X77h4x8U7Lt5x8Y6Ld1y84+Idn+74dMeTO/3fTv+30//t5c70fzv9307/t9P/TXqpSS816aUm3dKkW5p0S5NuadItTbqlSW8x6S0mvcWkt5j0FpPeYtJRTDqKSUcx6SgmHcWko5h0FJOOYtLPS/p5ST8v6ecl/bykn5f085J+XtLPS3p3Se8u6d0lvbukd5f07pLeXdK7S3p3SZ8u6dMlfbqkT5f06ZI+XdKnS/p0SZ8u6aslfbWkr5b01ZIeWt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y1Ok4xTjFaEGN+4jiQvO2tsudRt/m/EF/HRmCVSJ6huJeb6Pga2Y8Nc8FXqD8Yru/I7V5vv63kcaC8NV/+QL7db468H9+2p96AefPzVT/mCQfif2ki/h/iIwD/X8R4Br7LXKgSa2IKupZHdYpgf3xJkXv9N/amhFs0tBPylbHCOcg3/Nlmn+z/BGV2lrdlz71zdk3bf7t+/v8lOfD/C8Vnb8fzd/vxzujHW/kl/535f/mlsQZj5F65e32W7pkrVbbUPqN9p5y/AfifBfKYFOs1fpilaMldF+9bcliu0HeMDzy2566L99szVI4UJO/8OQX4ljlCwB85SDwym5+8b8r/ij4r/yz//6hi+eRZ8ZuiJCdqJMmVkr7yR87k7xPZU5+31t6TR/k2NB+Q+FRyKv++o97vbty3dGzg7jyPTc5im57Dlpy95v9PU4ZGc8M8w38Az04uGQB4nO3Ua1BVVRQH8P+++3CuDwQEeYhy9z6HexATHzm+QFTUNDEwTUsNkUuhoZmK4iMfROmomdpjakyz1LKhtCkns9TG0Zosw9TsIWOEeoGztTQ1tcwPsdpc+WBT+cHPrZmz32v2nt/MWQA4bnztwXSLsPZ6xkJzI0x3LFNPvMhEFgowDWWowNt4B+9iBz7CbhzAUVShBi4u4hr+ZJxFsCgWz/ysM+vGeuvsLJbNRrF8VsRKWJmnl+eA56CnirfhM3gZX8lX8Rf4Wr6ev8o38s38TV7Bt/M9fB8/YjQzooxoI9Zoa/gM2ygxZhvLjGfDYiIGJFX6XvG95rsuYkWSGCJyxVgxXuSJfLFYfCD2is/Et6JaXBRXRYOMlLZMkd1kD5kh+8u7ZIEskWXyRblT7pE1VpgVY8Vb0rKtFKuL1d0aYRVYS6111lu2x460o+1YO9EWdke7kz3MLrQnJXuSo5It/2z/VQeOxwl3opw2ToKz2dnmfOUcdVQKUjJTpnR4Im1a2rwu8RWJFdYf1JDcQESaUSJP6y3EZq23Tettx06t9zEO4hhO4DTO4ldcBzFT60WzRJaq9bqzdDaADWY5bAwLsGJWyso9fbRepeckj+ML+DKtt4a/xNfxDSG9LVpva0ivkn9ttGzSa29Iw9F6c4wVxvNaD0kNWm+TgEgQUgwTI5v0CkS5+FDsE5+L46JGXBa/S8horddV66XLTK03Uc6UpbJcbpK7mvTibtLLtUZbS6znmvRah/R8TXoBuyikJ/0B/89++pveVqfyJr25aYG0Uq0XXyG1nmzUozr6kvbSe7SaVtEztJKephW0nJbRUlpCT1E5ldFiWkQL6XGaT/NoDs2imTSDptM0mkrFNJmKqJAKaCLlUx49SGNoNGXTIBpIWdSf+lEm9aUM6kO9qSelUSr5KInaUSIlUCzFUDRFUSRFUCsK/y14xlIX1Hl1TrmqTgXVKVWjflTV6gd1QlWp4+p79Z36Rh1TR9URdVgdUgfVfrVX7Va71A61Xq1UK9RytUgtUOPUncqvbJWo2qo4FanC3cvuBfeQu9993x3v5ro57nB3qDvYzXDT3STXdI364vq8+py6iNqXa9fUrq5dWvtkbVntwuCV4Lng4eCh4M7ghmBhsOfpjtXZ1YNOvBHYEtgY8Wnz15t9ceOP/j9uM0xPi8aO4R+ODJ6mkQe3jhuZHAbCYOo62gzN0QItEY5WiEAkotAa0YhBG8QiDvFIQFskop2uvknwQei6YcFG8m293w8HKeiA1P880fGW+XegE9LQWY+G4x7d5mIMxmMiChHAQyjCw5ikVx/BZBRjCh7FVF3hHsN0zMQMlGA2ZmEu5mAe5pvnkI6u6IYe5i/or3P6oKe3b+MV3smhthAZ3mLvFHRHP2+eN987Qa8V3fSSIeiC3t4ALnkbb+yFgeYF3Q9FNsY1bpsnzVPmGfOsWWfWo9S7FgtQZV7zppqXzSuh/fMYYLrmT+YlDMMI3I17kYNRuA+jMRIPYKz3E9yPCcjXNfpf4y+EnLMBAHicrVZpc9NWFJW8JE5ClpKFFnV54sVpaj+ZlEIwYEKQLLvgLs7WSlBaKXbSfYGWGX6Df82VaWfoN35az32yTSBJO8OUYXzPuzp6d78KGUqQsRf4oRCtZ8bMVovGdu4FdNmi1TA6FL29gDLF+O+CUTA6Hblv2TYZIRmerPcN0/Ai1yFTkYgOHcoo0RX0vE25lXv9VXPS8zv+9v3AlrbVCwS124FNm6ElqMqoGoYiSUlxl1ahGpwErfHzNWY+bwcCTvRiQZPtIIJG8LNJRuuM1iMrCsPQIrMchpKMdnAQhg5llcA9uWIMh/JeO6C8dGlMunA/JDNyKKck/BLdJL/vCn6SGudfykd+h7IlG3pP9EQPdydr+SLC2gqithVvh4EM8XRzJ8Aji4MaWHYor2jcK/eNTJqaMRylK5Fi6caU2T8kswP7lC85NK4EOznldZ7ljH3BN9BmFDIlqmsnC6o/PmV4vluyR8meUC8nfzK9xSzDBQ8RR8LvyZgLoTNlWJxNEhacHHpJ2aKM66mJqVNep2W8ZVgvQjv60hmlA+pPTWb9wLakHZZsh6ZVksn41I3rDs0oEIWgM95dfh1AuiFN82kbp2mcHJrFNXM6JQIZ6MAuzXiR6EWCZpA0h+ZUazdIct16uEzTB/KJQ2+o1lbQ2kmVlg39vNafVYkx6+0FyeysR2bs0myZmxSt6yZn+GcaP2QuoRLZYjtIOHmI1u2hvGy2ZEu8NsRW+pxfQe+zJkQkTfjfhPblUp1SwMQw5iWy5ZGx0TdNU9dqXhmJkfF3A5qVrvBpCk05KdFvrohg/q+5OdOYMVy3FyVnx8r0uGxdQJoWENt82aFFlZgsl5BnludUkmX5pkpyLN9SSZ7leZWMsbRUMs7ybZUUWL6jkgmWHyhRIfOBQyUNHjpU1uCRQ+8qg6bLr+Hje/DxXdwt4CNLGz6yvAAfWUr4yHIZPrIswkeWK/CR5fvwkeUqfGSplKjpVnMUzM5FwkN9Ik+XA+OjuN8qipwyOZiki2jipjilEjKuSl5j/8pAKzm0NiqPuUQXS0neXPQDrCEO8MOjmTn++JISV7S/H4Fn+seNYMJONM56Y+lPg//VN2Q1uWQuIqLLiB8On+wvGjuuOnRFVc7VHFr/LyqasAP6VZTEWCqKimjy8CKVd3q9pmxi2gOsdaxFTPS6aS4uwH4VW2YJA4L/mkITXvmgV5FC1Hq469qLx6KS3kE53AmWoIjnfXMreJoRWWE9zaxkz4cu78ACtqnUbNnA9HmvjlLEeyhd9hkv6krKenEXjzNebAFHvINefSeGS1jMsoEaSlhoIC4IbQX3nWBEptsuhwFH7vNoqPyxW3EjR1TUTuC3nW65F7ZQ8uucAwFNfmWQA1lDam5oNRUwPEI0ZJONcbVqOmUcwCCjxm5QETV8G9njgVKwL8OUjxVxunP065sW6qQOHlRGchvfHHjgDUsT8ef51RCHpdxQUlQ4aw0s5lpYSSrmAgbw1kjdPqrefJl9Iue2omr5xEtdRdfKPRjmZoG3xzkoS4UqoHqjDhtml5tLotUrGJL0ujqWBnb4a7Ri8//qPnaf90tNYoUcqbcdDnz0ORnD+Bscvy0HCRjEMQq5iZAX0+HE1x1zOF+hy5jFj0/R38HONRfm6QrwXUVXIVqcNR95FQ18yoZ5+kRxO1IL8FPVx54B+AzAZPC56pta0wbQmi3m+ADbzGGwwxwGu8xhsMec2wBfMIfBl8xhEDCHQcgcD+AecxjcZw6Dr5jD4AFzGgBfM4fBN8xhEDGHQcwcF2CfOQw6zGHQZQ6DA0XXR2k+5ANtAH2r0S2g73Q/4bCJw/eKbozYP/BBs3/UiNk/acTUnxXVRtRf+KCpv2rE1N80YupDRTdH1Ed80NTfNWLqHxox9bF6OpHLDP94cstUOKDscvvJ8Jvi/AOThU1veJxj8N7BcCIoYiMjY1/kBsadHAwcDMkFGxnYnLblRbmZKbEyaIE4DjyJHL4ctmyaHOLsrBxQoWy2cDZXFmM2BVawELfTPokG4Qb+Bq4GNgYGVgZOoJiA0z4GBzgEizGnuGxUYewIjNjg0BEB5qmBeLs4GhgYWRw6kkPAgpFA4MCTzOHPYc+mzSHJzsqjtYPxf+sGlt6NTAwuG1lTXACnUiz/AAB4nGNgIBokAaE3gzdrOwMD82MGhn8L2Lf9C2Od/v8j8+f/nyE8ZDWs7cx3/n9BqGKdClQH5TN4AKE5gzlbJlBVP9NDkBiQ3c/cwXQdRT6KuR9FTRJzO4o6ZPsWorjqA5APclc/WJ0Ty2cA1fZKMwAAeJztwjENAAAIA7AJQibCF0xwNW2SAQAAAJ4tAMAp6XtsDgAAeJxjYGJwYmBgCmE1ZWBmYGfQ28jIoG+ziZ2l+K3RRjbWOzabmJmATIaNzCBhVpDwJna2kj82mxhB4saCioKqioKKTkxC/wwY+/4VsZr+Ou3EspGBgYGFQZ+BgfkSazuDOoMxgzmDNQMDox2zsZEck6gIHws/o7K6mh2LqYkek7ISHxCrC5uYGRuJiYqwKSupMQKNNAdiRjZRYxt3LbNYV3VFQytjVSYuRzYmBUNrIyUZfXtlPSc9aXY+9modRQUdHQVFnX9TmRf/iVVmjv6zlCVPREVGUN462MTc31pXQ12yqEpeX0vL1FlfxUJdVFxWnPvPEQU9PQUgZpn3q1KF1R4ARAo4hgAAeJydU01PGzEUnGT5UKWqKrcen3IigmwSJC4cAUVCWggFCSm3LhuTrJKsV2uHKDlyqHrusT+ml6o998f0B3RsXEolekms2OPZefPeW3sBvMUP1PD4+1b7FHANO/Uy4Dq2658Djsh/DXiD+FfAm3gdScBb2IneB7yNTvSdUbWNVzT96B0crqFRTwKu4039IeCI/JeAN4h/BryJd9FWwFtoRK2At/EhynACjRJLVMgxwhgWgl1kaHI9QAddjlZAh+RuqRWqlrhk5BQpCgzJJJhjwp3BirtTzjkUn7g1857O2zLXEdocCz9i71Q+c4qp1phR4SpYMNoyUnBFN8N/hXvvK+hRV/h6Lxg7IytosI6UnCaKfVUuu6LOhKi5z+J8xDu7qGucUSnosxKnfe79r8M+mRsfbchrr+0yU/eFDg3j3FstyRlqXMSUqyY74vM+syTs0tWJE10uq3w0trKbNeWg0+22OB3K7VLs8lJP02IoyXySmpWcrnI1XOWZ7I6tLY/a7cViEdtl6UVxpmftpixyO5YrZVR1r4bS04WVi3SmpJGkVjdiSfJMFYaP5sVQVWLHSq7PEumXqnhUB8G+3KjK5LqQbtx9SmiyKi+tiU0+jXU1avd7STNmEz2cY4BjdjbA3tNJtPw7fLxb6J0PjvuDPVdGK3H9wp/siOfibkDFrRrNp2m1rtt6US+dacedy9/2O2s3+EcnVBnOqb96FVd3EWe+7Qk5jbs1Pq2YCZhMciOp2CodqllaTUTf/ffixPgNTd/rg3icbZt1fBw317YHNNJI2pSZmcGr0VDZXs+0KaWUMjmJm7h17DSxmzIzMzMzMzMzMzMzw+fE95zJ+/y+/hGdrHd1DejWNcfbOJ4z/b9/rnJWdf4//+kXh/5wHc/xHeYEDneEEzrSUY52Gs4IZyZnZmcWZ1ZnNmd2Zw5nTmcuZ25nHmdeZz5nfmcBZ0FnIWdhZxFnUWcxZ3FnDWdNZy2n3elwRjnbOzs4OzpdzkXOwc4hzj3Oqc7nzqHOUc4VzsXOkc5Bzkmu5/rOac7hzkMuc650fnF+dn51LnSucZ5wHnOudcY4Y52nnG7ncedJ5znnaecZ51lnJ+cl53nnBec6Z7zzvfOq87LzijPB+crZ2elxdnEmOr1On7OrM8mZ7ExxBp0BZzdnqrO7s6ezh7OXs4+zt3O7s5+zr7O/c4DztXOnG7jcFW7o/OP860pXudptOP+5jjvCncmd2Z3FndWdzZ3dncOd053Lndudx/nd+cOd153Pnd9dwF3QXchd2F3EXdRdzF3c+dNdwl3SXcpd2l3GXdZdzl3eXcFd0V3JXdltc5uucSPXurGbuKmbubm7iruqu5q7uruGu6a7ltvudrgtt9Mt3NL52PnEXdtdxx3pruuu567vbuBu6I5yN3I3djdxN3U3c0e7m7tbOHe5W7pbuVu72zifOp+527rbudu7O7g7ul3uGHesO87tdndyx7sT3B53Z3cXt9ed6Fzq9rn97iR3V3eyO8UdcAfd3dyp7u7uHu6e7l7u3u4+7r7ufu7+7gHuge5B7sHuIe6h7mHu4e4R7pHuUe7R7jHuse5x7vHuCe6J7knuye4p7qnuae7p7hnume5Z7tnuOe657nnu+e4F7oXuRe7F7iXupe5l7uXuFe6V7lXu1e417rXude717g3uje5N7s3uLe6t7m3u7e4d7p3uXe7d7j3uve597v3uA+6D7kPuw+4j7qPuY+7j7hPuk+5T7tPuM+6z7nPu8+4L7ovuS+7L7ivuq+5r7uvuG+6b7lvu2+477rvue+777gfuh+5H7sfuJ+6n7mfu5+4X7pfuV+7X7jfut+537vfuD+6P7k/uz+4v7q/ub+7v7h/un+5f7t/uP+6/7n+e47me5/ke8wKPe8ILPekpT3sNb4Q3kzezN4s3qzebN7s3hzenN5c3tzePN683nze/t4C3oLeQt7C3iLeot5i3uLeEt6S3lLe0t4y3rLect7y3greit5K3stfmNT3jRZ71Yi/xUi/zcm8Vb1VvNW91bw1vTW8tr93r8Fpep1d4pbe2t4430lvXW89b39vA29Ab5W3kbext4m3qbeaN9jb3tvC29Lbytva28bb1tvO293bwdvS6vDHeWG+c1+3t5I33Jng93s7eLl6vN9Hr8/q9Sd6u3mRvijfgDXq7eVO93b09vD29vby9vX28fb39vP29A7wDvYO8g71DvEO9w7zDvSO8I72jvKO9Y7xjveO8470TvBO9k7yTvVO8U73TvNO9M7wzvbO8s71zvHO987zzvQu8C72LvIu9S7xLvcu8y70rvCu9q7yrvWu8a73rvOu9G7wbvZu8m71bvFu927zbvTu8O727vLu9e7x7vfu8+70HvAe9h7yHvUe8R73HvMe9J7wnvae8p71nvGe957znvRe8F72XvJe9V7xXvde81703vDe9t7y3vXe8d733vPe9D7wPvY+8j71PvE+9z7zPvS+8L72vvK+9b7xvve+8770fvB+9n7yfvV+8X73fvN+9P7w/vb+8v71/vH+9/3zHd33P933mBz73hR/60le+9hv+CH8mf2Z/Fn9WfzZ/dn8Of05/Ln9ufx5/Xn8+f35/AX9BfyF/YX8Rf1F/MX9xfwl/SX8pf2l/GX9Zfzl/eX8Ff0V/JX9lv81v+saPfOvHfuKnfubn/ir+qv5q/ur+Gv6a/lp+u9/ht/xOv/BLf21/HX+kv66/nr++v4G/oT/K38jf2N/E39TfzB/tb+5v4W/pb+Vv7W/jb+tv52/v7+Dv6Hf5Y/yx/ji/29/JH+9P8Hv8nf1d/F5/ot/n9/uT/F39yf4Uf8Af9Hfzp/q7+3v4e/p7+Xv7+/j7+vv5+/sH+Af6B/kH+4f4h/qH+Yf7R/hH+kf5R/vH+Mf6x/nH+yf4J/on+Sf7p/in+qf5p/tn+Gf6Z/ln++f45/rn+ef7F/gX+hf5F/uX+Jf6l/mX+1f4V/pX+Vf71/jX+tf51/s3+Df6N/k3+7f4t/q3+bf7d/h3+nf5d/v3+Pf69/n3+w/4D/oP+Q/7j/iP+o/5j/tP+E/6T/lP+8/4z/rP+c/7L/gv+i/5L/uv+K/6r/mv+2/4b/pv+W/77/jv+u/57/sf+B/6H/kf+5/4n/qf+Z/7X/hf+l/5X/vf+N/63/nf+z/4P/o/+T/7v/i/+r/5v/t/+H/6f/l/+//4//r/MYe5zGM+YyxgnAkWMskU06zBRrCZ2MxsFjYrm43NzuZgc7K52NxsHjYvm4/NzxZgC7KF2MJsEbYoW4wtzpZgS7Kl2NJsGbYsW44tz1ZgK7KV2MqsjTWZYRGzLGYJS1nGcrYKW5WtxlZna7A12VqsnXWwFutkBSvZ2mwdNpKty9Zj67MN2IZsFNuIbcw2YZuyzdhotjnbgm3JtmJbs23Ytmw7tj3bge3IutgYNpaNY91sJzaeTWA9bGe2C+tlE1kf62eT2K5sMpvCBtgg241NZbuzPdiebC+2N9uH7cv2Y/uzA9iB7CB2MDuEHcoOY4ezI9iR7Ch2NDuGHcuOY8ezE9iJ7CR2MjuFncpOY6ezM9iZ7Cx2NjuHncvOY+ezC9iF7CJ2MbuEXcouY5ezK9iV7Cp2NbuGXcuuY9ezG9iN7CZ2M7uF3cpuY7ezO9id7C52N7uH3cvuY/ezB9iD7CH2MHuEPcoeY4+zJ9iT7Cn2NHuGPcueY8+zF9iL7CX2MnuFvcpeY6+zN9ib7C32NnuHvcveY++zD9iH7CP2MfuEfco+Y5+zL9iX7Cv2NfuGfcu+Y9+zH9iP7Cf2M/uF/cp+Y7+zP9if7C/2N/uH/cv+C5zADbzAD1gQBDwQQRjIQAU6aAQjgpmCmYNZglmD2YLZgzmCOYO5grmDeYJ5g/mC+YMFggWDhYKFg0WCRYPFgsWDJYIlg6WCpYNlgmWD5YLlgxWCFYOVgpWDtqAZmCAKbBAHSZAGWZAHqwSrBqsFqwdrBGsGawXtQUfQCjqDIiiDtYN1gpHBusF6wfrBBsGGwahgo2DjYJNg02CzYHSwebBFsGWwVbB1sE2wbbBdsH2wQ7Bj0BWMCcYG44LuYKdgfDAh6Al2DnYJeoOJQV/QH0wKdg0mB1OCgWAw2C2YGuwe7BHsGewV7B3sE+wb7BfsHxwQHBgcFBwcHBIcGhwWHB4cERwZHBUcHRwTHBscFxwfnBCcGJwUnBycEpwanBacHpwRnBmcFZwdnBOcG5wXnB9cEFwYXBRcHFwSXBpcFlweXBFcGVwVXB1cE1wbXBdcH9wQ3BjcFNwc3BLcGtwW3B7cEdwZ3BXcHdwT3BvcF9wfPBA8GDwUPBw8EjwaPBY8HjwRPBk8FTwdPBM8GzwXPB+8ELwYvBS8HLwSvBq8FrwevBG8GbwVvB28E7wbvBe8H3wQfBh8FHwcfBJ8GnwWfB58EXwZfBV8HXwTfBt8F3wf/BD8GPwU/Bz8Evwa/Bb8HvwR/Bn8Ffwd/BP8G/zHHe5yj/uc8YBzLnjIJVdc8wYfwWfiM/NZ+Kx8Nj47n4PPyefic/N5+Lx8Pj4/X4AvyBfiC/NF+KJ8Mb44X4IvyZfiS/Nl+LJ8Ob48X4GvyFfiK/M23uSGR9zymCc85RnP+Sp8Vb4aX52vwdfka/F23sFbvJMXvORr83X4SL4uX4+vzzfgG/JRfCO+Md+Eb8o346P55nwLviXfim/Nt+Hb8u349nwHviPv4mP4WD6Od/Od+Hg+gffwnfkuvJdP5H28n0/iu/LJfAof4IN8Nz6V78734HvyvfjefB++L9+P788P4Afyg/jB/BB+KD+MH86P4Efyo/jR/Bh+LD+OH89P4Cfyk/jJ/BR+Kj+Nn87P4Gfys/jZ/Bx+Lj+Pn88v4Bfyi/jF/BJ+Kb+MX86v4Ffyq/jV/Bp+Lb+OX89v4Dfym/jN/BZ+K7+N387v4Hfyu/jd/B5+L7+P388f4A/yh/jD/BH+KH+MP86f4E/yp/jT/Bn+LH+OP89f4C/yl/jL/BX+Kn+Nv87f4G/yt/jb/B3+Ln+Pv88/4B/yj/jH/BP+Kf+Mf86/4F/yr/jX/Bv+Lf+Of89/4D/yn/jP/Bf+K/+N/87/4H/yv/jf/B/+L/9POMIVnvAFE4HgQohQSKGEFg0xQswkZhaziFnFbGJ2MYeYU8wl5hbziHnFfGJ+sYBYUCwkFhaLiEXFYmJxsYRYUiwllhbLiGXFcmJ5sYJYUawkVhZtoimMiIQVsUhEKjKRi1XEqmI1sbpYQ6wp1hLtokO0RKcoRCnWFuuIkWJdsZ5YX2wgNhSjxEZiY7GJ2FRsJkaLzcUWYkuxldjaudG5SWwjthXbObc6tzkPi+2dm51bnEfEDs6BzoPOYc5VYkfnUdHl3OvcJ8aIsWKcc7foFjuJ8WKC6BE7i11Er5go+kS/mCR2FZPFFDEgBsVuYqrYXewh9hR7ib3FPmJfsZ/YXxwgDhQHiYPFIeJQcZg4XBwhjhRHOb+Jo8Ux4lhxnDhenCBOFCeJk8Up4lRxmjhdnCHOFGeJs8U54lxxnjhfXCAuFBeJi8Ul4lLnaOc8cZm4XFwhrhRXiavFNeJacZ24XtwgbhQ3iZvFLeJWcZu4Xdwh7hR3ibvFPeJecZ+4XzwgHhQPiYed050znTOc78QjziXOieJR8ZhztnOZc5x43DnZOUU8IZ4UT4mnxTPiWfGceF68IF4UL4mXxSviVfGaeF28Id4Ub4m3xTviXfGeeF98ID4UH4mPxSfiU/GZ+Fx8Ib4UX4mvxTfiW/Gd+F78IH4UP4mfxS/OHeJX8Zv4Xfwh/hR/ib/FP+Jf8V/ohG7ohX7IwiDkoQjDUIYq1GEjHBHOFM4czhLOGs4Wzh7OEc4ZzhXOHc4TzhvOF84fLhAuGC4ULhwuEi4aLhYuHi4RLhkuFS4dLhMuGy4XLh+uEK4YrhSuHLaFzdCEUWjDOEzCNMzCPFwlXDVcLVw9XCNcM1wrbA87wlbYGRZhGa4drhOODNcN1wvXDzcINwxHhRuFG4ebhJuGm4Wjw83DLcItw63CrcNtwm3D7cLtwx3CHcOucEw4NhwXdoc7hePDCWFPuHO4S9gbTgz7wv5wUrhrODmcEg6Eg+Fu4dRw93CPcM9wr3DvcJ9w33C/cP/wgPDA8KDw4PCQ8NDwsPDw8IjwyPCo8OjwmPDY8Ljw+PCE8MTwpPDk8JTw1PC08PTwjPDM8Kzw7PCc8NzwvPD88ILwwvCi8OLwkvDS8LLw8vCK8MrwqvDq8Jrw2vC68PrwhvDG8Kbw5vCW8NbwtvD28I7wzvCu8O7wnvDe8L7w/vCB8MHwofDh8JHw0fCx8PHwifDJ8Knw6fCZ8NnwufD58IXwxfCl8OXwlfDV8LXw9fCN8M3wrfDt8J3w3fC98P3wg/DD8KPw4/CT8NPws/Dz8Ivwy/Cr8Ovwm/Db8Lvw+/CH8Mfwp/Dn8Jfw1/C38Pfwj/DP8K/w7/Cf8N/wP+lIV3rSl0wGkkshQymlklo25Ag5k5xZziJnlbPJ2eUcck45l5xbziPnlfPJ+eUCckG5kFxYLiIXlYvJxeUSckm5lFxaLiOXlcvJ5eUKckW5klxZtsmmNDKSVsYykanMZC5XkavK1eTqcg25plxLtssO2ZKdspClXFuuI0fKdeV6cn25gdxQjpIbyY3lJnJTuZkcLTeXW8gt5VZya7mN3FZuJ7eXO8gdZZccI8fKcbJb7iTHywmyR+4sd5G9cqLsk/1yktxVTpZT5IAclLvJqXJ3uYfcU+4l95b7yH3lfnJ/eYA8UB4kD5aHyEPlYfJweYQ8Uh4lj5bHyGPlcfJ4eYI8UZ4kT5anyFPlafJ0eYY8U54lz5bnyHPlefJ8eYG8UF4kL5aXyEvlZfJyeYW8Ul4lr5bXyGvldfJ6eYO8Ud4kb5a3yFvlbfJ2eYe8U94l75b3yHvlffJ++YB8UD4kH5aPyEflY/Jx+YR8Uj4ln5bPyGflc/J5+YJ8Ub4kX5avyFfla/J1+YZ8U74l35bvyHfle/J9+YH8UH4kP5afyE/lZ/Jz+YX8Un4lv5bfyG/ld/J7+YP8Uf4kf5a/yF/lb/J3+Yf8U/4l/5b/yH/lf8pRrvKUr5gKFFdChUoqpbRqqBFqJjWzmkXNqmZTs6s51JxqLjW3mkfNq+ZT86sF1IJqIbWwWkQtqhZTi6sl1JJqKbW0WkYtq5ZTy6sV1IpqJbWyalNNZVSkrIpVolKVqVytolZVq6nV1RpqTbWWalcdqqU6VaFKtbZaR41U66r11PpqA7WhGqU2UhurTdSmajM1Wm2utlBbqq3U1mobta3aTm2vdlA7qi41Ro1V41S32kmNVxNUj9pZ7aJ61UTVp/rVJLWrmqymqAE1qHZTU9Xuag+1p9pL7a32Ufuq/dT+6gB1oDpIHawOUYeqw9Th6gh1pDpKHa2OUceq49Tx6gR1ojpJnaxOUaeq09Tp6gx1pjpLna3OUeeq89T56gJ1obpIXawuUZeqy9Tl6gp1pbpKXa2uUdeq69T16gZ1o7pJ3axuUbeq29Tt6g51p7pL3a3uUfeq+9T96gH1oHpIPaweUY+qx9Tj6gn1pHpKPa2eUc+q59Tz6gX1onpJvaxeUa+q19Tr6g31pnpLva3eUe+q99T76gP1ofpIfaw+UZ+qz9Tn6gv1pfpKfa2+Ud+q79T36gf1o/pJ/ax+Ub+q39Tv6g/1p/pL/a3+Uf+q/7SjXe1pXzMdaK6FDrXUSmvd0CP0THpmPYueVc+mZ9dz6Dn1XHpuPY+eV8+n59cL6AX1QnphvYheVC+mF9dL6CX1UnppvYxeVi+nl9cr6BX1Snpl3aab2uhIWx3rRKc607leRa+qV9Or6zX0mnot3a47dEt36kKXem29jh6p19Xr6fX1BnpDPUpvpDfWm+hN9WZ6tN5cb6G31FvprfU2elu9nd5e76B31F16jB6rx+luvZMeryfoHr2z3kX36om6T/frSXpXPVlP0QN6UO+mp+rd9R56T72X3lvvo/fV++n99QH6QH2QPlgfog/Vh+nD9RH6SH2UPlofo4/Vx+nj9Qn6RH2SPlmfok/Vp+nT9Rn6TH2WPlufo8/V5+nz9QX6Qn2Rvlhfoi/Vl+nL9RX6Sn2Vvlpfo6/V1+nr9Q36Rn2Tvlnfom/Vt+nb9R36Tn2Xvlvfo+/V9+n79QP6Qf2Qflg/oh/Vj+nH9RP6Sf2Uflo/o5/Vz+nn9Qv6Rf2Sflm/ol/Vr+nX9Rv6Tf2Wflu/o9/V7+n39Qf6Q/2R/lh/oj/Vn+nP9Rf6S/2V/lp/o7/V3+nv9Q/6R/2T/ln/on/Vv+nf9R/6T/2X/lv/o//V/zWchtvwGn6DNYIGb4hG2JAN1dCNRmNEY6bGzI1ZGrM2ZmvM3pijMWdjrsbcjXka8zbma8zfWKCxYGOhxsKNRRqLNhZrLN5YorFkY6nG0o1lGss2lmss31ihsWJjpcbKYrCvp62tw2CMMOaifWLX2Mn9faJreOTtYyZ379bNu6YPujW2Z/LYwYk79XbvrsfWtWqN6x/oGju2u29AjaWSd47tmjZF59BEXQOiwMzdmLkYnrl7+qCKeobueoZieIbu6YNeewb6+Bnoa9efHU/l9DNqGoMx0uvUn+AjB3p6x3XznumDGIkj68GRjRw+sp7pgzdyXa9nZ73uDOyd63p49ijBmPL1u8YODnTz3ukDXu3A2GLrDx0e6x36g284/L6+Gd5nY4wJ33D4vPuGz7uva1L/lIHJ/ZMmdItRONZ+HOuo4WPtnz6MGDVhsG981+TBib1dgwMj+mf8G99kmDh5BmKM445TvskwcfLwsOnwe6dMH/SmM5z7lP899wRXOIn4ZsMfHj18cQeHL+5oHPAgDnj08AEPTh+C0ZN7+sYHg9P+HDH6/xz84Ix/01vMcAhTZ6i3mqHeY4YbvPXwCew5fVBb1wtkz/9ZIFkbxiZGnE4WYbQYcXMyXLIsxZhhzDG2Y8RNz1oYOzEWGMvhMQc/Bz8HNwc3BzcHNwc3BzcHNwc3BzcHNwc3Bzcvg1ET+if3Bf3T/hx+rR3n3A52O9jtYLeD3Q52O9jtYLeD3Q52O9jtYLcXwejpzMGa2YHzxRbUxBbU7AC7A+wOsDvA7gC7A+wOsDvA7gC7A+wOnHcHrncL17sFfgv8Fvgt8Fvgt8Bvgd8CvwV+C/wW+C3wW+C3wG+B3wl+J/id4HeC3wl+J/id4HeC3wl+J/id4HeC3wl+J/id4HeCX4BfgF+AX4BfgF/EfO3hOI+fPuBV0AvQC9AL0AvQC9AL0AvQS9BL0EvQS9BL0EucfYmzL3H2Jfhlrtqn7RnD8e6iUrQXw2NX9/DWNWpKb9eUCcN1f11Pn8W0tWFsYjQYI4wWY4wxwZhizDDmGNsxdmBsYezEWGAcvhqmCX4T/Cb4TfCb4DfBb4LfBL8JfhP8JvhN8JvgN8Fvgt8E34BvwIcsjQHfgG/AN+Ab8A34BnwDvgHfgG/AN+Ab8CPwI/Aj8CPwI/Aj8KFZE4EbgRuBC9GaCNwI3AjcCFwLrgXXgmvBteBCyMaCa3HeFnwLvgXfgm/Bt+Bb8C34Mfgx+DH4Mfgx+DH40LSJwY/Bj8GPwY/Bj8GPwY/Bj8FPwE/Ah8JNAn4CfgJ+An4CfgJ+An4CfgJ+An4CfgJ+An4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4Kfgp+Cn4KPpxv4HwD5xs438D5Bs43cL6B8w2cb+B8A+cbON/A+QbON3C+gfMNnG/gfJODD/cbuN/A/QbuN3C/gfsN3G/gfgP3G7jfwP0G7jc5+O3gt4MP/xv438D/Bv438L+B/w38b+B/A/8b+N/A/wb+N+3gt4PfAT6eAQyeAQyeAQyeAQyeAQyeAQyeAQyeAQyeAQyeAQyeAQyeAQyeAQyeAQyeAQyeAQyeAQyeAQyeAQyeAQyeAQycb+B6A9cbuN7A9QauN3C9gesNXG/gegPXG7jewPUGrjdwvYG7Ddxt4G4Ddxu428DdBu42BeYrMF+B+WBvA3sb2NvA3gb2NrC3gb0N7G1gbwN7G9jbwN4G9jawt4G9DextYG9Tgl+CX4Jfgl+CX4JflnL85K7dusf2Txwjp/t7WjX9Z1GbkdP7jBlesRhjjAnGFGM2YkJ//y5dY/p3m/FT7Rg7MLYwdmIsMA5fiwjujuDuCO6O4O4I7o7g7AjOjuDsCM6O4OwIzo7g7AjOjuDsCM6O4OwIzo6MaQx1NGO6e/un1icDcUcQdwRxRxB3BHFHEHcEcUcQdwRxRxB3BHFHEHcEcUcQdwRxRxB3BHFHEHcEcUcR+BB4BIFHEHgEgUcQeASBRxB4BIFHEHgEgUcQeASBRxB4BI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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="c x3 y4 w2 h3"><div class="t m0 x4 h4 y5 ff2 fs1 fc1 sc2 ls1 ws1">1<span class="_ _0"/><span class="fc2 sc3"> </span></div></div><div class="t m0 x5 h5 y6 ff1 fs2 fc3 sc1 ls1 ws1"> </div><div class="t m0 x5 h5 y7 ff1 fs2 fc3 sc1 ls1 ws1"> </div><div class="t m0 x5 h5 y8 ff1 fs2 fc3 sc1 ls1 ws1"> </div><div class="t m0 x5 h5 y9 ff1 fs2 fc3 sc1 ls1 ws1"> </div><div class="t m0 x6 h6 ya ff1 fs3 fc3 sc1 ls1 ws1"> </div><div class="t m0 x2 h7 yb ff1 fs4 fc0 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</span></div><div class="c x8 y15 w3 ha"><div class="t m0 x9 h9 y16 ff2 fs6 fc6 sc1 ls1 ws1"> </div></div></div><div class="pi"/></div>
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ABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAADwVbIJAKAuKSUjlCYijACU++DwJQUAANAwNzwBAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAQPuyCQD4oJSSEcoUEUYA4I9PcM8JAACAhrnhCQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAADal00AAMDHpZSMwE8RYYQ6jq2PCgAAoGFueAIAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AACA9mUT1CKlZIT/XEQYAQCAT6eE35EAAAANc8MTAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAMC/kU0An3U4HKZp6rru8vLSGuCcAn9nmqbD4eCcguqD73c6nZ6fn/f7/dPT0ziO719wcXExn89vbm5ub29zdqbge87pbrd7eXlxTqHec9p13WKxcE7hHFJEWAF+axzHh4eH7Xb78bdcXV3d399fX1/PZq5Pw1d4fX398cbevfWqkl5nvKfnLiklm9iluDEt5Bik0CUbG1s0EidxMJG58EUu8o3yjaLIF7nAEuIgTgpCDjZpY2xBxyFN0x2XLRKVWojsi+7duzLeWnPNA4c6/H93q6K453rhWXMO5njH+M1vVqsVOQUCltMf//jH7733HjkFqPqAK35/mk6n+/3+Zf/vuq4Xi8VEIsFJAlfNab/ff9NvDMgpEIyc5nK5VCrFSQJUfcAlnc/n+Xz+rM8j3ySZTH7wwQe6rnOqwMVzulwuF4vF6/+n4vF4pVIhp8A1crper2ez2UVyWigUuPsHUPUBl2HbdqfTeeQjyXg8ruv6X/zFX3zrW986Ho9//vOfI5HIIy2guq5Xq9VYLMbZAuQUIKeuOf38888//fTTx3MaiUQajQa/nAeo+oDXOhwOv/jFL1z/T9ls9jvf+c43vvGNN90uOB6Pn3766Xw+/2IWmZDP503T5ISBi+R0MBi4Bs00zb/5m795JKe2bX/88cdvymk2m/3hD3/ICQOvZ1lWp9MhpwBVH+Cbki+bzX7ve9974iSx8/n80UcfuX6v4hsV4J2cfvzxx5PJhJwCXs7pZ5995voRDzkFqPqAFzoejz//+c/Fwxff9nnTzcByucx9dODFbNv+x3/8RzWnL7vt86ac8pt5wFM5db3BS+EHUPUBz3Y6nX7+85+LTxNf/x3F9cPOn/70p9wdAl7gfD7/0z/9EzkF/JjTTCbzmu0L5BS4CFagIOx6vZ74FlUul1//IWIsFvvZz34mflX4pvtIAB43Ho9FdvL5/EVy+nd/93cip7/4xS/IKXCRnH7x0cwrF+7FYrG///u/V3N6PB45c4CqD3iSzWYjlvLl8/lL9WEahtFsNp1PbNseDoccO/DcnIrJftls9lJ9mNFotNVqiYfD4fB8PnPywNPtdjs1p5fqw9R1/Wc/+5l42O/3ySlA1Qe8nW3bo9HI+SSZTF72So9hGI1Gw/lkv99vNhsOH3hxTuPx+GWv9ESj0Z/+9Kcip+v1msMHnp7TbrcrcprJZC74n9B1XeTUsixyClD1AW9xPp87nY74jlIqlS7+H0okEqKSHI1G9KUAT8yp+PW4rus/+clPLv4fisVi2WzW+WQ2m5FT4InUnNbr9Vc2drrmNJ/Pi5w+shIQAFUfEFmv1+JbRbPZvPi3qC/kcjlxIYG+FOCJORU92NfLaSaTMQyDnALPpd6VqFarT9zQ8FzpdFrktNPpkFOAqg9wZ1nWbDZzPsnn8+IbySVj9vAgLg5ZlrVcLnkhgEccj0eRU9M0r5rTWq0mcjqfz3khgMdzKnqwTdO83nTNh4cH9cI8OQWo+gAXam+nYRjpdPqq/9FoNCr6UhaLBX0pwCM5bbfbIqe5XO7GOV2tVofDgZcDeFNO+/2+84mu69fOqa7r5XJZ5HS32/FyAFR9wP+hjpau1WpX6hlzcu1LOZ1OvCKAaj6f3yWnpmnG43Hnk8FgQE6BN+X0ZnclnFKplMjpZDIhpwBVH/D/U0fAl8vlaDR6i7C59aVMp1NeFEDY7Xar1cr5JJ/P3yankUikUqmQU+BlOb1eD7aaU+eFedu2e70eLwpA1Qd8+V1BHQF/qe18T6H2pWy3W/pSAJFTdQT8ZVeqvDWnYuHKdrtl4QogcjqZTEROr31XQuS0WCw6n7AYCaDqAyKRN6xqqNfrN/4yUqlUMpl0Pul2u6KTDQhzTtUR8OKXbzeQSCRETkejETkFnDl1JuKLnN6gt1PklMVIAFUfIC2XS/X6wZVGSz+uUCiIRQ7D4ZDB00DEbVVDtVoVebmNUqkk/rsMiAfelNNisXiXnLIYCaDqA/4Py7IWi4XzSTabvdn1A0HTtGq16nyy3+/X6zUvE0LOdVXD9UbAv+W7o3IR17Iscgq45jSRSHgnpyxyAKj6EFJqb2c8Hs9kMnf8kmKxmOhLmc1m9KUg5Dm9/aqGxxmGkc1mRU5ZuIKQ51SsavBCTtWFK+QUoOpDGKkj4G9//UCVy+XELxvb7TZ9KSCnX7nNqobHZTIZdeEKOUVorddrUVB5IafpdFoscmAxEkDVh9A5HA5itHS5XL7L9QOZvYeHWq3mfGLbNn0pCCfLsu64quHxnKoLV8gpQptT0dvpnZyycAWg6kOonU6nwWDgfHLjVQ2Pi0ajal/K4XDghUOouPZg33JVw+PUhSur1YqFKyCnhmHcclXDc3PKYiSAqg8hMp1O1d5OT32FpmmKvpTBYEBfCkJlPB57PKepVErkdDKZsMgBoaL2YDebzbv3doqcshgJoOpDGG02m+1263zSaDS80NspqH0pvV6Plw+hzalHerCFer3u/Kps2xZ7BYEA2+123rwrIbAYCaDqQ+gcj8fRaOR8kkwm7zVa+nG6rjcaDeeT/X6/2Wx4ERF4tm2LnHqqB9tJ07RisShyKn4OBoKa026365ecshgJoOpDiKgj4HVdLxQKnv2CE4mE6EsZjUYsckDgcyquCem6Xq/XvZxTdeEKA+IRwpx6rQfbyXUxEjkFqPoQTOo1oWazqWmal7/mUqkk+lJY5IBgm8/n4kcx7+c0l8uJnLLIAcG2XC5FTqvVqgd7O0VO1YUrXJgHqPoQNLvdTlwTyufz4huAF6P48NBqtZxPGBCPYOdUtEdms1mf5nQ8HvOCIpAOh8NisRA5jcVi3s+punCFRQ4AVR8CxfX6gXdGwD/OdZEDg6cRkpxmMhm/5JQB8QgD19VHfsmp6yIHLsyDqg8IiPP5LKbqefyakEpd5DCZTOhLQcCoOa1UKp4aAf84FjkgDHq9nrpSxV85VS/Mk1NQ9QFBsF6v9/u980m1WvX4NSFVpVIRA+LpS0GQrFYrNacevyakYpEDgm2z2YicenP10eNcFznw4oKqD/C34/E4m82cT0zT9P71A5Wu62JAPP1jIKde40+Eh1EAACAASURBVLrIgf4xBIO6UsU0TW+uPnprTsUFP3IKqj7A39RVDYZh5HI5n/511EUO3W6XvhQEIKf9ft/5RNd1X+dU3BmmfwzByKm6qsG/OTUMg5wCVH0Ijvl8Lv4Rr9VqPrp+oKIvBcGjjoBvtVq+zqm6yIGcwu/W67W6UiVgOWXhCqj6AF+yLEuMgM/n89Fo1Nd/KU3TqtWq8wl9KfB7TsUI+ADkVB0QT07h95yKHmxfrFR5bk4ty1qv17zcoOoD/OR0OoleFB+tanhcLBajLwXBoPaMxePxdDodgL+aa//Y8XjkRUcAcmoYhl9WNbw1p9ls1vlkNpuRU1D1AX4ynU7V0dKB+dvRl4JgUHuw/TUC/rk57ff75BQByKnf70o4ZTIZ8UvLdrtNTkHVB/jDbrfbbrfOJ34cLf1YPt36UpbLJS89fETtwS6Xy4HP6Xw+56WH33Pq9x5skdNareZ8Yts2OQVVH+ADp9NpMpk4nySTST+Oln6c2peyWCzEVXvAs1x7O1OpVPByms/nnU9WqxU5BTn1lGg0qub0cDjwBgBVH+BpordT1/VCoRDIv6nal0KfJ/xiPB4HuAfbKZ1Ox+NxkdPT6cR7AN7n2oMdyL+paZoip4PBgJyCqg/wLrW3s1gsapoWzJQq/WO2bY/HY94G8F1OA9bbKXIqflC2bXs6nfI2gMcFvgdbqFQqzr+dbdu9Xo+3Aaj6AC+ybTsMvZ1Ouq6Xy2Xnk+12u9vteDPAs1x7sIPXM/bWnLLIAR7PaRh6O0VOi8Wi8wkLV0DVB3jUcDgMSW+nUyqVEn0pk8mERQ7wrF6vF86cJpNJ5xMWrsDLgj0H+00SiQQ5BVUf4HWr1Wq/3zufBLi3U6jX66IvZTgc8paAB202m9DmtFAoiO644XDIRVx4M6fh6cEWSqUSi5FA1Qd4l2VZs9nM+cQ0zWD3djppmlatVp1P6EuBBx2Px9Fo5HwS+B5skVNxEXe/36/Xa94Y8H5Og93b+X9+/HVbuEJOQdUHeII6WlrX9VwuF6pDiMVipmk6n4xGo+PxyNsD3slpu90WOS2VSqE6BMMwRE5nsxk5hady2u/3RU7D0IMtcioWI81mMxaugKoPuD91BHyr1Xp4CN17OJfLib6Ufr9PXwo8Qh0B32w2w5lTsXCFnMJTORXlTbPZDEkPthOLkUDVB3iO6wj4aDQaxtC69aUsl0veJPBCTsUI+Hw+L36oCk9Oa7WayOl8PudNgrs7HA7k9E05tW2bnIKqD7gb27a73a7zSeBHSz/OMIx8Pu98slgs6EuBB3MqGh1DJRqNipyuVityivs6nU6DwUDkNJ1OhzmnYuHKarU6HA68VUDVB9za+XwWkyp1Xa/X6yE/lnQ6rfalnE4n3jC4FzWnYRgB/9acioUr5BT3JVaqRCKRSqUSwh5sJ3Ux0mAwYJEDqPqAW1uv12IEfDivH8joKn2etm1Pp1PeMLgLdVVDtVoNyQj4x3MqSl/btnu9Hm8YeCSnjUaDnH5R+rIYCVR9wD0dj0d1VUM4rx+odF0XfSnb7ZZFDrhLTsUIeNM0Y7EYJ/NFThuNhvMJC1dwF7ZtqzkNz0qVt+a0WCyKnIrbjwBVH3At6mhpwzDCtqrhcalUKplMOp+MRiP6UnDfnIZwpcrjEomEmlMWOeDGOVV7sMmpyCkLV0DVB9yHOlq6VquF/PqBqlAoiP4cBk/jltbrtToCnpwKpVKJhSu4b07VuxLkVFAXI7XbbXIKqj7guizLUkdLh3NVw+M0TWORA+6YU9GDHdoR8G/5Xuu2cIUB8bgN7ko8PaetVsv5hEUOoOoDrut8Pnc6HeeTkI+WfpxhGNls1vmERQ64S04NwyCnj+RUXeTAgHjcIKfclXg614Uru92OkwFVH3AV4/GY0dLPkslkWOSAG5vP5yKn9GA/Tl3kMBgMyCmunVPuSjyLaZoip5PJhJyCqg+4vN1ut91unU/K5TKjpd+SZBY54OY5FT3Y5XKZHuy35lRd5EBOcT2Hw4G7Ei+gLnJg4Qqo+oALs2272+06n8Tj8VQqxcm8lesiB/pScKWcTiYTcvqynIpFDixcwZWcTqfBYCBySg/2E3OqLnIgp6DqAy5JHS1dr9c5lidSFzlMJhMWOeAaOXW+r3RdF7/CwiNcFzmQU1zcdDrlrsRrcioWOZBTUPUBF7NarcRo6Wq1qmkaJ/N0YpGDbduikAZeabPZiJwWi0V6sF+T04jygRfw+pyKuxKNRoOcPou6yIHFSKDqAy7AdbR0LBbjZJ5F0zT6UnDVnI5GI5HTRCLByTw3p+Ii7n6/F/evgBezbVvkNJlMktNn/4jstnBlvV5zMqDqA17ufD63223nE0ZLv5hrX8rxeORk8PqcihHwuq6T05cxDEPkdDabkVNcJKdipYqu66VSiZN5WU7FYiRyCqo+4FUYAX9Zal9Kv9+nLwWvz6kYAd9sNsnpa3IqFq6QU7zeer0mpxekLkZqt9vkFFR9wEswWvrywXbrS1kul5wMXsyyLDWn4ochPDentVpNHPJ8Pudk8JqcirsS2WyWnF42p7Ztk1NQ9QHP5jpaWjQ+4QUMw8jn884ni8VCfAAMPD2nomeMEfAXEY1GRU5Xq9XhcOBk8AJqb6dhGJlMhpN5fU7FYqTVasViJFD1Ac8jRkszAv6C0um0+Ii30+mcTidOBq/MaYQR8JdjmmY8Hnc+GQwG5BQvoN6VoLfzUlKplMgpi5FA1Qc8gzpamhHwl4y30udp2/Z0OuVk8Cy73U7ktFwuk9MLEh912bbd6/U4Fjw3p6IHm5xePKcsRgJVH/ASjJa+AV3XRV/KdrtlkQOeldNutytymkqlOJnL5rTRaDifsHAFz3I6nSaTifNJPB4npxfPqboYiYUroOoD3uJ8PosPyXRdLxQKnMzFpVKpZDLpfDIajehLwROR09tIJBJqThkQjyfq9XrirkS9XudYrpFTFq6Aqg94nvV6vd/vnU+azaamaZzMNRQKBdHn0+l0GDyNt1qtViKn1WqVnF5JqVRi4QpeYLPZiJwWi0VyeiXqYiQWOYCqD3ij4/EoRkubpslo6evRNE1d5LBerzkZPDensViMk7nW92O3hSsMiMfj1LsSpmlyV+KqOW21WuIlIKeg6gNcnM/ndrvtfGIYRi6X42SuyjCMbDbrfDKbzVjkgEdy2u/3nU90XSenN8ipusiBnOKRnIpVDeT0Bli4Aqo+4EnU0dK1Wo3R0jeQyWTURQ70peBNORXFRqvVIqc3kE6nxYB4Fq7gTdbrtcgpqxpug4UroOoD3uJwOIiBV/l8PhqNcjK3SPvDQ61Wcz6hLwWuLMsip3fMqbrIgYUrcM2p6MHO5/PclbgZcgqqPuCNTqfTYDBwPonH42IcFq4qGo2KRQ6r1Wq323EycOZU9IzF4/F0Os3J3IzrwhVyCie1t9MwDHJ645yKhSssRgJVH/Cl6XQqejvFR2W4gVQqJfpSJpMJfSl4PKf0jN0+p2KRQ7fbZeEKvsJdCS9wXbhCTkHVh7DbbDbb7db5pNFoiPHHuI1KpeI8edu2e70ex4JIJLLb7UROy+UyOb0LdeGK2J2IMOdU9GCXy2V6sL2TUy7Mg6oP4aWOlk4mk4yWvhdd14vFovPJfr+nLwW2bXe7XZHTVCrFydyFpmnValXkVPysj3DmdDKZOJ/E43FyesecioUr+/2exUig6kNIuY6WLhQKnMwd0ZcCNafiV0nk9O5isZi4+TybzY7HIycTZsPh0Plvta7r3JW4L8MwyCmo+oBIJBJZLpfqaGlN0ziZ+yqVSqIvhUUOYbZer/f7vfNJtVolp3eXy+VETvv9PjkNrdVqJXJaLBbpwfZCTsX01Ha7TU5B1YdwsSxrsVg4n2SzWUZLeyL8Dw+iL8WyrOVyycmEM6diBLxpmrFYjJPxQk5brZZ4sVi4Ek7H41HNKXclPJJTFiOBqg+hpo6ANwwjk8lwMh5hGEY+n3c+WSwW4hezCDzXEfC5XI6T8YhoNCpyulqtyGkIc9put51PdF0npx7PKQtXQNWHsFBHwDebTUZLe0o6nRa/eqXPM2zG4zEj4L2fU7FwpdPpsHAlVNRVDa1Wi5x6immaLEYCVR/CSF3VwAh4L/4ToPR52rY9Ho85mZBwXdXACHgP5lRM7LBtezqdcjLhyakY35rP58mpB7EYCVR9CB3XVQ2MlvYmXdfL5bLzyXa7pS8lJDkVqxoYAe/lnDYaDXIazpyqqxrE0Eh4J6csRgJVH0KEVQ2+k0ql1L4UFjkEnrqqoV6vcyyepS5c6Xa75DQMOWVVg69zymIkUPUhsNbrNasafKder4u+FFESIGDUEfDk1PsKhYLokyenwbbZbFjV4DssRgJVH0JBHQHPqgZf0DSNvpTwcB0BT059kVNxEXe/34sbXwhSTsVdCVY1+ONna7fFSOv1mpMBVR+Cw3UEPKsa/CKRSIi7IqPR6Hg8cjLBy2m/3xc5ZQS8XxiGIXI6m83IaRhyyqoGf+U0m82KnLJwBVR9CA51tDQj4P0ll8uJvpR+v09fSvByKn74IKe+y6n4xSw5DZ7lcqnelSCnPpLJZFiMBKo+BJM6WpoR8P77F8GtL2W5XHIygWFZFiPgA5DTWq0mXtb5fM7JBCmni8VC5JQebL/n1LZtcgqqPvje6XRSR0szAt6PDMPI5/POJ4vFgr6UwORU9GAzAt6notGoyOlqtTocDpxMALjelUin05yMH3MqFiOtVisWroCqD/7W6/UYLR0Y6XSavpRAmk6nogebnPqXaZpi4cpgMDidTpyM343HY5FTejv9y3UxEjkFVR/8itHSQft3QenztG17PB5zMn7P6Xa7dT5pNBrk1NdE0W7b9nQ65Vh8bbfbiZyWy2Vy6vecisVIvV6PYwFVH/xHHS2dTCYZLe13uq6LvpTtdktfin/Ztk1OA5nTRqMhcsrCFV/ntNvtOp9wVyIYOWUxEqj64Huuo6VLpRInEwCpVCqZTDqfdLtd0XcEv+RUXBPSdb1QKHAyAZBIJEROR6MROfVpTofDochpvV7nZIKRUxYjgaoP/qaOgOf6QZAUCgXRWTQcDrng5zvr9VrNqaZpnExQc8pFXJ/mVNyVqFar5DQwWIwEqj74mOsIeEZLB4mmadVq1flkv9+v12tOxl85nc1mzifZbJacBiynLFzxu+PxKHJqmmYsFuNkgvMDt9tiJBY5gKoPPuA6Ap7R0sETi8VEX8psNqMvxS9cR8BnMhlOJmAMw8hms84nLFzxV07b7bZ4QXO5HCcTvJyqC1fIKaj64HWuI+Dp7QykXC4nfjXUbrfpS/EFRsCHRyaTYeGKT83nc5HTWq1GTgMpnU6LRQ6dTodFDqDqg3epI+AZLR3kfyYeHmq1mvOJbdv0pXgfI+DDllN14Qo59UVOxV2JcrkcjUY5maDmlIUroOqDb7iOgGe0dLBFo1GxyGG1Wh0OB07GyzllBHzYqAtXVqsVC1c8ntPJZEJOQ55TFiOBqg9exAj40EqlUqIvZTAY0Jfi2ZwyAp6cfmEymZBTzxoOh87eTl3XxS+CENScshgJVH3wOkbAhxl9KT7KKSPgQ6terzv7eG3b7vV6HIsHbTYbkdNisUgPdki4LkbiWEDVB69gBHzI6breaDScT+hL8SBGwIecpmnFYtH5ZL/fbzYbTsZrORV3JUzTTCQSnEx4cqouRiKnoOqDJzACHpFIJJFI0Jfi8ZwyAh5qTkejETn1VE77/b7zia7r5DRs1MVIo9GIxUig6sP9MQIeX3DtS2FAvEcwAh5fKJVKIqcscvBUTsVdiVarRU5DKJfLiZz2+31yCqo+3BMj4PEVTdPEgPj9fr9erzkZL+SUEfD48ru7ssjBsqzlcsnJ3J1lWSKn+XyenJLTr94eLFwBVR/uhtHSEAzDEH0ps9lMfHSNGzudTuQUIqfZbNb5ZLFYkNO751TclYjH4+l0mpMJc07z+bzzCYuRQNWHu1FHSzMCHrlcTgzyoX/svnq9HiPgIWQyGTWnLHK4o+l0KnqwK5UKvZ0hl06nWYwEqj7cn+toaUbA4+HhoVarOZ/Ytj0ejzkZ7+SUHmyo/WMsXLkj7krgTTlVFyOxcAVUfbgpRkvjEdFotFwuO5+wyOEubNsWOU0mk+QUX9B1Xc0pA+LvktNutytySg82vsqpWIzEIgdQ9eF2GC2Nt0qlUqIvhUUOt8+puCak63qpVOJk4MwpixzuTuzg1nW9UChwLPiK68IVFjmAqg+3sFwuxb1/VjVAVa/XWeRwR+v1mpzirdSFK1zEvaXVaiV6sKvVKnclIKgLV1jkAKo+XJ1lWYvFwvkkn8+LqQBAJBLRNK1arTqfsMjhljmdzWbOJ9lslpzCNafqgHhyehvH41Hk1DTNWCzGyUD+UM7CFVD14cYYLY1nicVi6iIH+lKuTe3tNAwjk8lwMnClLnJg4cptctput8ULwV0JPJJTsciBhSug6sMVMVoaz6Uucmi32/SlXNV4PBY5rdVq5BSPcF3kQE6vaj6fk1M8i7rIgYUroOrDVTBaGi/5p8RtkcN8PudkbpnTaDTKyeDxnKqLHFi4ctWcrlYr55N8Pk9O8dacqoscWLgCqj5cGKOl8WLRaFT0paxWKxY5XCmnk8nE+SQej5NTPIXrIgdyeg2n00nNqWiGB56eUxY5gKoPF3M+nxktjdcwTVP0pUwmE/pSLm44HDp7xnRdr9frHAueSF24MplMWORwcb1eT+RU/AIHeDynLFwBVR+uZb1ei9HSzWaT0dJ4lkql4uwHtm271+txLBe02WxETovFIjnFs4iFK7Zti4/8cI2cclcCz6IuXGExEqj6cAGuo6UZAY/n0nW9WCw6n+z3e/pSLpjT0WgkcppIJDgZPIvrwhVyeim2bYucJpNJcooX5FRcxGUxEqj68FqMlsYFJRIJ+lKulNN+vy9qbHKKl1EXroxGIxauXCSnYqWKruulUomTwQsYhsFiJFD14ZIYLY3LKpVKoi+FAfGvt1wuxdamVqtFTvFiuVxO5LTf75PTV1qv1yKnzWaTnOI1ORWNV+QUVH14IcuyGC2NC//LogyItyyLvpRX5nSxWJBTXDuny+WSk3lNTsVdiWw2y10JvDKnYjGSZVksRgJVH57tdDqJXhRGS+MiDMPIZrPOJ/SlvJjaM2YYRjqd5mTw+pyKhSuLxUL8qgqvyWkmk+Fk8Equi5HIKaj68DzT6VT0djJaGpeSyWTEh9ztdpu+lBcYj8cip/SM4VLS6bTIKf3YL8NdCVyPuhip0+mwGAlUfXiq3W633W6dTxqNBqOlcbF/X5S+FNu26Ut5fU7L5TI5xQVzKvo8bdsej8eczLMcDgdxV6JcLtODjQsSH8rbtj2dTjkWUPXh7Wzb7na7zieMlsbFRaPRcrnsfLJarQ6HAyfz9JxOJhPnk3g8nkqlOBlckK7rIqfb7Xa323EyT3Q6nQaDATnFtXPaaDTIKaj68GxiJ6+u64VCgWPBxaVSKdGXMhgM6Et5ek6dPWO6rtfrdY4FN8jpZDJh4coTibsSuq5zVwLXoC5G6na75BRUfXjMarXa7/fOJ9VqVdM0TgbXUKlUnB2J9KU80WazETktFovkFFdSr9dFTsWHg3hTTkUPdrFYpAcbV1IoFMS7i5yCqg9vdDwexWhp0zRjsRgngyvRdb1YLDqfbLfbzWbDyTye09FoJHJKDzauR9M0kdP9fk9OH2fbtsgpdyVw7ZxWq1WRU3GnFKDqQyQSiZzP536/L34iz+VynAyuSu1LGY1G9KWQU3gtp2Jzz2g0YuHKIzlV70qUSiVOBlcVi8VETlmMBKo+uFgul2LHS6vVYrQ0bqBUKql9KQyId7Ver0VOWdWA28jlciKn/X6fnL4pp6IHm5yCnIKqD55gWdZisXA+yefzjJbGjf65UQbE7/f79XrNyQhqD3Y+nxcb1YCb5dSyrOVyycm8NaemaZJT3CynrVZL5JTFSKDqw5fO53On03E+icfj6XSak8HNGIaRzWadT2azmfilFjltt9vi0MgpbpzTfD7vfLJYLMipyKnowTYMgx5s3FI0GhU5ZTESqPrwpfl8Lq5RVSoVelFwY5lMRnwc3ul06Et5JKe1Wo2c4sbS6bSaUxaufEW9K0FOcXumabIYCVR9kHa7nRjxVC6XGS2NO/yj8/BQq9WcT2zbpi/lC5ZlqTmlBxt3yano82ThijOn3JWAR4jNkOQUVH1hdzqdJpOJ80k8Hk+lUpwM7iIajZbLZeeT1Wq12+3IqdqDTU5xL7qui5xut1tyyl0JeC2njUZD5JSFK6DqC69er+fsGdN1XXw4BNxYKpUSfSmTySTkixxETiPKh7jA7XMqFq50u92Q53Q8HnNXAp7CYiRQ9eFLq9VKjJYuFov0duLu6vW6831o27bYfBUqm81G5JQebHhBoVBg4Yozp9vtlpzC+znlwjyo+kLHsix1tHQikeBkcHeaphWLReeT/X4vbrWFxPF4HI1GzifJZJLeTngkp9VqVeQ0nAtX1JzSgw3v5JSFK6DqCzX1+oGu64yWhnckEgnTNJ1PZrPZ8XgMW07FqgZd10ulEm8PeEQsFlNzGrZFDuqqBl3X6/U6bw94hLoYiYUroOoLEfX6QavV4voBPCWXy4m+lHa7Haq+FDWnzWaTnMJrOQ35wpX5fC5+gG42m5qm8d6Ad7guRmKRA6j6gs/1+gGjpeG5f4MeHlqtlvNJqBY57HY7kdN8Pi++bQNeyKm6cGU8Hocnp6L5nJzCmzll4Qqo+kLHtm2uCcEvotFoPp93PgnJIgfbttWVKqKVDvBOTtVFDmEYEO+6+ohVDfAm14UrLHIAVV9gnc9nMQtR1/VCocDJwLNM0xSLHMIwIH44HIqVKlwTgpepC1fCMCDedfURPdjwck7VRQ5huzAPqr6wWK/XYgQ81w/gfWKRQyToA+LVVQ3VapWcwnc5DfYFPzWnrD6C95VKJfEu7ff7LHIAVV/QHI9HdVUD1w/gfaEaEK+OgDdNMxaL8TaA93MangHxrnclWH0EH/xwr1zwsywrPBfmQdUXCupoacMwWNUAv3AdEB+8vhTXEfDkFH4RkgHxrquPWKkCH+VUvTDPIgeqPgSHOlq6Vqtx/QA+og6ID94ih+VyqY6AJ6fwEdcB8QHL6Xq9JqfwtXQ6LS7ihm3hCqj6AutwOKijpVnVAJ/9k+Q2ID5IfSmWZS0WC5FTerDhu5yqA+IDllNxVyKbzZJT+C6nlUpF5DQ8C1dA1RdYp9NpMBg4nzACHj7lusghGH0pas+YYRiMgIcfqQPig53TTCbDi44A5HS73YZhMRKo+oJsOp2K8dniAx7AR9RFDsHoSxmPxyKn9IzBv9RFDsHI6Xw+FznlrgSClNPJZHI6nTgZqj740m632263zieNRoPR0vA1tS/F7/1jak7L5TI5RcBy6vf+sd1uJ+5KlMtl7krA18TCFdu2p9Mpx0LVB/+xbbvb7TqfMFoaAeDaP3Y4HHz61zmdTpPJxPkkHo+nUileaAQsp77uHyOnCCRN04rFYmByCqq+8BoOh+J7cKFQ4FgQAGpfymAw8GlfSq/Xc/aM6bper9d5iRGMnCaTSecT//aPibsSuq5zVwLBkEgkRE673a7oZAZVHzxts9ns93vnk2azqWkaJ4NgqFQqAehLUXNaLBbJKQKjUCiInPZ6Pd/9LdQe7GKxSA82gprTiPJrA1D1wbuOx+NoNHI+MU2T0dIIEl3X/d6XYtu2mlN6sBEkav/Yfr/fbDb+yil3JRD4nFarVV/nFFR9IXU+n/v9vvj5OJfLcTIIGF/3pagj4MkpQpLT0Wjko5xyVwJhEIvFxE6v0Wh0PB45Gao+eNp8PhebkRgBj6Dyb1/KcrkkpwiJUqmk5tQXixzW6zV3JRASuVxO5LTf7wdg4Qqo+gLrcDiI0dL5fJ7eTgSVa1+KiIA3c7pYLJxPstksOUVgf554eGg2myKn6/Xa41+2ZVmz2cz5hLsSCFVOLctaLpecDFUfvOh0Og0GA+eTeDyeTqc5GQSY2pcym8283Jei5tQwjEwmw0uJADMMI5vN+iinag+2YRj0YCPwOc3n884ni8VCtKWAqg+e8Mtf/lIdLU3PGALPtS/Fs1/thx9+KC410duJMMhkMuIXZV7uH1sul+QUIZROp0VOR6MRfZ5UffCW4/EoGtsYLY2w/Gv18NBqtZxPLMvy5vyx4/EoejsbjQY5RUhyWqvVRE692edp27bIablcJqcISU7VPk/v92ODqi9c/vVf/9X5R0ZLI1Si0ajoSxmNRh7cB/2b3/yGnIKcfmU2m3kwp7/+9a+df4zH46lUipcPIaHrerlcFjllbztVH7zieDyKHbIffPABx4JQUftSfv/733vqK7RtW/xC/kc/+hEvHEKe0w8//NDjOWVVA8ImlUqJnPLrPqo+eIVoZstms/SiIHT/Zj08iI8nxQf2d/fRRx+JnEajUV44hC2nos/zt7/9rZdzapomOUUIqTnldh9VHzxBfNf83ve+x5kghAzDcH48adu2p4aPiSqU+boIp2g0Go/HnTk9HA7e+fJ+97vfOf/4gx/8gJcM4cxpMpl05vSzzz7jWKj6cGeWZTn7rePxODtkEVo//vGPnX/85JNPPPKFHY9HZ04Nw+AX8ggt8dHkH//4R+/k1PlRETlFmL3//vvOP+73e86Eqg/3r/oe+W4KhMq3v/1t5x//8Ic/eOQL+/TTTx+pToFQee+997yZ0z//+c/OP37/+9/nxUJofetb33L+8d///d85E6o+3Jn4nfs3vvENzgShpWmas8nTO59NioXU5BSh/gnj4cHZ5OnZnL777ru8WAhzTp1Nnqxrp+rD/f3pT39y/pF75wi5b37zm84/emTetPgdwte+9jVeKZBTr+VU/E6enCLkxAeU4mMRUPXh1pyfkopJu0AIiQ14YQ2e0AAAIABJREFUHtkG5tytouv6wwP/xiLURPOYR3Lq/BSVnAL8IoGqD94lPj0F4EHO3jYA3uHsYSOnAKj6AAAAAABUfQAAAAAAqj5cFttUgM8//9yDX5Vz6xc5BbzJ2dXpvIsLAFR9uD/nXF3bts/nM2eCMBNT+DyyZNn506Rt2x6ZXQHcy263c/5R0zQvfFXinwtyipATu8E8klNQ9YWXmKv7P//zP5wJwkz8Js0j36XE4i+PzKkH7kXsHPLIpzNiAjBz6kFOPZhTUPWF11/91V85/yg+QAVCxbZtZ0Hl/E34fYn515vNhhcLYc6pc1qmd3L69a9/3fnHP/zhD7xYCK3T6eT8FJWptlR98FzV97vf/Y4zQWit12vnH8Un997J6W9/+1teLITWRx995M2cii2Cv/3tb7k0gdD6/e9/7/zjd77zHc6Eqg93puu6czm7ZVnOz1CBUBHV1HvvveednIqrfeQUoSU+nfROTh8eHkROxb0mILQ59c6nM6DqC7Uf//jHzj8ul0vOBCG02Wyc7Z3xeNxTlxC+973vkVNgs9k4P/IwDMNTOc1ms84//su//AsvGUJot9uJnIp7CqDqw318+9vfdv5xu91yBx1hczqd5vP5I1WWB3N6OBx44RDynIpPLe/uW9/6lrMKtSyLnCJszufzZDJxPvn+97/PsVD1wRM0TRMfT/b7fY4FofLLX/7S+Ys+Xde90zb2ppzyawSQU6/l9OHh4f333xc55XYfQmW5XIqcfve73+VYqPrgFeLXGpZlMSQQ4XE4HFarlfNJtVp9eHjwfk7Flw0EmPqG92ZOM5mM+HWfGBMFBDuni8XC+aRYLHowp6DqCy/11wij0Yg+T4TB6XQaDAbOJ8lkMhaLeTOn5XLZ+WQ2m5FThMH5fO50Or7I6cPDQy6XEzll/BLCmdN4PM4cF6o+eI74eDISibTbbfpSEHjT6VQsPf/ggw88+9V+97vfJacIofF47K+cOodjRyKRTqdzOp14HRFs8/lc5LRQKHAsVH3w3mv28NBsNp1PbNsW9+aBgNlsNtvt1vmk0Wh4aiSgmtNWqyVyOh6PeSkRYLvdTuS0XC57PKe1Wk3kdDqd8lIi2DkVPdjlcpnRnVR98CjDMPL5vPPJarXa7XacDALJtu3RaOR8kkwmvd+LEo1GRU632y05RYBzKuYBJpPJVCrl/ZyKfmxyigA7nU4ip/F43Ps5BVVfqJmm6VwyG4lEJpMJfSkIpOFw6Pyjrut+6UUhpwhVTsU8QL/kNJVKJZNJ55Nutyv634BgEHcldF2vVCocC1UfvK5SqTg7Z+hLQSBtNpv9fu980mw2NU3zy9dfr9dFTnu9Hi8rAp/TYrHoo5wWCgXRiSo+bAKCkVPRg10sFr3cgw2qPnxJ1/Viseh8Ql8KAuZ4PIreTtM0xfQFj9M0TeR0v9+zcAVBovZgm6bpr3mAmqaJC/PkFIHPqS/uSoCqD19KJBL0pSCozudzv993PtF1XUxa90tOTdN0PhmNRuQUgcmp2oPtx5wahqHmlIUrCAz/3pUAVR++5NqXwoB4BMByuRS7s1qtlk93yOZyOZHTTqdDThEA6/Va7cEOTE77/T45RQCsVitf35UAVR8ikTf0pSyXS04GvmZZ1mKxcD7J5/P+HS2tLlyxLIuFKwhATmezmfNJNpv1Vw82OUXgHY9HkVPf3ZUAVR++pPalLBaLw+HAycCnTqdTp9MRb/J0Ou33nGazWeeT1WpFTuFf5/NZzWkmk/F7TlmMhIDltN1uize5H3uwQdWHL+VyOfGxzWAwYEA8fEqMlo74uWfMKZPJiEUOg8GAC37wqfF4LN69tVotADlNp9Mip1yYh3/N5/NA5hRUfSF+IZW+FBY5wKfU0dLlcjkYo6UfHh7EZiTbthkQDz/a7XZqTv3bg63mlEUOCEZOV6uV84mv70qAqg9f0nW90Wg4n2y3WwZPw19cR0unUqkA55QB8fBjTieTifNJPB4PWE6r1arIqfjpGfC40+mk5lRcCAJVH/xKXeTAgHj4iOsI+OCNlmaRA/xuOBw637G6rtfr9YD9HWOxmMjpbDZjkQN8pNfriZyKZhNQ9cHfSqUSfSnwKdcR8IEcLa0OiGfhCvxCHQFfrVZDklMWOcAvNpuNyGmxWAzGXQlQ9eH/e0WVC370j8EXQjVa2jWn6/WatwH8mNNYLBbUnLZaLecTy7LIKXyRU/WuRCKR4GSo+hA06iKH0WhEXwq8LISjpdVFDvSPwfs57ff7zie6rgc7p9FoVCxymM1mlmXxZoC/cloqlTgZUPUFE30p8JdwjpbOZDLil5ntdpucwss5FQVPq9UKfE7T6bTIaafTIafwrOVyKXIajNVHoOrDG15XpX/Msqz5fM7JwIPU0dKBGQH/1pzWajXnE9u2ySm8ybKscI6Ad83peDzmLQFv5nSxWIicBvWuBKj68CXDMERfymq1OhwOnAw8xXW0dJBGwD9O7R9brVa73Y43BryW006nI3KaTqfDk9Nyuex8st1uySm85nw+i5wahhGenIKqL9TS6XQ8Hnc+GQwGp9OJk4F3MFraNE2R08lkwiIHeMp0OhXvyUqlEqqesVQqJXLa7XbJKTxlPB6L9yS9naDqC82r+/AgfoC2bbvX63Ey8AhGS3/1A7Tzb23bNosc4Kmcbrdb55NGoxHCnNbrdRauwLN2u53IablcZlUDqPpCRNf1RqPhfMIiB3iEbduMlv4qp8ViUeSUAfEgp56iaVq1WiWn8GZOw3xXAlR9+FIikWCRA7xGvX4Q8tHSak5Z5AAv5HQ4HIqcFgqF0B5ILBZTF66wyAFeyKm4K1Gv1zkZUPWFEYsc4DXqCHiuH+RyORY5wFOWy6XowW42m5qmhflM1IUrLHLAfa3Xa5HTarUa8pyCqi/EL/PDQ6vVcj6xLGu5XHIyuIvD4aCOgGe0NIsc4CnqCPhsNktOySm8ltPZbOZ8YppmLBbjZEDVF17qgPjFYkFfCm7vdDoNBgPnk1CNgH9uTlm4gnvlVB0Bn8lkOJmI2yIHFq7gLlxXNeRyOU4GVH1hpy5yoC8FtydWNUTCNwL+ceoiBxau4PbUVQ30YDupixwmkwk5xY2pqxpqtRo5BVUf3Bc5jMdjTgY3o65qCOcI+MepOZ1OpxwLbplTRsA/Jadi4QqLkXBLrqsaotEoJwOqPkQikYiu66IvZbvd0peC22AE/NNzKhaukFPcN6eMgHfNqbpwhcVIuI3T6cSqBlD14S1SqVQymXQ+oS8FN+A6Aj7Mqxoel0gkRE673a7o5AGugVUNr8npaDQip7gBcVeCVQ2g6oO7QqFAXwpuTB0tzTWhZ+VU/XEcuDi1B5tVDY8rlUrkFHfPabFYJKeg6oMLTdPoS8EtHY9HdbQ0I+DfmtNqtUpOccucit5Ocvr2n6IeHprNpsip2EwDXJDag22aJnclQNWHN6IvBTdzPp/7/b7zCaOlnygWi5mmSU5xl5zquk5On8IwDJHT2Wx2PB45GVwjp2oPNjkFVR/egr4U3MZyuRSbIRkt/XS5XE7klIUruIb1ei1ySg/2s3Iqfina7/fJKa6RU+5KgKoPz3/t6UvB9VmWtVgsnE/y+TyjpV+TU8uy1us1J4PL5lT0YOfzeXo7n5XTWq0mjnS5XHIyuCDuSoCqDy9HXwqu6nw+dzod55N4PJ5OpzmZ5+Y0n8+LnIpfywAXzKlhGOT0uaLRqMjpYrEgp7hgTrkrAao+vAp9Kbie8XgsLqFVKhV6UV4gnU6LnNLniUuZz+cip/Rgk1N4MKfclQBVH173DnDrS5nP55wMXmm32223W+eTcrksrqjhxTm1bZuc4vUOh4No7C+Xy/Rgvzinoh/btu3xeMzJ4JUsyxI55a4EqPrwEmpfymq1oi8Fr2Hb9mQycT6Jx+OpVIqTeU1Oy+WyyOnhcOBk8GKn02kwGJDTC9J1XeR0u93udjtOBq/JKXclQNWHi0mn0/F43Pmk0+mcTidOBi8zHA6dPWO6rtfrdY7llVKplMjpYDAgp3ix6XQqclqpVDiWi+d0MpmwcAWXymmEuxKg6sOr3gcPD+KbvW3b0+mUk8ELbDYbMVq6WCxqmsbJvF6lUnF2yZJTvCanoge7WCzSg30R9Xpd5JTFSHgZ7kqAqg+XR18KLuJ4PI5GI+cT0zQTiQQnc6mcFotFkdPNZsPJ4Fls2xY5TSaT5PRSNE0TOd3v9+QUL8hpt9sVOaUHG1R9uIBUKpVMJp1Put0ufSl4OnW0tK7rjJa+rEQiIXI6Go3IKZ6VU3FNSNf1UqnEyVw2p2Ix0mg0YjESnpVT8StiXdcLhQInA6o+XEahUBCdA8PhkMHTeKLlcinmADWbTa4fXFypVBI5ZUA8nm69XpPTG8jlciKnLEbCs3Iq7kpUq1XuSoCqDxejaVq1WnU+2e/36/Wak8FbWZa1WCycT/L5vNhehcv8w60MiLcsi5ziiTmdzWbOJ9lslpzeLKcsXMFTHI9HkVPTNGOxGCcDqj5cUiwWE30ps9mMvhQ8jtHSN2YYRjabFTll4Qoep/Z2GoaRyWQ4mevllMVIeEFO2+22eCNxVwJUfbiKXC4nPvptt9v0peARjJa+vUwmI3JKnyceNx6PRU5rtRo5vSoWI+G55vM5OQVVH271tnh4qNVqzie2bdOXgjdRR8AzWvo2ORX9Y7Ztj8djTgauXEfAR6NRTubaOWUxEp6V09Vq5XySz+fJKaj6cEXRaFTtS2GRA1SuI+AZLX0bLFzB03MqRsDH43FySk7htZxOJhORU3HpBqDqw+WZpin6UiaTCX0pcHIdAc9o6VtKpVJqTlnkAJFTdQR8vV7nZG6ZUxYj4a2Gw6HzXaHruvhFMUDVh2upVCrOPj3btnu9HseCr7iuamC09I3V63WRU/EjPkKOEfBe4LoYiWPBV1arlchpsVjkrgSo+nAjuq4Xi0Xnk/1+v9lsOBlE3FY1MAL+LjRNI6d4JKeMgPdITsVF3P1+L25wIbRcVzUkEglOBlR9uJ1EIiH6UkajEX0pUFc1MAL+vjkVdz9GoxELV+C6qoER8PdiGAaLkeCaU7GqQdd1cgqqPtxBqVQSPQYMiIe6qqHZbDJa+o5yuZzIab/fJ6chx6oGD+ZUNESQU6irGlqtFjkFVR/u8S5RBsRblrVerzmZ0HIdAc/1Aw/mdLlccjLk1JlTRsDfPadiMZJlWSxGCnlOWdUAqj54iGEY2WzW+WQ2m4kxHggJdQQ8qxq8k1OxcGWxWJDT0OZUHQFPTr3AdTHS4XDgZELodDqxqgFUffCcTCYj+lLo8wwndQQ8qxq8I51Oqzll4Uo4cypGwLOqwTvUxUiDwYCchpC4K8GqBlD1wRvvFaUvxbbt8XjMyYSKOlqaVQ1ey6no87RtezqdcjKhstls1BHw5NRTxA/3LEYKZ05FDzarGkDVB6+IRqPlctn5ZLvd7nY7TiYkXEdLs6rBa3RdV3PKIofwsG17NBqJnDIC3oM5bTQazicsXAl5TpPJJDkFVR88JJVKib6UbrfLIocwOJ/P/X5f/NTCaGnP5pSFK6HNqVjVQE49y3UxEoscQoK7EqDqgw/U63XRgSD+8UIgLZdLMReE0dJeVigU1JxyETfw1uu1yCkrVbxMXYzEIocw4K4EqPrgD5qmVatV55P9fi/mDiNgLMtaLBbOJ4yW9n5OxQW//X7PwpXA51T0YGezWXqwPf1DGAtXwoe7EqDqg5/EYjExWXg2m9GXElSn00n0jMXj8XQ6zcl4HAtXQkXt7TQMI5PJcDLezykLV0KV03a7Ld4A9GCDqg+elsvlRF9Ku92mLyWQxGjpSCRSqVToGfMFFq6Ex3g8Fjmt1Wrk1BdYuBIe8/mcnIKqD3576zw8tFot5xPbtufzOScTMLvdToyWLpfLjJb2UU5ZuBLanNKD7aOcsnAlDA6Hg7gOw10JUPXBH6LRqOhLWa1WLHIIEtu2u92u80kymUylUpyMv3LKwpXA53QymTifxONxcuovLFwJvNPpNBgMRE7FZRmAqg/eZZqmWOQwmUzoSwmG8/nMaOlgYOFKsA2HQ+erqet6vV7nWPyYUxauBFiv1xM5rVQqHAuo+uAnlUrF2e9n23av1+NYAmC9XjNaOjBYuBJU6gj4YrFITn2KhStBtdls1JxyVwJUffAZXdeLxaLzyX6/py/F79QR8IyW9jUWrgSS6wj4RCLByfg3pyxcCWROR6OR80kymSSnoOqDLyUSCdGbPhqNWOTgX64j4Bkt7XcsXAleTvv9vvOJruvk1O9YuBKGnJZKJU4GVH3wK3WRQ7/fpy/FpxgtTU7hi5yKYqDVapHTAGDhSpAsl0uR02azSU5B1Qc/v5OUwdOWZS2XS07Gd3a7nWj8YwR8kHIqFq5YlsXCFT+yLIsR8AHOqbpwhZz6NKeLxULklLsSoOqD7xmGIRY5LBYL+lL85XQ6MQI+2FwXrpBT3+VU9GAzAj54ORWLHFiM5DuudyXS6TQnA6o+BEE6naYvxdcYLR0G6sKVTqfDwhUfmU6nogebnAaPunCFxUj+Mh6PRU7p7QRVHwL0flL6PG3bHo/HnIwvMFo6PESRYNv2dDrlWHxht9ttt1vnk3K5TE6DmlMWI5FTgKoPHqXruuhL2W639KV4n23bjJYmp5yM93Pa7XZFTunBDnBOWYzk05xyVwJUfQgF174U0ecAT1GvHzBaOgw5TSaTzifdbpecejynw+FQ5LRQKHAyAZZIJEROR6MROfW44XAo7krU63WOBVR9CKZ6vS76UobDIRf8PIvR0uFUKBRExxEXcb1svV6LHuxqtappGicTbKVSiZz6yGq1Uu9KkFNQ9SGwNE2rVqvOJ/v9fr1eczIepI6WzmazjJYOZ05ZuOLlnM5mM+cT0zRjsRgnE/wf1NwWI7HIwZuOx6OaU+5KgKoPAReLxcQk8dlsxoB4r1FHwBuGkclkOJnw5DSbzTqfLBaLw+HAyXiK6wj4XC7HyYSEuhhptVqRUw/mtN1uO5/ouk5OQdWHUMjlcuoiBwZPe4o6Ap7ezrDJZDIip4PBgJx6ijoCvlarkdNQSafT4sL8YDDggp+nzOdz8Yq0Wi1yCqo+hOPt5bbIgQHx3rHZbBgtDdecMiDeO1xHwEejUU4mbDlVFzmI6T64b05Xq5XzST6fJ6eg6kOIuA6IZ/C0F7iuamC0dGhz2mg0nE/2+734CQb3yqlY1cAI+DDnVF3kQE694HQ6qasaxCUXgKoPwacOiGfw9N0xAh6COiB+Npsdj0dO5r7UnDICPuQ5VS/Mk9O76/V6YlVDpVLhWEDVhzBiQLzXqCPgm80mo6VDTh0Q3+/3yekdbTYbVjVAUC/Mt9ttcuqpnBaLRe5KgKoPIaVpmjp4mkUO9+I6WppVDXh4eGi1WiKnLHK4Y05FDzarGvBFTmu1mvOJbdsscrgX9a4EqxpA1YewUwdP05dyF+fzud/vi5eG0dL4QjQaFTldLBYsXPFCThkBj0dyulqtyOldcqr2YJNTUPUBkXQ6TV/K3c3nc/HDASPg8XhO6ce+vfV6LXLKShU4maYpFjmQ07vkVL0rQU5B1QfQl3J/lmUxWhpvzam6yIGc3jinogc7n8/Tgw1BzAuxbXs8HnMsN8NdCVD1AY+hL+WOzudzp9NxPonH4+l0mpOBoC5cWa1Wh8OBk7lLTg3DIKd4Sk632+1ut+NkbpNT7kqAqg94C/pS7mU+n4uFGZVKhV4UuEqlUiKng8HgdDpxMrfPKT3YeCSnYuHKZDIhp7fJKXclQNUHvB19Kbe32+1Eb2e5XGa0NB7PqfMdYtv2dDrlWK7qcDioOaUHG48Qi5Fs2+71ehzLVXFXAlR9wFPRl3Jjtm1PJhPnk3g8nkqlOBk8ntNisShyutlsOJkrOZ1Og8GAnOJZNE0TOd3v9+T0qjnlrgSo+oBncO1LEX1NuJThcOg8W13X6/U6x4K3SiQSIqej0YicXkmv1xM5FW0RwJtyapomOb2N6XTKXQlQ9QHPo/aliL03uIjVaiVGS1erVU3TOBm8IKdffIjARdyL22w2IqfFYpEebDxRLpcT7xYuzF8pp9vt1vmk0WiQU1D1AW+haVq1WnU+oS/l4lxHS8diMU4GT8+pWOSw3+/X6zUnc9mcjkYjkdNEIsHJ4Kk/zCkLVyzLIqeXZdu2yGkymSSnoOoDniQWi6l9KcfjkZO5iPP53G63nU8YLY0XMAxD5HQ2m5HTC+ZUjIDXdZ2c4gU5zWazIqcsRrpgTsV1Pl3XS6USJwOqPuCp1L6Ufr9PX8pFMAIeF8yp2D7cbrfJ6aVyKn40b7Va5BQvkMlkRE7p87yU5XIpctpsNskpqPqA57wFHx5arZbziWVZ8/mck3kldVUDo6XxmpzWajXnE9u2yenrMQIe5NQXOV0sFs4n2WxWFNgAVR/wdtFoNJ/PO5+sViv6Ul7jdDqpqxpEkx7w+pweDgdO5jU5ZQQ8Lp5TsRhptVqxGOk11N5OwzAymQwnA6o+4CXS6XQ8Hnc+6XQ6p9OJk3kZMVqaEfC4CNM0RU4HgwE5vVROI4yAxyWkUimRUxYjvcZ4PBanR28nqPqAV7wRHx5EWWLb9nQ65WReQB0tzQh4XEqlUhELV3q9HsfyArvdjhHwuJJ6vc5ipCvltFwuk1NQ9QGvouu66EvZbrcscnguRkvj2jktFovOJyxceVlOu90uOcWVaJqm5lTcIMVbud6VSKVSnAyo+oDXSqVSyWTS+WQ0GtGX8nTn81l8oMtoaVxcIpFQc8oih2dRc1ooFDgWXDanLFx5pV6vJ+5K1Ot1jgVUfcBlFAoF0TvB4OmnW6/X+/3e+YTrB7iGUqnEwpUX22w2IqfValXTNE4Gl6UuRmLhymtyWiwWySmo+oCL0TSt2Ww6n1iWtV6vOZm3Oh6Ps9nM+cQ0TUZL4yrfOR4e1Jwul0tO5ik5FT3YpmnGYjFOBtfIqViMxCKHJ1LvSpimSQ82qPqACzMMI5vNOp/Ql/JW5/O53W6LY8zlcpwMrpdTschhsViwcOW5OdV1nZzieliM9LKcilUN5BRUfcC1ZDIZ8Usq+lIep46WrtVq9HbiqtLptMgp/diPm8/nIqetVouc4qrUhSssRnprTkVhzF0JUPUBV3tfPjzUajXnE/pSHuE6WjoajXIyuHZORZ8nOX08p2KIYj6fJ6e4ARYjPd3hcFBzyl0JUPUBV0RfyhOpI+AZLY2bUReurFar3W7Hyag5VUfAixGLwM1yut1uyanqdDoNBgOR03Q6zcmAqg+4LvpS3sp1VQOjpXFLqVRK5HQymZBTYTgcihHw4tcvwLVzKhaukFOVWNUQiUQqlQq9naDqA26BvpTHqasaGAGPu+TUOSCenAqr1UodAS9G6gPXJhYj2bbd6/U4lq+oqxoajQY5BVUfcCP0pTzCsix1VQMj4HGXnBaLRZHTzWbDyUTesFKFEfC4PU3TRE73+z05/SqnYlVDMpkkp6DqA25K7UvpdruiByOE1NHSrGrAHSUSCZHT0WhETs/nc7/fFxUyOcUdcypuk45GIxYjuea0VCrxhgFVH3Broi8lwoB4txHwrGoAOfVgTsUMKlY14L5yuZzIKYuRlsslqxpA1Qd4gqZp1WrV+cSyrOVyGdoDUUfAs6oBXsipWORgWVaYFzlYlsWqBnjuxz4Wrig5XSwWIqesagBVH3A3sVgsm806nywWi8PhEMKjOJ1O6gh4VjXACwzDUBeuhDanogebVQ3wck7DeWHe9a4EqxpA1QfcWSaTER+/DQaDEA6enk6njICHZ6XTabHIYTAYhPCCn8hpRJlIDNyRuhgpnBfm1bsS9HaCqg/wwJvVrS8lbIOnN5vNdrt1PmEEPLyWU3XhitgqGXi73U7ktFwuk1N4ili4EolEhsNhqC74ud6VIKeg6gM8Qdf1RqPhfBKqwdO2bTNaGuTU+zntdrsip/Rgw4M5FRfm9/v9er0OT065KwGqPsDTQjsgXr1+wGhpeDmn4RwQfz6fxS82dV0vFAq8JeBBsVhM5HQ2m4VkkcNwOBR3Jer1Om8JUPUB3lIqlULYl8JoafiLOiC+3+8HPqfr9Xq/3zufVKtVTdN4P8CzORUX5sOQ09VqJXJaLBbJKaj6AO+9a5ULfoHvS1FHS2ezWUZLw185tSwr8DmdzWbOJ6ZpxmIx3gzwck5rtZp4Gwd7MdLxeFRzyl0JUPUBHmUYRnj6UtQR8IZhZDIZ3gbwfk7FgPgA59R1BHwul+NtAI+LRqMip4vFQrSWBCmn7Xbb+UTXdXIKqj7A08LTl6KOgKe3E36RTqdFTtvtdiBzOh6PRU5rtRo5hV9yKhY5dDqdQOZUXdXQarXIKaj6AG+/d8PRl6KuamC0NHydU9u25/N5wP6arqsaotEobwD4JafqwpVA5lSsasjn8+QUVH2ADwS+L8V1VQOjpeH3nK5Wq8PhEKScilUNjICH7+i6Xi6XRU53u11g/oKn00ld1SCuigBUfYB3qf1jnU7ndDoF4K/GCHgEhmmaon9sMBgEI6eRSETNKSPg4UepVErkdDKZBCanvV5PrGoQv94EqPoAb7+DlTmBtm1Pp9MA/NXUEfDNZpPR0vAptX8sGDndbDasakCQcuq8QWDbdq/XC2ROi8UidyVA1Qf4jNqXst1u/d6X4jpamlUN8HVOG42GyOlms/F7TkUPNqsa4PecFotF55P9fu/3nKp3JVjVAKo+wK9SqVQymXQ+6Xa7Yk6Xj5zP536/73zCCHgEQCKREDkdjUZByikj4BGMnIrbbqPRyL8LV1zvSpBTUPUBPlYoFES3xnA49Ong6fl8LmbSMAIewVAqlURO/Tsgfr1ei5wyAh7BkMvlRE79uxjJ9a4EOQVVH+BjmqZVq1Xnk/1+v16vffcXsSyL0dII7Lcc5SKuTxeuWJYlerDJKYKdUz8uclDvSmSzWe70arTwAAALy0lEQVRKgKoP8L1YLCb6Umazmb8WOZxOp06n43wSj8fT6TQvLgLDMIxsNut84ruFK+fzWeTUMAxyioDl1O8LV87nc7vdFn+pTCbDiwuqPiAIcrmcusjBR30p0+lUXHOqVCr0oiBgMpmMrxeuzOdzkVN6xhA86XTa1wtX1JxyVwJUfUCA3tAPD7VazfnEtu3xeOyLL3632223W+eTcrnMaGkEMqf+Xbiy2+1EDzY5RVBzqi5c8csih8PhwF0JgKoPAReNRv24yMG27W6363ySTCZTqRQvKALJdeGK9wfEn06nyWTifBKPx8kpApxTsXDFF4scTqfTYDAQORUXQACqPiAIUqmU6Evx/iIHdbR0oVDgpUSwc+q7RQ69Xs/5Feq6Xq/XeSkRYK4LVzy+yMH1rgQvJUDVh2Cq1+s+WuSwWq3EaOlqtappGq8jgk1duOLli7ibzUbktFgsklMEnrpwxcuLHDabjbgr0Wg06MEGqPoQWD5a5KCOljZNMxaL8SIiDDlVB8R7Nqej0cj5JJlMJhIJXkQE/ydF/yxcsW2bnAJUfQgd10UOXutLUUdL67qey+V4+RAS6iIHDy5cOZ/P/X5f5LRUKvHyITw5FYscPLhwRV2pwl0JgKoPYaEucvBaX4o6WrrVajFaGqHiusjBazkVP+CyqgFhoy5y8FpOl8ulmlN6sAGqPoTj/a0scrAsaz6fe+TLU0fAM1oa5DQSidi27Z2cuo6AF2UqEIacqoscvLMYybKsxWLhfJLNZskpQNWHEIlGo6IvZbVaeaEvxXUEPKOlEdqcikUOq9XqcDh4IafqCPh0Os1LhhByXbjihcVIp9NJ9HYahpHJZHjJAKo+hItrX8rpdLrvV6WOgGe0NMJMXbgyGAzunlPXEfD0doKcfmUymdx94YqaU3qwAao+hPJd7taXMp1O7/gluY6AZ7Q0Qq5SqThTYNt2r9e7b04ZAQ8IYjGSbdti3+yN7XY7kdNyuUxOAao+hJRrX8pms7nLF6OOljZNk9HSgK7rxWLR+WS/33snp4yAByKRiKZpak7F3ddb5lTclUgmk6lUipcJoOpDeKVSqWQy6XwyGo1u35fiOlqaVQ3AFxKJhJrT2y9cOZ/P4tcXjIAHnDn1yGKk4XAo7kqQU4CqD4gUCgXR9XH7wdPr9ZoR8MAjSqWSyOntF66s12vRg80IeMApl8uJnLbb7RvnVL0rUa1WySlA1QdENE1rNpvOJ5ZlLZfLm30BlmXNZjPnE0bAA/Lb0sODmtNbLnI4Ho8ip6ZpklNA5LTVajmf3HjhyvF4VO9KxGIxXhqAqg+IRCIRwzCy2azzyWKxuM0iB7W30zAMRsADrjm918KV8/nc7/fFF0MPNqByXYx0m0UOak65KwFQ9QFSJpMRH9vfps9zPp+La4S1Wo3eTsDVvRauzOdzUV6SU+BNTNNUFzncIKfclQCo+oAnvOmV/rEb9KUcDgcx4qxcLkejUV4O4E05vf3CFcuyRE7z+Tw5BR6hLly5QU65KwFQ9QFPoi5yuGpfyul0GgwGzifxeJzR0sBzc7rdbq+XU7UHOx6Pi0GFANScikUOV12MxF0JgKoPeJ5UKnWzvpTpdCp6O8UvMQC8KadikcNkMrnSwpXxeExOgRdwXbhypZyqdyXo7QSo+oC3qNfroi+l1+td/ILfr371q+1263zSaDTEwGsAbyIWrti2PRwOL57T1Wolcloul8kp8LKcRq5zYX6z2ah3JcgpQNUHvIWmaaIvZb/fX3aRw+FwWCwWzifJZDKRSHD4wNNzWq1WRU4vexH3cDiIa0LJZJIebOBZOVUXrozH48vmVKxq4K4E8Cz/zz/8wz9wCgitv/zLv/z8888/++yzr5588skn77zzzrvvvvvOO++88n98t9up1w/q9Tq9KMCzfP3rXxc5/eyzzy6V08Ph8Itf/ML5RNf1v/3bvyWnwLPouv7OO+988sknXz3505/+9Pnnn7/33nvXyyk72QGqPuCp3nvvvf/4j/9w3hP45JNPPv3002Qy+eJvVOfz+de//rU6x6zVatGLArwsp59++ul///d/i5z+9V//9WvKs1/96lfqryNardbXvvY1zhx4rnfffVfk9LPPPrtSTn/yk59885vf5MyBp3vnf//3fzkFhJxt2//8z/8sLojrut5sNl8wDPp4PPb7fXWj9E9/+tNYLMZpA5fNabFYfEHX9Bf3A/f7PTkFLuh0Ov385z+/dk4bjQZ3JQCqPuAlDofDYDBQZ44lk0l1q/sj35/W67W4yPeFfD7PCHjglY7HY7vdds3p+++//8RqjZwCV+X6Ac0LcvrRRx+JC7dfyGazP/zhDzlngKoPuPA3qkgkouv6+++//53vfMe1/LNt++OPP/63f/s39fd7X+C3B8AFc9rpdFyz9lVOv/GNb6jtZF/k9Pe//736ewNyCngnp//1X//14YcfklOAqg+4ovP5PB6PxQB3QWwl+tOf/vSmYi8SiRiG0Ww2ucsHXDan8/lcDHB/TU51Xf/Zz35GTgGP57TVakWjUc4WoOoDLmO3211kE3Q+n0+n00wCBLycU9M0c7kcOQXIKUDVB4TO6XT68MMPXW/+PEUymfzRj37ER5KAx3P69Fu7AO6S03g8/sEHH5BTgKoPuO73qk8++eSRCwaCrus/+MEPvvvd79IqBtzM+Xz++OOPySkQsJy+//776XSanAJUfcCty7///M///OSTT8StA13X4/H4u+++yw+RwN1z+sc//vGjjz4ip4AfcxqJRJLJ5LvvvptIJGiWAaj6AAAAAADPwL1YAAAAAKDqAwAAAABQ9QEAAAAAqPoAAAAAAFR9AAAAAACqPgAAAAAAVR8AAAAAUPUBAAAAAKj6AAAAAABUfQAAAAAAqj4AAAAAAFUfAAAAAICqDwAAAABA1QcAAAAAVH0AAAAAAKo+AAAAAABVHwAAAACAqg8AAAAAQNUHAAAAAKDqAwAAAABQ9QEAAAAAVR8AAAAAgKoPAAAAAEDVBwAAAACg6gMAAAAAUPUBAAAAAKj6AAAAAABUfQAAAABA1QcAAAAAoOoDAAAAAFD1AQAAAACo+gAAAAAAVH0AAAAAAKo+AAAAAKDqAwAAAABQ9QEAAAAAqPoAAAAAAFR9AAAAAACqPgAAAAAAVR8AAAAAgKoPAAAAAKj6AAAAAABUfQAAAAAAqj4AAAAAAFUfAAAAAICqDwAAAABA1QcAAAAAoOoDAAAAAKo+AAAAAABVHwAAAACAqg8AAAAAQNUHAAAAAKDqAwAAAABQ9QEAAAAAqPoAAAAAgKoPAAAAAEDVBwAAAACg6gMAAAAAUPUBAAAAAKj6AAAAAABUfQAAAAAAqj4AAAAAoOoDAAAAAFD1AQAAAACo+gAAAAAAVH0AAAAAAKo+AAAAAABVHwAAAABQ9QEAAAAAqPoAAAAAAFR9AAAAAACqPgAAAAAAVR8AAAAAgKoPAAAAAEDVBwAAAABUfQDw/7ZfByQAAAAAgv6/bkegLwQAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAAzgI2ulc/E37kbwAAAABJRU5ErkJggg=="/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca </span><span class="wsa">202<span class="_ _0"/>4 r.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 xa h4 y5 ff2 fs1 fc1 sc2 ls1 ws1">2<span class="fc2 sc3"> </span></div></div><div class="t m0 x2 hb y18 ff2 fs7 fc5 sc1 ls9 wsb">1.<span class="ff3 ls1 ws1"> <span class="_ _3"> </span></span><span class="lsa wsc">Podstaw<span class="_ _0"/>owe inf<span class="_ _0"/>ormacje o <span class="_ _0"/>Marvipol De<span class="_ _0"/>velopme<span class="_ _0"/>nt </span></div><div class="t m0 x5 hb y19 ff2 fs7 fc5 sc1 ls9 wsb">S.A.<span class="ls1 ws1"> </span></div><div class="t m0 xb h5 y1a ff1 fs2 fc0 sc1 lsb wsd">Nazwa<span class="ls1 ws1"> <span class="_ _4"> </span><span class="lsc wse">Marv<span class="_ _1"/>ipol Deve<span class="_ _1"/>lopment<span class="_ _1"/> Spółka Akcy<span class="_ _1"/>jna<span class="ls1 ws1"> </span></span></span></div><div class="t m0 xb h5 y1b ff1 fs2 fc0 sc1 lsc wsf">Siedziba<span class="ls1 ws1"> <span class="_ _5"> </span><span class="lsd ws10">ul. Prost<span class="_ _0"/>a 32, 00</span>-<span class="lsb ws11">83<span class="_ _0"/>8 Warszawa</span> </span></div><div class="t m0 xb h5 y1c ff1 fs2 fc0 sc1 lsd ws12">Rejestrac<span class="_ _0"/>ja<span class="ls1 ws1"> <span class="_ _6"> </span></span><span class="ws10">Sąd Rejonow<span class="_ _0"/>y dla m.st. W<span class="_ _0"/>arszawy w<span class="_ _0"/><span class="ls1 ws1"> </span>Warszawie, XI<span class="_ _0"/>II Wydz<span class="_ _0"/>iał Gospodarcz<span class="_ _0"/>y KRS<span class="ls1 ws1"> </span></span></div><div class="t m0 xb h5 y1d ff1 fs2 fc0 sc1 lse wse">KRS<span class="ls1 ws1"> <span class="_ _7"> </span><span class="lsf ws13">0000534<span class="_ _1"/>585<span class="ls1 ws1"> </span></span></span></div><div class="t m0 xb h5 y1e ff1 fs2 fc0 sc1 lse wse">REGON<span class="ls1 ws1"> <span class="_ _8"> </span>360331494 </span></div><div class="t m0 xb h5 y1f ff1 fs2 fc0 sc1 lse wse">NIP<span class="ls1 ws1"> <span class="_ _9"> </span><span class="ls10 ws14">5272726050</span> </span></div><div class="t m0 xb h5 y20 ff1 fs2 fc0 sc1 lsd ws12">Przedmi<span class="_ _0"/>ot </div><div class="t m0 xb h5 y21 ff1 fs2 fc0 sc1 lsb wsd">dzi<span class="_ _0"/>ałalności<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 xc h5 y20 ff1 fs2 fc0 sc1 lsb ws11">Spółk<span class="_ _0"/>a prowadzi<span class="_ _0"/> działal<span class="_ _0"/>ność hold<span class="_ _0"/>ingową <span class="ls1 ws1">- <span class="ls11 ws15">j<span class="_ _0"/>est podmiotem dominu<span class="_ _0"/>jącym Grupy </span></span></div><div class="t m0 xc h5 y21 ff1 fs2 fc0 sc1 lsb ws11">Kapitał<span class="_ _0"/>owej Marvi<span class="_ _0"/>pol Devel<span class="_ _0"/>opment S<span class="_ _0"/>.A., pr<span class="_ _0"/>owadząc<span class="_ _0"/>ej dział<span class="_ _0"/>alność dew<span class="_ _0"/>elopersk<span class="_ _0"/>ą.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y22 ff1 fs2 fc0 sc1 lsd ws16">Marvipol<span class="_ _0"/> Developm<span class="_ _0"/>ent S.A.<span class="ls1 ws1"> <span class="lsb ws17">(<span class="_ _0"/>Marvipol<span class="_ _0"/>, Emitent,<span class="_ _0"/> Spółk<span class="_ _0"/>a) </span>– <span class="_ _a"> </span>w <span class="lsb ws17">następs<span class="_ _0"/>twie pod<span class="_ _0"/>ziału Marvi<span class="_ _0"/>pol S.A.<span class="_ _0"/> <span class="_ _b"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y23 ff1 fs2 fc0 sc1 ls1 ws1">– z <span class="lsd ws10">dni<span class="_ _0"/>em 1.12.201<span class="_ _0"/>7 r. przejęła dz<span class="_ _0"/>iałalność dew<span class="_ _0"/>elopersk<span class="_ _0"/>ą prowadz<span class="_ _0"/>oną przez Marvi<span class="_ _0"/>pol S<span class="_ _0"/>.A. od 1996 r. </span> </div><div class="t m0 x2 h5 y24 ff1 fs2 fc0 sc1 lsd ws18">Emitent<span class="_ _0"/> jest dominując<span class="_ _0"/>ą spółką Grupy K<span class="_ _0"/>apitałowe<span class="_ _0"/>j Marvipol<span class="_ _0"/> Development S<span class="_ _0"/>.A. (Grupa, Gru<span class="_ _0"/>pa </div><div class="t m0 x2 h5 y25 ff1 fs2 fc0 sc1 lsb ws11">Kapitał<span class="_ _0"/>owa, Gru<span class="_ _0"/>pa Marvipo<span class="_ _0"/>l Devel<span class="_ _0"/>opment).<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 hb y26 ff2 fs7 fc5 sc1 lsa ws19">2.<span class="ff3 ls1 ws1"> <span class="_ _c"> </span></span><span class="ws1a">Profil i<span class="ls1 ws1"> <span class="_ _0"/><span class="ls12 ws1b">s<span class="_ _0"/>trate<span class="_ _0"/>gia r<span class="_ _0"/>ozwo<span class="_ _0"/>ju Sp<span class="_ _0"/>ółki or<span class="_ _0"/>az<span class="_ _0"/> Grupy<span class="_ _0"/> </span></span></span></div><div class="t m0 x5 hb y27 ff2 fs7 fc5 sc1 ls13 ws1c">Kapitałowej<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y28 ff1 fs2 fc0 sc1 ls11 ws1d">Emitent <span class="_ _d"> </span><span class="lsd ws1e">jest jedn<span class="_ _0"/>ym z<span class="ls1 ws1"> <span class="lsb ws1f">wiodąc<span class="_ _0"/>ych polsk<span class="_ _0"/>ich dew<span class="_ _0"/>eloperów. Spół<span class="_ _0"/>ka prowad<span class="_ _0"/>zi d<span class="_ _0"/>ziałalność </span>–<span class="_ _0"/> <span class="_ _e"> </span><span class="ls14 ws20">za </span></span></span></div><div class="t m0 x2 h5 y29 ff1 fs2 fc0 sc1 lsd ws21">pośrednic<span class="_ _0"/>twem spółek<span class="_ _0"/> celowych<span class="_ _0"/> <span class="ls1 ws1">– w </span>trzech segmen<span class="_ _0"/>tach: <span class="ws12">dew<span class="_ _0"/>eloperskim</span>, w<span class="_ _0"/><span class="ls1 ws1"> </span>ramach któreg<span class="_ _0"/>o realizuje </div><div class="t m0 x2 h5 y2a ff1 fs2 fc0 sc1 lsb ws22">projek<span class="_ _0"/>ty budown<span class="_ _0"/>ictwa w<span class="_ _0"/>ielorodzin<span class="_ _0"/>nego, <span class="ls11 ws1d">mag<span class="_ _0"/>azynowym<span class="lsd ws23">, i<span class="_ _0"/>nwestując w<span class="_ _0"/><span class="ls1 ws1"> <span class="ls15 ws24">budowę i</span> <span class="_ _1"/><span class="lsc wsf">kome<span class="_ _1"/>rcjaliza<span class="_ _1"/>cję, </span></span></span></span></div><div class="t m0 x2 h5 y2b ff1 fs2 fc0 sc1 ls1 ws1">a <span class="lsd ws25">następni<span class="_ _0"/>e sprzedając<span class="_ _0"/> skomerc<span class="_ _0"/>jaliz<span class="_ _0"/>owane projek<span class="_ _0"/>ty oraz w</span> <span class="lsd ws12">segmen<span class="_ _0"/>cie <span class="_ _f"> </span><span class="lsb ws26">pozostał<span class="_ _0"/>e aktywa<span class="_ _0"/> </span></span></div><div class="t m0 x2 h5 y2c ff1 fs2 fc0 sc1 lsd ws12">nierucho<span class="_ _0"/>mościow<span class="_ _0"/>e.<span class="ls1 ws1"> <span class="_ _10"> </span></span><span class="ws27">Do seg<span class="_ _0"/>mentu pozo<span class="_ _0"/>stałe akt<span class="_ _0"/>ywa nieruch<span class="_ _0"/>omościow<span class="_ _0"/>e alokow<span class="_ _0"/>ane zosta<span class="_ _0"/>ły </span></div><div class="t m0 x2 h5 y2d ff1 fs2 fc0 sc1 lsb ws28">następ<span class="_ _0"/>ujące akt<span class="_ _0"/>ywa: nieru<span class="_ _0"/>chomo<span class="_ _0"/>ść niezab<span class="_ _0"/>udowan<span class="_ _0"/>a w<span class="ls1 ws1"> </span><span class="wsd">Kołobr<span class="_ _0"/>zegu<span class="lsc ws29">, lokale<span class="_ _1"/> inwestycy<span class="_ _1"/>jne w obie<span class="_ _1"/>kcie </span></span></div><div class="t m0 xd hc y2e ff2 fs8 fc1 sc1 ls16 ws2a">27<span class="ls1 ws1"> </span></div><div class="t m0 xe h5 y2f ff1 fs2 fc7 sc1 lse ws2b">LAT DZIAŁ<span class="_ _0"/>ALNOŚCI <span class="ls1 ws1"> </span></div><div class="t m0 xf h5 y30 ff1 fs2 fc7 sc1 lse ws2b">NA RYNKU <span class="ls1 ws1"> </span></div><div class="t m0 x10 h5 y31 ff1 fs2 fc7 sc1 lse wse">NIERUCHOMOŚ<span class="_ _0"/>CI<span class="ls1 ws1"> </span></div><div class="t m0 x11 hc y2e ff2 fs8 fc1 sc1 ls16 ws2a">63<span class="ls1 ws1"> </span></div><div class="t m0 x12 h5 y2f ff1 fs2 fc7 sc1 lse wse">ZREALIZOWANE </div><div class="t m0 x13 h5 y30 ff1 fs2 fc7 sc1 lse wse">PROJEKT<span class="ls1 ws1">Y </span></div><div class="t m0 x14 h5 y31 ff1 fs2 fc7 sc1 lse wse">DEWELOPERSKIE<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x15 hc y2e ff2 fs8 fc1 sc1 ls16 ws2a">1.221<span class="ls1 ws1"> </span></div><div class="t m0 x16 h5 y2f ff1 fs2 fc7 sc1 lsd ws10">TYS. M</div><div class="t m0 x17 hd y32 ff1 fs9 fc7 sc1 ls1 ws1">2</div><div class="t m0 x18 h5 y2f ff1 fs2 fc7 sc1 ls1 ws1"> <span class="ls10 ws14">UŻYTKOWEJ </span></div><div class="t m0 x19 h5 y30 ff1 fs2 fc7 sc1 lse wse">POWIERZCHNI <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x1a h5 y31 ff1 fs2 fc7 sc1 ls1 ws2c">W UKOŃCZONYCH </div><div class="t m0 x1b h5 y33 ff1 fs2 fc7 sc1 lse wse">PROJEKTACH<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf3" style="content-visibility: auto;"><div class="pc pc3 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca </span><span class="wsa">202<span class="_ _0"/>4 r.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 xa h4 y5 ff2 fs1 fc1 sc2 ls1 ws1">3<span class="fc2 sc3"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 lsb ws2d">Uniq<span class="_ _0"/>ue Tower w<span class="_ _0"/> Warszawie oraz<span class="_ _0"/> aktywa z<span class="_ _0"/>wiązane z<span class="_ _0"/> działal<span class="_ _0"/>nością naj<span class="_ _0"/>mu krótk<span class="_ _0"/>o, średni<span class="_ _0"/>o </div><div class="t m0 x2 h5 y34 ff1 fs2 fc0 sc1 ls1 ws1">i <span class="lsd ws10">dług<span class="_ _0"/>oterminoweg<span class="_ _0"/>o prowadz<span class="_ _0"/>oną przez Un<span class="_ _0"/>ique Apart<span class="_ _0"/>ments Warszaw<span class="_ _0"/>a Sp. z o.o</span>. </div><div class="t m0 x2 h5 y8 ff1 fs2 fc0 sc1 ls11 ws1d">Rodzimym<span class="ls1 ws1"> <span class="_ _11"> </span>i <span class="lsd ws2e">podstaw<span class="_ _0"/>owym rynk<span class="_ _0"/>iem prowadz<span class="_ _0"/>enia prz<span class="_ _0"/>ez</span> <span class="_ _11"> </span><span class="lsd ws2e">Grupę Marvipol D<span class="_ _0"/>evelopmen<span class="_ _0"/>t</span> <span class="lsc wsf">działa<span class="_ _1"/>lności </span></span></div><div class="t m0 x2 h5 y35 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsd ws2f">segmenc<span class="_ _0"/>ie dewelop<span class="_ _0"/>erskim j<span class="_ _0"/>est Warszawa, gd<span class="_ _0"/>zie Marvip<span class="_ _0"/>ol</span> <span class="_ _1"/>w <span class="lsd ws2f">okresie 2</span>7 <span class="lsb ws30">lat zbudował mocną p<span class="_ _0"/>ozycję </span></div><div class="t m0 x2 h5 y36 ff1 fs2 fc0 sc1 lsb ws31">rynkow<span class="_ _0"/>ą, a<span class="ls1 ws1"> </span><span class="ws32">także roz<span class="_ _0"/>poznaw<span class="_ _0"/>alną mark<span class="_ _0"/>ę, kojarz<span class="_ _0"/>oną<span class="ls1 ws1">  z </span>p<span class="_ _0"/>onadczasow<span class="_ _0"/>ą archit<span class="_ _0"/>ekturą, k<span class="_ _0"/>omple<span class="_ _0"/>ksowym </span></div><div class="t m0 x2 h5 y37 ff1 fs2 fc0 sc1 lsb ws30">zagosp<span class="_ _0"/>odarowani<span class="_ _0"/>em teren<span class="_ _0"/>u oraz w<span class="_ _0"/>ysoką jakośc<span class="_ _0"/>ią<span class="ls1 ws1"> <span class="_ _1"/>i <span class="lsc ws33">solidnoś<span class="_ _1"/>cią wyko<span class="_ _1"/>nania<span class="_ _1"/> wielor<span class="_ _1"/>odzinnych bu<span class="_ _1"/>dynkó<span class="_ _1"/>w </span></span></div><div class="t m0 x2 h5 y38 ff1 fs2 fc0 sc1 lsd ws10">mieszkal<span class="_ _0"/>nych. Emit<span class="_ _0"/>ent jest obec<span class="_ _0"/>ny również<span class="ls1 ws1"> w<span class="_ _0"/> </span>Trójmieśc<span class="_ _0"/>ie oraz we Wroc<span class="_ _0"/>ławiu.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y39 ff1 fs2 fc0 sc1 lsb ws34">W ramach seg<span class="_ _0"/>mentu magaz<span class="_ _0"/>ynowego<span class="ls1 ws1"> </span>G<span class="_ _0"/>rupa Kapi<span class="_ _0"/>tałowa Mar<span class="_ _0"/>vipol D<span class="_ _0"/>evelopmen<span class="_ _0"/>t od 2015 r. reali<span class="_ _0"/>zuje </div><div class="t m0 x2 h5 y3a ff1 fs2 fc0 sc1 lsc ws35">inwest<span class="_ _1"/>ycje zlo<span class="_ _1"/>kalizowan<span class="_ _1"/>e w<span class="ls1 ws1"> <span class="lsd ws36">różnych, star<span class="_ _0"/>annie wysel<span class="_ _0"/>ekcjonow<span class="_ _0"/>anych region<span class="_ _0"/>ach kraj<span class="_ _0"/>u. Inwestycj<span class="_ _0"/>e są </span></span></div><div class="t m0 x2 h5 y3b ff1 fs2 fc0 sc1 lsb ws37">realiz<span class="_ _0"/>owane w<span class="ls1 ws1"> <span class="lsd ws38">f<span class="_ _0"/>ormule wspól<span class="_ _0"/>nych przedsi<span class="_ _0"/>ęwzięć<span class="_ _0"/> z</span> </span>doświadcz<span class="_ _0"/>onym partn<span class="_ _0"/>ere<span class="lsd ws38">m bran<span class="_ _0"/>żowym, l<span class="_ _0"/>iderem </span></div><div class="t m0 x2 h5 y3c ff1 fs2 fc0 sc1 lse ws2b">rynku w<span class="ls1 ws1"> <span class="lsb wsd">Pol<span class="_ _0"/>sce</span> i w <span class="lsd ws12">Europ<span class="_ _0"/>ie </span>– <span class="lsb ws11">Grupą P<span class="_ _0"/>anattoni.<span class="_ _0"/></span> </span></div><div class="t m0 x2 h5 y3d ff1 fs2 fc0 sc1 lsb ws39">Strateg<span class="_ _0"/>ia dzi<span class="_ _0"/>ałania zakł<span class="_ _0"/>ada konc<span class="_ _0"/>entrację na r<span class="_ _0"/>ozwoju d<span class="_ _0"/>wóch głów<span class="_ _0"/>nych segmen<span class="_ _0"/>tów biz<span class="_ _0"/>nesu: </div><div class="t m0 x2 h5 y3e ff1 fs2 fc0 sc1 lsd ws3a">dewelop<span class="_ _0"/>erskiego i<span class="ls1 ws1"> <span class="_ _0"/><span class="lsb ws3b">magazyn<span class="_ _0"/>owego, p<span class="_ _0"/>rzy równoc<span class="_ _0"/>zesnym opt<span class="_ _0"/>ymal<span class="_ _0"/>nym zarzą<span class="_ _0"/>dzaniu p<span class="_ _0"/>ozostałymi<span class="_ _0"/> </span></span></div><div class="t m0 x2 h5 y3f ff1 fs2 fc0 sc1 lsc ws3c">aktywa<span class="_ _1"/>mi nier<span class="_ _1"/>uchomoś<span class="_ _1"/>ciowymi. Ma<span class="_ _1"/>rvipo<span class="_ _1"/>l Develo<span class="_ _1"/>pment dą<span class="_ _1"/>ży do r<span class="_ _1"/>ealizacji c<span class="_ _1"/>elu s<span class="_ _1"/>tra<span class="_ _1"/>tegiczne<span class="_ _1"/>go, ja<span class="_ _1"/>kim </div><div class="t m0 x2 h5 y40 ff1 fs2 fc0 sc1 lsd ws3d">jest efek<span class="_ _0"/>tywne pomnaż<span class="_ _0"/>anie kap<span class="_ _0"/>itału poprz<span class="_ _0"/>ez konc<span class="_ _0"/>entrację na p<span class="_ _0"/>rojek<span class="lsb ws3e">tach<span class="_ _0"/> o<span class="ls1 ws1"> </span><span class="wsd">satysfak<span class="_ _0"/>cjonuj<span class="_ _0"/>ącej </span></span></div><div class="t m0 x2 h5 y41 ff1 fs2 fc0 sc1 lsb ws11">rentow<span class="_ _0"/>ności zaang<span class="_ _0"/>ażow<span class="_ _0"/>anego kap<span class="_ _0"/>itału.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y42 ff1 fs2 fc0 sc1 lsd ws3f">Klucz<span class="_ _0"/>owymi elementa<span class="_ _0"/>mi biznesow<span class="_ _0"/>ego sukcesu Gr<span class="_ _0"/>upy są:<span class="ls1 ws1"> <span class="_ _a"> </span><span class="lse ws40">proces zak<span class="_ _0"/>upu działek budowl<span class="_ _0"/>anych, </span></span></div><div class="t m0 x2 h5 y43 ff1 fs2 fc0 sc1 lsd ws41">realizac<span class="_ _0"/>ja projektów<span class="_ _0"/> we współp<span class="_ _0"/>racy ze sprawd<span class="_ _0"/>zonymi, renom<span class="_ _0"/>owanymi bi<span class="_ _0"/>urami projek<span class="_ _0"/>towymi </div><div class="t m0 x2 h5 y44 ff1 fs2 fc0 sc1 ls1 ws1">i <span class="lsc ws33">genera<span class="_ _1"/>lnymi wy<span class="_ _1"/>kona<span class="_ _1"/>wcami, akt<span class="_ _1"/>ywny pr<span class="_ _1"/>oces kom<span class="_ _1"/>ercjalizac<span class="_ _1"/>ji, wsp<span class="_ _1"/>ieran<span class="_ _1"/>y szero<span class="_ _1"/>kim wachlar<span class="_ _1"/>zem dzia<span class="_ _1"/>łań </span></div><div class="t m0 x2 h5 y45 ff1 fs2 fc0 sc1 lsc wse">market<span class="_ _1"/>ingowych<span class="_ _1"/> ora<span class="_ _1"/>z realizacja<span class="_ _1"/> proje<span class="_ _1"/>kt<span class="lsd ws10">ów przy wyk<span class="_ _0"/>orzystani<span class="_ _0"/>u finansowani<span class="_ _0"/>a zewnętrz<span class="_ _0"/>nego.<span class="_ _0"/><span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y46 ff1 fs2 fc0 sc1 lsc ws42">Plan r<span class="_ _1"/>ozwoju n<span class="_ _1"/>a najbli<span class="_ _1"/>ższe <span class="_ _1"/>lata<span class="_ _1"/><span class="ls1 ws1"> <span class="lsb ws43">z<span class="_ _0"/>akłada odb<span class="_ _0"/>udowani<span class="_ _0"/>e skali d<span class="_ _0"/>ziałalności<span class="_ _0"/> prowadz<span class="_ _0"/>onej przez<span class="_ _0"/> Grupę, po </span></span></div><div class="t m0 x2 h5 y47 ff1 fs2 fc0 sc1 lsc ws44">okre<span class="_ _1"/>sie spo<span class="_ _1"/>wolnie<span class="_ _1"/>nia wynika<span class="_ _1"/>jącego<span class="_ _1"/> z nieko<span class="_ _1"/>rzyst<span class="_ _1"/>nej s<span class="_ _1"/>ytuacji ma<span class="_ _1"/>kroe<span class="_ _1"/>konomiczn<span class="_ _1"/>ej spo<span class="_ _1"/>wodowan<span class="_ _1"/>ej m.<span class="_ _1"/>in. </div><div class="t m0 x2 h5 y48 ff1 fs2 fc0 sc1 lsc wse">przez wo<span class="_ _1"/>jnę w Ukra<span class="_ _1"/>inie<span class="lsd ws10">. Zamiarem Grupy, ob<span class="_ _0"/>ok umoc<span class="_ _0"/>nienia się na r<span class="_ _0"/>odzimym ry<span class="_ _0"/>nku w<span class="_ _0"/>arszawski<span class="_ _0"/>m, jest </span></div><div class="t m0 x2 h5 y49 ff1 fs2 fc0 sc1 lsd ws45">realizac<span class="_ _0"/>ja projektów<span class="_ _0"/> dewelopersk<span class="_ _0"/>ich w<span class="ls1 ws1"> <span class="_ _0"/></span>Trójmieści<span class="_ _0"/>e i we Wrocławiu. W<span class="ls1 ws1"> <span class="_ _0"/></span>średniookr<span class="_ _0"/>esowej persp<span class="_ _0"/>ektywi<span class="_ _0"/>e </div><div class="t m0 x2 h5 y4a ff1 fs2 fc0 sc1 lsc ws46">celem<span class="_ _1"/> Grupy jes<span class="_ _1"/>t wzrost pozio<span class="_ _1"/>mu sp<span class="_ _1"/>rzedaży m<span class="_ _1"/>ieszkań do<span class="_ _1"/> <span class="lse wse">800<span class="ls1 ws1">-<span class="ls17 ws47">1<span class="_ _0"/>000</span> <span class="_ _12"> </span></span></span>sztuk r<span class="_ _1"/>ocznie<span class="_ _1"/> i realiza<span class="_ _1"/>cja </div><div class="t m0 x2 h5 y4b ff1 fs2 fc0 sc1 lsd ws10">projektów<span class="_ _0"/> generuj<span class="_ _0"/>ących satysf<span class="_ _0"/>akcj<span class="lsb ws11">onuj<span class="_ _0"/>ącą marżę<span class="_ _0"/>.<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y4c ff1 fs2 fc0 sc1 lsd ws16">W segmenci<span class="_ _0"/>e magazy<span class="_ _0"/>nowym Sp<span class="_ _0"/>ółka<span class="ls1 ws1"> <span class="_ _12"> </span><span class="lsb ws17">d<span class="_ _0"/>ąży do in<span class="_ _0"/>westowan<span class="_ _0"/>ia</span> <span class="_ _12"> </span>w<span class="_ _0"/> <span class="lsc ws48">proje<span class="_ _1"/>kty, któr<span class="_ _1"/>ych cykl re<span class="_ _1"/>alizacji<span class="_ _1"/> </span></span></div><div class="t m0 x2 h5 y4d ff1 fs2 fc0 sc1 lsc wse">(zakończo<span class="_ _1"/>nej s<span class="_ _1"/>przeda<span class="_ _1"/>żą) jest<span class="_ _1"/> nie dłu<span class="_ _1"/>ższy niż t<span class="_ _1"/>rzy lat<span class="_ _1"/>a<span class="lsb ws11">, przy zachow<span class="_ _0"/>aniu zad<span class="_ _0"/>owalaj<span class="_ _0"/>ącej stopy z<span class="_ _0"/>wrotu<span class="ls1 ws1">. </span></span></div><div class="t m0 x2 h5 y4e ff1 fs2 fc0 sc1 lsb ws49">W segmenc<span class="_ _0"/>ie pozostał<span class="_ _0"/>e aktywa ni<span class="_ _0"/>eruchomoś<span class="_ _0"/>ciow<span class="_ _0"/>e alokowane są m.<span class="_ _0"/>in. niezab<span class="_ _0"/>udowane<span class="_ _0"/> </div><div class="t m0 x2 h5 y4f ff1 fs2 fc0 sc1 lsd ws4a">nierucho<span class="_ _0"/>mości, na k<span class="_ _0"/>tórych reali<span class="_ _0"/>zacja proj<span class="_ _0"/>ektów dew<span class="_ _0"/>eloperskic<span class="_ _0"/>h będzie moż<span class="_ _0"/>liwa przy sp<span class="_ _0"/>ełnieniu </div><div class="t m0 x2 h5 y50 ff1 fs2 fc0 sc1 lsc ws46">przes<span class="_ _1"/>łanek bizne<span class="_ _1"/>sowy<span class="_ _1"/>ch, pozwala<span class="_ _1"/>jących n<span class="_ _1"/>a uzys<span class="_ _1"/>kanie opt<span class="_ _1"/>ymalny<span class="_ _1"/>ch wynikó<span class="_ _1"/>w. Działa<span class="_ _1"/>lnoś<span class="_ _1"/>ć spółki </div><div class="t m0 x2 h5 y51 ff1 fs2 fc0 sc1 lsd ws4b">Unique A<span class="_ _0"/>partments War<span class="_ _0"/>szawa Sp. z o.o. jest p<span class="_ _0"/>rowadzona<span class="ls1 ws1"> <span class="_ _0"/>w <span class="_ _0"/><span class="lsb ws4c">oparciu o</span> <span class="_ _0"/><span class="lsb ws4c">umowę franczy<span class="_ _0"/>zy marki Royal<span class="_ _0"/> </span></span></div><div class="t m0 x2 h5 y52 ff1 fs2 fc0 sc1 lsc wsf">Tulip.<span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y53 ff1 fs2 fc0 sc1 lsb ws4d">Strateg<span class="_ _0"/>ia Grupy z<span class="_ _0"/>akłada podej<span class="_ _0"/>mowanie dz<span class="_ _0"/>iałań mając<span class="_ _0"/>ych na celu ograni<span class="_ _0"/>czenia wp<span class="_ _0"/>ływu reali<span class="_ _0"/>zowanych<span class="_ _0"/> </div><div class="t m0 x2 h5 y54 ff1 fs2 fc0 sc1 lsd ws4e">przez G<span class="_ _0"/>rupę inwestyc<span class="_ _0"/>ji na środ<span class="_ _0"/>owisko na<span class="_ _0"/>turalne, w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsc ws4f">tym min<span class="_ _1"/>imalizac<span class="_ _1"/>ję śladu<span class="_ _1"/> węglowe<span class="_ _1"/>go m.in.<span class="_ _1"/> poprze<span class="_ _1"/>z </span></span></div><div class="t m0 x2 h5 y55 ff1 fs2 fc0 sc1 lsd ws10">szersze st<span class="_ _0"/>osowanie en<span class="_ _0"/>ergooszc<span class="_ _0"/>zędnych tec<span class="_ _0"/>hnologi<span class="_ _0"/>i w<span class="ls1 ws1"> <span class="lse wse">budynkach. </span> </span></div><div class="t m0 x2 h5 y56 ff1 fs2 fc0 sc1 lsd ws38">Dział<span class="_ _0"/>ania podjęte w<span class="_ _0"/> ramach reali<span class="_ _0"/>zacji strat<span class="_ _0"/>egii roz<span class="_ _0"/>woju Grupy w<span class="_ _0"/> okresie obj<span class="_ _0"/>ętym raportem z<span class="_ _0"/>ostały<span class="_ _0"/> </div><div class="t m0 x2 h5 y57 ff1 fs2 fc0 sc1 lsb ws50">zaprez<span class="_ _0"/>entowane w<span class="_ _0"/> rozdzi<span class="_ _0"/>ałach </div><div class="t m1 x1c he y58 ff1 fsa fc0 sc0 ls1 ws1">8</div><div class="t m0 x1d h5 y58 ff1 fs2 fc0 sc1 lsd ws12">, </div><div class="t m1 x1e he y58 ff1 fsa fc0 sc0 ls1 ws1">9 </div><div class="t m0 x1f hf y58 ff4 fs2 fc0 sc1 ls1 ws1">i</div><div class="t m1 x7 he y58 ff1 fsa fc0 sc0 ls1 ws1"> <span class="_ _0"/><span class="ls18 ws51">10</span></div><div class="t m0 x20 h5 y58 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="lsc ws52">niniejszego<span class="_ _1"/> Spr<span class="_ _1"/>awozdan<span class="_ _1"/>ia. Pe<span class="_ _1"/>rspekty<span class="_ _1"/>wy rozwoju<span class="_ _1"/> dział<span class="_ _1"/>alnoś<span class="_ _1"/>ci </span></div><div class="t m0 x2 h5 y59 ff1 fs2 fc0 sc1 lsd ws10">Grupy został<span class="_ _0"/>y przedstaw<span class="_ _0"/>ione w<span class="_ _0"/> rozdzial<span class="_ _0"/>e </div><div class="t m1 x21 he y5a ff1 fsa fc0 sc0 ls18 ws51">12<span class="ls1 ws1"> </span></div><div class="t m0 x22 h5 y5a ff1 fs2 fc0 sc1 lsb wsd">Sprawozd<span class="_ _0"/>ania.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y5b ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h5 y5c ff1 fs2 fc0 sc1 ls1 ws1"> </div><a class="l" href="#pfb"><span class="d m2 gs1"/></a><a class="l" href="#pf11"><span class="d m2 gs2"/></a><a class="l" href="#pf15"><span class="d m2 gs3"/></a><a class="l" href="#pf1a"><span class="d m2 gs4"/></a></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf4" style="content-visibility: auto;"><div class="pc pc4 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca </span><span class="wsa">202<span class="_ _0"/>4 r.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 xa h4 y5 ff2 fs1 fc1 sc2 ls1 ws1">4<span class="fc2 sc3"> </span></div></div><div class="t m0 x2 hb y18 ff2 fs7 fc5 sc1 ls19 ws53">3.<span class="ff3 ls1 ws1"> <span class="_ _c"> </span></span><span class="ls1a ws54">Wł<span class="_ _1"/>adze<span class="_ _1"/> Spó<span class="_ _1"/>łki<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h8 y5d ff1 fs5 fc8 sc4 ls1b ws2f">Zarząd:<span class="ls1 ws1"> </span></div><div class="t m0 x2 h8 y5e ff1 fs5 fc8 sc4 ls1 ws1"> </div><div class="t m0 x2 h8 y5f ff1 fs5 fc8 sc4 ls1 ws1"> </div><div class="t m0 x2 h8 y60 ff1 fs5 fc8 sc4 ls1 ws1"> </div><div class="t m0 x2 h8 y61 ff1 fs5 fc8 sc4 ls1 ws1"> </div><div class="t m0 x2 h8 y62 ff1 fs5 fc8 sc4 ls1 ws1"> </div><div class="t m0 x2 h8 y63 ff1 fs5 fc8 sc4 ls1 ws1"> </div><div class="t m0 x2 h8 y64 ff1 fs5 fc8 sc4 ls1 ws1"> </div><div class="t m0 x2 h8 y65 ff1 fs5 fc8 sc4 ls1 ws1"> </div><div class="t m0 x2 h8 y66 ff1 fs5 fc8 sc4 ls1 ws1"> </div><div class="t m0 x2 h8 y24 ff1 fs5 fc8 sc4 ls1 ws1"> </div><div class="t m0 x2 h8 y67 ff1 fs5 fc8 sc4 ls1 ws1"> </div><div class="t m0 x2 h8 y68 ff1 fs5 fc8 sc4 ls1 ws1"> </div><div class="c x2 y69 w4 h10"><div class="t m0 x23 h8 y6a ff1 fs5 fc1 sc2 ls1c ws1">MARIUSZ KSIĄŻEK <span class="fc0 sc0 ls1"> </span></div></div><div class="c x24 y69 w5 h10"><div class="t m0 x23 h8 y6b ff1 fs5 fc0 sc0 ls1d ws1d">PREZES ZARZĄ<span class="_ _0"/>DU<span class="fc1 sc2 ls1 ws1"> </span></div></div><div class="c x2 y6c w4 h10"><div class="t m0 x23 h8 y6b ff1 fs5 fc1 sc2 ls1d ws1d">ANDRZEJ NI<span class="_ _0"/>ZIO<span class="fc0 sc0 ls1 ws1"> </span></div></div><div class="c x24 y6c w5 h10"><div class="t m0 x23 h8 y6b ff1 fs5 fc0 sc0 ls1c ws1">WICEPREZES ZARZĄDU<span class="fc1 sc2 ls1"> </span></div></div><div class="t m0 x2 h2 y6d ff1 fs0 fc8 sc4 ls1 ws1"> </div><div class="t m0 x2 h8 y6e ff1 fs5 fc8 sc4 ls1b ws55">Rada Nadzorcza:<span class="ls1 ws1"> </span></div><div class="t m0 x2 h8 y6f ff1 fs5 fc8 sc4 ls1 ws1"> </div><div class="c x2 y70 w4 h11"><div class="t m0 x23 h6 y71 ff1 fs3 fc1 sc2 ls1e ws56">ALEKSANDER CHŁOPECKI <span class="ls1 ws1"> </span></div></div><div class="t m0 x25 h6 y72 ff1 fs3 fc0 sc1 ls1f ws57">Przewod<span class="_ _1"/>niczący<span class="_ _1"/> Rady Nadzorc<span class="_ _1"/>zej</div><div class="c x24 y70 w5 h11"><div class="t m0 x26 h6 y71 ff1 fs3 fc1 sc2 ls1 ws1"> </div></div><div class="c x2 y73 w4 h12"><div class="t m0 x23 h6 y6a ff1 fs3 fc1 sc2 ls1e ws56">WIESŁAW TADEUSZ ŁATAŁA <span class="ls1 ws1"> </span></div></div><div class="t m0 x25 h6 y74 ff1 fs3 fc0 sc1 ls1f ws57">Wiceprze<span class="_ _1"/>wodnic<span class="_ _1"/>zący Rady Nad<span class="_ _1"/>zorczej</div><div class="c x24 y73 w5 h12"><div class="t m0 x27 h6 y6a ff1 fs3 fc1 sc2 ls1 ws1"> </div></div><div class="c x2 y75 w4 h13"><div class="t m0 x23 h6 y76 ff1 fs3 fc1 sc2 ls20 ws58">KRZYS<span class="_ _0"/>ZTOF BRE<span class="_ _0"/>JDAK<span class="ls1 ws1"> </span></div></div><div class="t m0 x25 h6 y77 ff1 fs3 fc0 sc1 ls1f ws57">Członek Rady Nad<span class="_ _1"/>zorc<span class="_ _1"/>zej</div><div class="c x24 y75 w5 h13"><div class="t m0 x28 h6 y76 ff1 fs3 fc1 sc2 ls1 ws1"> </div></div><div class="c x2 y78 w4 h13"><div class="t m0 x23 h6 y76 ff1 fs3 fc1 sc2 ls21 ws59">DARI<span class="_ _1"/>USZ <span class="ls1e ws57">DANILUK<span class="ls1 ws1"> </span></span></div></div><div class="t m0 x25 h6 y79 ff1 fs3 fc0 sc1 ls1f ws57">Członek Rady Nad<span class="_ _1"/>zorc<span class="_ _1"/>zej</div><div class="c x24 y78 w5 h13"><div class="t m0 x28 h6 y76 ff1 fs3 fc1 sc2 ls1 ws1"> </div></div><div class="c x2 y7a w4 h13"><div class="t m0 x23 h6 y76 ff1 fs3 fc1 sc2 ls22 ws5a">ANDR<span class="_ _1"/>ZEJ JA<span class="_ _1"/>CAS<span class="_ _1"/>ZEK<span class="_ _1"/><span class="ls1 ws1"> </span></div></div><div class="t m0 x25 h6 y7b ff1 fs3 fc0 sc1 ls1f ws57">Członek Rady Nad<span class="_ _1"/>zorc<span class="_ _1"/>zej</div><div class="c x24 y7a w5 h13"><div class="t m0 x28 h6 y76 ff1 fs3 fc1 sc2 ls1 ws1"> </div></div><div class="t m0 x2 h8 y7c ff1 fs5 fc8 sc4 ls1 ws1"> </div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf5" style="content-visibility: auto;"><div class="pc pc5 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca </span><span class="wsa">202<span class="_ _0"/>4 r.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 xa h4 y5 ff2 fs1 fc1 sc2 ls1 ws1">5<span class="fc2 sc3"> </span></div></div><div class="t m0 x2 hb y18 ff2 fs7 fc5 sc1 ls13 ws1c">4.<span class="ff3 ls1 ws1"> <span class="_ _13"> </span></span><span class="ls23 ws5b">Akcjo<span class="_ _1"/>nariat Sp<span class="_ _1"/>ółki<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y7d ff1 fs2 fc0 sc1 lsd ws5c">Akcje M<span class="_ _0"/>arvipol Dev<span class="_ _0"/>elopment S<span class="_ _0"/>.A. od 19 g<span class="_ _0"/>rudnia 20<span class="_ _0"/>17 r. są notowan<span class="_ _0"/>e na rynk<span class="_ _0"/>u głównym Gi<span class="_ _0"/>ełdy </div><div class="t m0 x2 h5 y7e ff1 fs2 fc0 sc1 lsb ws11">Papierów<span class="_ _0"/> Warto<span class="_ _0"/>ściowyc<span class="_ _0"/>h w<span class="ls1 ws1"> </span>Warsz<span class="_ _0"/>awie S.A. K<span class="_ _0"/>apitał z<span class="_ _0"/>akładowy S<span class="_ _0"/>półki <span class="ls10 wsd">w<span class="_ _0"/>yno<span class="_ _1"/>si 41.652.852 zł i<span class="ls1 ws1"> <span class="lsc wse">dzieli<span class="_ _1"/> się </span></span></span></div><div class="t m0 x2 h5 y7f ff1 fs2 fc0 sc1 ls10 wsd">na 41.652.852 a<span class="_ _1"/>kcji o<span class="ls1 ws1"> <span class="lsc wse">wart<span class="_ _1"/>ości nom<span class="_ _1"/>inalne<span class="_ _1"/>j 1 zł każda<span class="_ _1"/>.<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y80 ff1 fs2 fc0 sc1 ls15 ws5d">Zgodnie z<span class="ls1 ws1"> <span class="lsc ws29">na<span class="_ _1"/>jlepszą<span class="_ _1"/> wiedz<span class="_ _1"/>ą Za<span class="_ _1"/>rządu,<span class="_ _1"/> Akcjona<span class="_ _1"/>rius<span class="_ _1"/>z<span class="ls24 ws5e">em<span class="ls1 ws1"> <span class="_ _14"> </span><span class="lsb ws28">Spółk<span class="_ _0"/>i posiadając<span class="_ _0"/>ym na dzień s<span class="_ _0"/>porządzen<span class="_ _0"/>ia </span></span></span></span></span></div><div class="t m0 x2 h5 y81 ff1 fs2 fc0 sc1 lsc ws44">niniejs<span class="_ _1"/>zego r<span class="_ _1"/>aportu<span class="_ _1"/> znaczn<span class="ls1 ws1">y <span class="_ _0"/></span>pakie<span class="_ _1"/>t akcji Em<span class="_ _1"/>itent<span class="_ _1"/>a <span class="lsd ws12">jest<span class="ls1 ws1">: <span class="_ _0"/></span></span>Książek Holding<span class="_ _1"/> Sp. z<span class="ls1 ws1"> <span class="lsd ws4b">o.o., firma inw<span class="_ _0"/>estycyjna </span></span></div><div class="t m0 x2 h5 y82 ff1 fs2 fc0 sc1 lsd ws10">kontrol<span class="_ _0"/>owana przez<span class="_ _0"/> Mariusza K<span class="_ _0"/>siążek, prez<span class="_ _0"/>esa <span class="lsb wsd">Zarząd<span class="_ _0"/>u <span class="lsc wsf">Spółki.<span class="_ _1"/> <span class="ls1 ws1"> </span></span></span></div><div class="c x29 y83 w6 h14"><div class="t m0 x23 h5 y84 ff1 fs2 fc0 sc0 ls25 ws5f">Akcjonariu<span class="_ _0"/>sze<span class="ls1 ws1"> </span></div></div><div class="c x24 y83 w7 h14"><div class="t m0 x4 h5 y85 ff1 fs2 fc0 sc0 ls26 ws14">Liczba posiad<span class="_ _1"/>anych akcji <span class="ls1 ws1"> </span></div><div class="t m0 x2a h5 y86 ff1 fs2 fc0 sc0 ls26 ws14">i głosów na WZ<span class="ls1 ws1"> </span></div></div><div class="c x2b y83 w7 h14"><div class="t m0 x2c h5 y87 ff1 fs2 fc0 sc0 ls25 wse">Udział akcji <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2d h5 y84 ff1 fs2 fc0 sc0 ls26 ws14">w kapitale zakładow<span class="_ _1"/>ym <span class="ls1 ws1"> </span></div><div class="t m0 x1 h5 y71 ff1 fs2 fc0 sc0 ls25 wse">i w<span class="ls1 ws1"> <span class="ls26 ws14">głosach na WZ</span> </span></div></div><div class="t m0 x2 h5 y88 ff1 fs2 fc9 sc1 lsd ws10">Mariusz K<span class="_ _0"/>si<span class="lsb wsd">ąż</span>ek, w<span class="ls1 ws1"> <span class="_ _0"/><span class="ls11 ws1d">tym:</span> <span class="_ _15"> </span><span class="ls10 ws14">29</span> <span class="ls10 wsd">591 523</span> <span class="_ _16"> </span></span><span class="ws12">71,04%<span class="ls1 ws1"> </span></span></div><div class="t m0 x5 hf y89 ff4 fs2 fc9 sc1 lse wse">Książ<span class="ls27 ws60">ek <span class="lsb ws11">H<span class="_ _0"/>olding S<span class="_ _0"/>p. z<span class="ls1 ws1"> <span class="ls28 ws4e">o.o.</span> <span class="_ _17"> </span><span class="lsd ws10">27 513 8<span class="_ _0"/>31</span> <span class="_ _18"> </span><span class="ls29 ws61">66,05%</span> </span></span></span></div><div class="t m0 x5 hf y8a ff4 fs2 fc9 sc1 ls27 ws60">Bezpośrednio<span class="ls1 ws1"> <span class="_ _19"> </span><span class="ls29 ws47">2 077 692</span> <span class="_ _1a"> </span><span class="ls29 ws61">4,99%</span> </span></div><div class="t m0 x2 h5 y8b ff1 fs2 fc9 sc1 lsb ws11">Inne pod<span class="_ _0"/>mioty<span class="ls1 ws1"> <span class="_ _1b"> </span><span class="ls28 ws12">12 061 329<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _1c"> </span><span class="ls2a ws62">28,96%<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></span></span></div><div class="c x29 y8c w6 h15"><div class="t m0 x23 h5 y8d ff1 fs2 fc5 sc5 ls26 ws63">Razem<span class="ls1 ws1"> </span></div></div><div class="c x24 y8c w7 h15"><div class="t m0 x2e h5 y8d ff1 fs2 fc5 sc5 ls2b ws12">41 652 85<span class="_ _0"/>2<span class="ls1 ws1"> </span></div></div><div class="c x2b y8c w7 h15"><div class="t m0 x2f h5 y8d ff1 fs2 fc5 sc5 ls2c ws64">100%<span class="ls1 ws1"> </span></div></div><div class="t m0 x2 h2 y8e ff1 fsb fc0 sc1 ls2d ws65">Tabela nr 1<span class="_ _0"/>. Akcjonariat Spółki według stanu na <span class="ls2e ws66">13.03.2024 r.<span class="ls1 ws1"> <span class="fs0"> </span></span></span></div><div class="t m0 x2 h5 y8f ff1 fs2 fc0 sc1 lsb ws3b">Od dn<span class="_ _0"/>ia przekazan<span class="_ _0"/>ia poprzed<span class="_ _0"/>niego rapo<span class="_ _0"/>rtu okre<span class="_ _0"/>sowego Spół<span class="_ _0"/>ka nie otrz<span class="_ _0"/>ymała zaw<span class="_ _0"/>iadomień<span class="_ _0"/> <span class="_ _1d"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y90 ff1 fs2 fc0 sc1 lsc wse">o zmia<span class="_ _1"/>nie st<span class="_ _1"/>anu pos<span class="_ _1"/>iadania a<span class="_ _1"/>kcji prze<span class="_ _1"/>z znaczą<span class="_ _1"/>cych ak<span class="_ _1"/>cjona<span class="_ _1"/>rius<span class="_ _1"/>zy.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h8 y91 ff1 fs2 fc0 sc1 lsc wse">Spółka<span class="_ _1"/> ora<span class="_ _1"/>z podmio<span class="_ _1"/>ty zależne n<span class="_ _1"/>ie posia<span class="_ _1"/>dają a<span class="_ _1"/>kcji wła<span class="_ _1"/>snyc<span class="_ _1"/>h Emit<span class="_ _1"/>enta. <span class="ls1 ws1"> <span class="fs5 fc5"> </span></span></div><div class="t m0 x2 hb y92 ff2 fs7 fc5 sc1 lsa ws19">5.<span class="ff3 ls1 ws1"> <span class="_ _c"> </span></span><span class="ls2f ws67">Spółk<span class="_ _0"/>i wc<span class="_ _0"/>hod<span class="_ _0"/>zące<span class="_ _0"/> w<span class="ls1 ws1"> <span class="_ _0"/></span></span><span class="ws68">skła<span class="_ _0"/>d Grupy Kapita<span class="_ _0"/>łowej<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y93 ff1 fs2 fc0 sc1 lsc wse">Na dzień<span class="_ _1"/> spor<span class="_ _1"/>ządzen<span class="_ _1"/>ia ninie<span class="_ _1"/>jszego R<span class="_ _1"/>aportu<span class="_ _1"/> w<span class="ls1 ws1"> <span class="lsd ws10">skład G<span class="_ _0"/>rupy Marvipol<span class="_ _0"/> Developm<span class="_ _0"/>ent wch<span class="_ _0"/>odziły:</span> </span></div><div class="t m0 x30 h5 y94 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsb ws11">Marvip<span class="_ _0"/>ol Develop<span class="_ _0"/>ment S.A.<span class="_ _0"/>, podmiot<span class="_ _0"/> dominując<span class="_ _0"/>y Grupy<span class="_ _0"/> Kapitałow<span class="_ _0"/>ej, <span class="ls1 ws1"> </span></span></span></div><div class="t m0 x30 h5 y95 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 ls10 ws14">22<span class="ls1 ws1"> <span class="lsb wsd">spół<span class="lsc wsf">ki</span></span> <span class="lsc wsf">zależn</span>e i 8 <span class="lsb ws11">spółek<span class="_ _0"/> współkontr<span class="_ _0"/>olowanyc<span class="_ _0"/>h zap<span class="_ _0"/>rezentow<span class="_ _0"/>anych poniż<span class="_ _0"/>ej:</span> </span></span></span></div><div class="t m0 x31 h5 y96 ff1 fs2 fc0 sc1 lsb wsd">L.P.<span class="ls1 ws1"> <span class="_ _1f"> </span></span>Nazwa <span class="_ _0"/>Spółki<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x32 h5 y97 ff1 fs2 fc0 sc1 ls15 ws1d">Udział Gru<span class="_ _1"/>py </div><div class="t m0 x33 h5 y98 ff1 fs2 fc0 sc1 lsb wsd">Kapitał<span class="_ _0"/>owej </div><div class="c x34 y99 w8 h16"><div class="t m0 x35 h5 y9a ff1 fs2 fc0 sc1 ls1 ws1"> </div></div><div class="t m0 x30 h5 y9b ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x36 hf y9c ff4 fs2 fc0 sc1 lse ws2b">Jednostki uj<span class="_ _0"/>mowane metodą pełną<span class="ls1 ws1"> </span></div><div class="t m0 x37 h5 y9b ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x38 h5 y9d ff1 fs2 fc4 sc1 ls1 ws1">1 <span class="_ _20"> </span><span class="fc0 lse wse">Ertan <span class="lsb ws11">Sp<span class="_ _0"/>. z o.o.</span></span><span class="fc0"> <span class="_ _21"> </span><span class="lsf ws13">100%</span> </span></div><div class="t m0 x39 h5 y9e ff1 fs2 fc4 sc1 ls1 ws1">2 <span class="_ _22"> </span><span class="fc0 lsc wse">Marv<span class="_ _1"/>ipol Aleje<span class="_ _1"/> Jero<span class="_ _1"/>zolimskie <span class="lsb ws11">Sp. z o.o.<span class="ls1 ws1"> <span class="_ _23"> </span><span class="lsf ws13">100%</span> </span></span></span></div><div class="t m0 x39 h5 y9f ff1 fs2 fc4 sc1 ls1 ws1">3 <span class="_ _22"> </span><span class="fc0 lsb ws11">Marvip<span class="_ _0"/>ol Conrada S<span class="_ _0"/>p. z o.o.</span><span class="fc0"> <span class="_ _24"> </span><span class="lsf ws13">100%</span> </span></div><div class="t m0 x39 h5 ya0 ff1 fs2 fc4 sc1 ls1 ws1">4 <span class="_ _25"> </span><span class="fc0 lsd ws10">Marvipol<span class="_ _0"/> Developme<span class="_ _0"/>nt Unique T<span class="_ _0"/>ower Sp. z o.o.</span><span class="fc0"> <span class="_ _26"> </span><span class="lsf ws13">100%</span> </span></div><div class="t m0 x39 h5 ya1 ff1 fs2 fc4 sc1 ls1 ws1">5 <span class="_ _22"> </span><span class="fc0 lsb ws11">Marvip<span class="_ _0"/>ol Gdańsk<span class="_ _0"/> Chmielna <span class="_ _0"/> Sp. z o.o.</span><span class="fc0"> <span class="_ _27"> </span><span class="lsf ws13">100%</span> </span></div><div class="t m0 x39 h5 ya2 ff1 fs2 fc4 sc1 ls1 ws1">6 <span class="_ _25"> </span><span class="fc0 lsb ws11">Marvi<span class="_ _0"/>pol Głęb<span class="_ _0"/>ocka Sp.</span><span class="fc0"> <span class="_ _0"/><span class="lsb ws11">z o.o. </span> <span class="_ _28"> </span><span class="lsf ws13">100%</span> </span></div><div class="t m0 x39 h5 ya3 ff1 fs2 fc4 sc1 ls1 ws1">7 <span class="_ _22"> </span><span class="fc0 lsb ws11">Marvip<span class="_ _0"/>ol Instala<span class="_ _0"/>torów S<span class="_ _0"/>p. z o.o</span><span class="fc0">. <span class="_ _29"> </span><span class="lsf ws13">100%</span> </span></div><div class="t m0 x39 h5 ya4 ff1 fs2 fc4 sc1 ls1 ws1">8 <span class="_ _25"> </span><span class="fc0 lsb ws11">Marvi<span class="_ _0"/>pol Nad P<span class="_ _0"/>otokiem S<span class="_ _0"/>p. z o.o.</span><span class="fc0"> <span class="_ _2a"> </span><span class="lsf ws13">100%</span> </span></div><div class="t m0 x39 h5 ya5 ff1 fs2 fc4 sc1 ls1 ws1">9 <span class="_ _25"> </span><span class="fc0 lsc wse">Marvipo<span class="_ _1"/>l Narwik <span class="lsb ws11">Sp. z o.o.<span class="ls1 ws1"> <span class="_ _2b"> </span><span class="lsf ws13">100%</span> </span></span></span></div><div class="t m0 x3a h5 ya6 ff1 fs2 fc4 sc1 ls28 ws4e">10<span class="ls1 ws1"> <span class="_ _2c"> </span><span class="fc0 lsb ws11">Marvip<span class="_ _0"/>ol Odkry<span class="_ _0"/>ta Sp. z o.o.<span class="_ _0"/></span><span class="fc0"> <span class="_ _2d"> </span><span class="lsf ws13">100%</span> </span></span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf6" style="content-visibility: auto;"><div class="pc pc6 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca </span><span class="wsa">202<span class="_ _0"/>4 r.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 xa h4 y5 ff2 fs1 fc1 sc2 ls1 ws1">6<span class="_ _0"/><span class="fc2 sc3"> </span></div></div><div class="t m0 x31 h5 ya7 ff1 fs2 fc0 sc1 lsb wsd">L.P.<span class="ls1 ws1"> <span class="_ _1f"> </span></span>Nazwa <span class="_ _0"/>Spółki<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x32 h5 ya8 ff1 fs2 fc0 sc1 ls15 ws1d">Udział Gru<span class="_ _1"/>py </div><div class="t m0 x33 h5 ya9 ff1 fs2 fc0 sc1 lsb wsd">Kapitał<span class="_ _0"/>owej </div><div class="c x34 yaa w8 h16"><div class="t m0 x35 h5 y9a ff1 fs2 fc0 sc1 ls1 ws1"> </div></div><div class="t m0 x39 h5 yab ff1 fs2 fc4 sc1 ls28 ws4e">11<span class="ls1 ws1"> <span class="_ _25"> </span><span class="fc0 lsc wse">Ma<span class="_ _1"/>rvipo<span class="_ _1"/>l Proje<span class="_ _1"/>kt 30 <span class="lsd ws10">Sp. z o.o.<span class="ls1 ws1">  <span class="_ _2e"> </span><span class="lsf ws13">100%</span> </span></span></span></span></div><div class="t m0 x3a h5 yac ff1 fs2 fc4 sc1 ls28 ws4e">12<span class="ls1 ws1"> <span class="_ _c"> </span><span class="fc0 lsb ws11">Mar<span class="_ _0"/>vipol Raab<span class="_ _0"/>ego Sp<span class="_ _0"/>. z o.o.</span><span class="fc0"> <span class="_ _2f"> </span><span class="lsf ws13">100%</span> </span></span></div><div class="t m0 x3a h5 yad ff1 fs2 fc4 sc1 ls28 ws4e">13<span class="ls1 ws1"> <span class="_ _c"> </span><span class="fc0 lsb ws11">Marvi<span class="_ _0"/>pol Rotu<span class="_ _0"/>nda Dynas<span class="_ _0"/>y Sp. z o.o.<span class="_ _0"/></span><span class="fc0"> <span class="_ _30"> </span><span class="lsf ws13">100%</span> </span></span></div><div class="t m0 x3a h5 yae ff1 fs2 fc4 sc1 ls28 ws4e">14<span class="ls1 ws1"> <span class="_ _2c"> </span><span class="fc0 lsb wsd">Marv<span class="_ _0"/>ipol <span class="ws11">S<span class="_ _0"/>karbka z G<span class="_ _0"/>ór</span></span><span class="fc0"> <span class="lsb ws11">Sp. z<span class="_ _0"/> o.o.</span>  <span class="_ _31"> </span><span class="lsf ws13">100%</span> </span></span></div><div class="t m0 x3a h5 yaf ff1 fs2 fc4 sc1 ls28 ws4e">15<span class="ls1 ws1"> <span class="_ _c"> </span><span class="fc0 lsb ws11">Marvi<span class="_ _0"/>pol Sopot I<span class="_ _0"/> Sp. z o.o.</span><span class="fc0">  <span class="_ _32"> </span><span class="lsf ws13">100%</span> </span></span></div><div class="t m0 x3a h5 yb0 ff1 fs2 fc4 sc1 ls28 ws4e">16<span class="ls1 ws1"> <span class="_ _c"> </span><span class="fc0 lsc wse">Mar<span class="_ _1"/>vipol St<span class="_ _1"/>udio Okę<span class="_ _1"/>cie <span class="lsb ws11">Sp. z o.o.<span class="ls1 ws1"> <span class="_ _33"> </span><span class="lsf ws13">100%</span> </span></span></span></span></div><div class="t m0 x3a h5 yb1 ff1 fs2 fc4 sc1 ls28 ws4e">17<span class="ls1 ws1"> <span class="_ _c"> </span><span class="fc0 lsb ws11">M<span class="_ _0"/>arvipol W<span class="_ _0"/>rocław Doż<span class="_ _0"/>ynkow<span class="_ _0"/>a Sp. z o.o.<span class="_ _0"/></span><span class="fc0"> <span class="_ _34"> </span><span class="lsf ws13">100%</span> </span></span></div><div class="t m0 x3a h5 yb2 ff1 fs2 fc4 sc1 ls28 ws4e">18<span class="ls1 ws1"> <span class="_ _c"> </span><span class="fc0 lsd ws12">Prope<span class="_ _0"/>rty</span><span class="fc0">-<span class="lsb ws11">ad Sp. z<span class="_ _0"/> o.o.</span> <span class="_ _35"> </span><span class="lsf ws13">100%</span> </span></span></div><div class="t m0 x3a h5 yb3 ff1 fs2 fc4 sc1 ls28 ws4e">19<span class="ls1 ws1"> <span class="_ _c"> </span><span class="fc0 lsc wse">Uniqu<span class="_ _1"/>e Hos<span class="_ _1"/>pitality<span class="_ _1"/> Warszawa S<span class="_ _1"/>p. z<span class="ls1 ws1"> <span class="lsb wsd">o.o.</span> <span class="_ _36"> </span><span class="lsf ws13">100%</span> </span></span></span></div><div class="t m0 x3b h5 yb4 ff1 fs2 fc4 sc1 ls10 ws14">20<span class="ls1 ws1"> <span class="_ _37"> </span><span class="fc0 lsb ws11">Marvip<span class="_ _0"/>ol Logisti<span class="_ _0"/>cs S.A.<span class="_ _0"/></span><span class="fc0"> <span class="_ _38"> </span><span class="lsf ws13">100%</span> </span></span></div><div class="t m0 x3a h5 yb5 ff1 fs2 fc4 sc1 ls10 ws14">21<span class="ls1 ws1"> <span class="_ _c"> </span><span class="fc0 lsb ws11">M<span class="_ _0"/>arvipol K<span class="_ _0"/>ołobrzeg Sp<span class="_ _0"/>. z</span><span class="fc0"> <span class="lsb wsd">o.o.</span> <span class="_ _39"> </span><span class="lsf ws13">100%</span> </span></span></div><div class="t m0 x3b h5 yb6 ff1 fs2 fc4 sc1 ls10 ws14">22<span class="ls1 ws1"> <span class="_ _13"> </span><span class="fc0 lse wse">U<span class="_ _0"/>nique <span class="lsd ws10">Apartmen<span class="_ _0"/>ts Warsz<span class="_ _0"/>awa Sp. z</span></span><span class="fc0"> <span class="lsb wsd">o.o.</span> <span class="_ _3a"> </span><span class="lsf ws13">100%</span> </span></span></div><div class="t m0 x30 h5 yb7 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x36 h5 yb8 ff4 fs2 fc0 sc1 lse ws2b">Jednostki uj<span class="_ _0"/>mowane metodą praw własności<span class="_ _0"/><span class="ff1 ls1 ws1"> </span></div><div class="t m0 x37 h5 yb7 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x38 h5 yb9 ff1 fs2 fc4 sc1 ls1 ws1">1 <span class="_ _20"> </span><span class="fc0 lsd ws10">PDC Ind<span class="_ _0"/>ustrial Center 1<span class="_ _0"/>30 Sp. z</span><span class="fc0"> <span class="_ _0"/><span class="lsc wse">o.o<span class="_ _1"/>. w likwi<span class="_ _1"/>dacji </span></span></div><div class="t m0 x3c hd yba ff1 fs9 fc0 sc1 ls30 ws55">1)</div><div class="t m0 x3d h5 yb9 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _3b"> </span><span class="lsd ws12">40,8%</span> </div><div class="t m0 x39 h5 ybb ff1 fs2 fc4 sc1 ls1 ws1">2 <span class="_ _22"> </span><span class="fc0 lsd ws10">PDC Ind<span class="_ _0"/>ustrial Center 1<span class="_ _0"/>35 Sp. z</span><span class="fc0"> <span class="_ _0"/><span class="lsb wsd">o.o. </span></span></div><div class="t m0 x22 hd ybc ff1 fs9 fc0 sc1 ls31 ws69">2)</div><div class="t m0 x11 h5 ybb ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _3c"> </span><span class="ls10 ws14">50%</span> </div><div class="t m0 x39 h5 ybd ff1 fs2 fc4 sc1 ls1 ws1">3 <span class="_ _22"> </span><span class="fc0 lsd ws10">PDC Ind<span class="_ _0"/>ustrial Center 1<span class="_ _0"/>41 Sp. z</span><span class="fc0"> <span class="lsc wse">o.o. w likwi<span class="_ _1"/>dacji </span></span></div><div class="t m0 x3e hd ybe ff1 fs9 fc0 sc1 ls32 ws6a">3)</div><div class="t m0 x3f h5 ybd ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _3d"> </span><span class="lse wse">68%</span> </div><div class="t m0 x39 h5 ybf ff1 fs2 fc4 sc1 ls1 ws1">4 <span class="_ _25"> </span><span class="fc0 lsd ws10">PDC Ind<span class="_ _0"/>ustrial Center 1<span class="_ _0"/>49 Sp. z</span><span class="fc0"> <span class="_ _0"/><span class="lsb wsd">o.o.</span></span></div><div class="t m0 x13 hd yc0 ff1 fs9 fc0 sc1 ls2a ws62">4)</div><div class="t m0 x40 h5 ybf ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _3e"> </span><span class="lse wse">68%</span> </div><div class="t m0 x39 h5 yc1 ff1 fs2 fc4 sc1 ls1 ws1">5 <span class="_ _22"> </span><span class="fc0 lsd ws10">PDC Ind<span class="_ _0"/>ustrial Center 1<span class="_ _0"/>87 <span class="lsb ws11">Sp. z<span class="_ _0"/> o.o.</span></span><span class="fc0"> </span></div><div class="t m0 x22 hd yc2 ff1 fs9 fc0 sc1 ls33 ws6b">5)</div><div class="t m0 x11 h5 yc1 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _3f"> </span><span class="lse wse">68%</span> </div><div class="t m0 x39 h5 yc3 ff1 fs2 fc4 sc1 ls1 ws1">6 <span class="_ _25"> </span><span class="fc0 lsd ws10">Zynw<span class="_ _0"/>alin Investm<span class="_ _0"/>ents <span class="lsb ws11">Sp. z o.o.</span></span><span class="fc0"> </span></div><div class="t m0 x12 hd yc4 ff1 fs9 fc0 sc1 ls34 ws6c">6)</div><div class="t m0 x41 h5 yc3 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _40"> </span><span class="lse wse">68%</span> </div><div class="t m0 x39 h5 yc5 ff1 fs2 fc4 sc1 ls1 ws1">7 <span class="_ _22"> </span><span class="fc0 lsd ws10">PDC Ind<span class="_ _0"/>ustrial Cent<span class="_ _0"/>er 195 <span class="lsb ws11">Sp. z o.o.</span></span><span class="fc0"> </span></div><div class="t m0 x22 hd yc6 ff1 fs9 fc0 sc1 ls35 ws6d">7)</div><div class="t m0 x11 h5 yc5 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _3c"> </span><span class="ls11 ws1d">45%<span class="_ _0"/></span> </div><div class="t m0 x39 h5 yc7 ff1 fs2 fc4 sc1 ls1 ws1">8 <span class="_ _25"> </span><span class="fc0 lsd ws10">PDC I<span class="_ _0"/>ndustrial Cent<span class="_ _0"/>er 229 <span class="lsb ws11">Sp. z<span class="_ _0"/> o.o.</span></span></div><div class="t m0 x22 hd yc8 ff1 fs9 fc0 sc1 ls1 ws1"> <span class="ls36 ws6e">8)</span></div><div class="t m0 x42 h5 yc7 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _41"> </span><span class="lsd ws12">16,8</span>% </div><div class="t m0 x2 h5 yc9 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h17 yca ff1 fsb fc0 sc1 ls2d ws6f">Tabela nr 2<span class="_ _0"/>. Lista spółek zależnych i<span class="ls1 ws1"> </span>współzależnych Marvipol De<span class="_ _0"/>velopment S.A. (według stanu na dzień <span class="_ _42"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h17 ycb ff1 fsb fc0 sc1 ls1 ws1">13<span class="ls37 ws70">.03.202</span>4 <span class="ls37 ws70">r.)</span> </div><div class="t m0 x2 h5 ycc ff1 fs2 fc0 sc1 lsd ws12">Legenda<span class="_ _0"/>:<span class="ls1 ws1"> </span></div><div class="t m0 x39 h5 ycd ff5 fs2 fc5 sc1 ls1 ws1"><span class="ff3"> <span class="_ _43"> </span><span class="ff1 fc0 lsd ws10">Segment dew<span class="_ _0"/>elopersk<span class="_ _0"/>i<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x39 h5 yce ff5 fs2 fc7 sc1 ls1 ws1"><span class="ff3"> <span class="_ _43"> </span><span class="ff1 fc0 lsb ws11">Segment m<span class="_ _0"/>agazyn<span class="_ _0"/>owy<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x39 h5 ycf ff5 fs2 fcb sc1 ls1 ws1"><span class="ff3"> <span class="_ _43"> </span><span class="ff1 fc0 lsb ws11">P<span class="_ _0"/>ozostałe ak<span class="_ _0"/>tywa <span class="lsd ws12">ni<span class="_ _0"/>eruchomośc<span class="_ _0"/>iowe<span class="ls1 ws1"> </span></span></span></span></div><div class="t m0 x30 h5 yd0 ff1 fs2 fc0 sc1 ls28 ws4e">1)<span class="ff3 ls1 ws1"> <span class="_ _44"> </span></span><span class="lsd ws38">PDC Ind<span class="_ _0"/>ustrial Center 1<span class="_ _0"/>30 Sp. z<span class="ls1 ws1"> <span class="lsb ws37">o.o. w<span class="_ _0"/> <span class="lsc wsf">likw<span class="_ _1"/>idacji<span class="ls1 ws1"> <span class="_ _45"/>– <span class="_ _45"/><span class="lsb ws37">40<span class="_ _0"/>,8% udzi<span class="_ _0"/>ałów upraw<span class="_ _0"/>niającyc<span class="_ _0"/>h do 30% </span></span></span></span></span></span></div><div class="t m0 x5 h5 yd1 ff1 fs2 fc0 sc1 lsb ws31">głosów n<span class="_ _0"/>a zgromadzen<span class="_ _0"/>iu ws<span class="_ _0"/>pólnik<span class="_ _0"/>ów posiada Marvi<span class="_ _0"/>pol Logi<span class="_ _0"/>stics S.A. Z<span class="_ _0"/>godnie z<span class="_ _0"/><span class="ls1 ws1"> </span><span class="wsd">umową </span></div><div class="t m0 x5 h5 yd2 ff1 fs2 fc0 sc1 lsd ws10">wspóln<span class="_ _0"/>ików spółk<span class="_ _0"/>a stanowi w<span class="_ _0"/>spólne prz<span class="_ _0"/>edsięwzi<span class="_ _0"/>ęcie.<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 yd3 ff1 fs2 fc0 sc1 ls10 ws14">2)<span class="ff3 ls1 ws1"> <span class="_ _46"> </span></span><span class="lsd ws71">PDC Ind<span class="_ _0"/>ustrial Cente<span class="_ _0"/>r 135 Sp<span class="_ _0"/>. z<span class="ls1 ws1"> <span class="lsb wsd">o.o. <span class="_ _14"> </span></span>- <span class="_ _14"> </span><span class="lsb ws72">50%<span class="_ _0"/> udziałów<span class="_ _0"/> uprawniaj<span class="_ _0"/>ących do 3<span class="_ _0"/>6,8%<span class="_ _0"/> głosów na<span class="_ _0"/> </span></span></span></div><div class="t m0 x5 h5 yd4 ff1 fs2 fc0 sc1 lsb ws73">zgromad<span class="_ _0"/>zeniu ws<span class="_ _0"/>pólnik<span class="_ _0"/>ów posiad<span class="_ _0"/>a Marvipol Log<span class="_ _0"/>istics S<span class="_ _0"/>.A. Zgodni<span class="_ _0"/>e z<span class="ls1 ws1"> </span>umową wsp<span class="_ _0"/>ólników </div><div class="t m0 x5 h5 yd5 ff1 fs2 fc0 sc1 lsd ws10">spółka st<span class="_ _0"/>anowi wsp<span class="_ _0"/>ólne przedsi<span class="_ _0"/>ęwzięci<span class="_ _0"/>e.<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 yd6 ff1 fs2 fc0 sc1 ls1 ws1">3)<span class="ff3"> <span class="_ _46"> </span></span><span class="lsd ws74">PDC Industri<span class="_ _0"/>al Center 141 Sp. z<span class="_ _0"/></span> <span class="lsb wsd">o.o. <span class="_ _1"/><span class="lsc ws75">w l<span class="_ _1"/>ikwidac<span class="_ _1"/>ji <span class="ls1 ws1">- <span class="_ _47"/><span class="lsb ws76">68% udz<span class="_ _0"/>iałów up<span class="_ _0"/>rawniając<span class="_ _0"/>ych do 50% gł<span class="_ _0"/>osów </span></span></span></span></div><div class="t m0 x5 h5 yd7 ff1 fs2 fc0 sc1 lsb ws77">na zgromad<span class="_ _0"/>zeniu w<span class="_ _0"/>spólnik<span class="_ _0"/>ów posiad<span class="_ _0"/>a Marvipol<span class="_ _0"/> Logisti<span class="_ _0"/>cs S.A. Zgod<span class="_ _0"/>nie z<span class="ls1 ws1"> <span class="_ _0"/></span>umową wspól<span class="_ _0"/>ników<span class="_ _0"/> </div><div class="t m0 x5 h5 yd8 ff1 fs2 fc0 sc1 lsd ws10">spółka st<span class="_ _0"/>anowi wsp<span class="_ _0"/>ólne przedsi<span class="_ _0"/>ęwzięci<span class="_ _0"/>e.<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 yd9 ff1 fs2 fc0 sc1 ls11 ws1d">4)<span class="ff3 ls1 ws1"> <span class="_ _d"> </span></span><span class="lsd ws2e">PD<span class="_ _0"/>C Industrial<span class="_ _0"/> Center 1<span class="_ _0"/>49 Sp. z o.o. <span class="ls1 ws1">- <span class="_ _11"> </span><span class="lsb ws78">68%<span class="_ _0"/> udziałów<span class="_ _0"/> uprawni<span class="_ _0"/>ających d<span class="_ _0"/>o 50% g<span class="_ _0"/>łosów na </span></span></span></div><div class="t m0 x5 h5 yda ff1 fs2 fc0 sc1 lsb ws79">zgromad<span class="_ _0"/>zeniu ws<span class="_ _0"/>pólnik<span class="_ _0"/>ów posiad<span class="_ _0"/>a Marvipol Log<span class="_ _0"/>istics S.A. Z<span class="_ _0"/>godnie z umową w<span class="_ _0"/>spólnik<span class="_ _0"/>ów </div><div class="t m0 x5 h5 ydb ff1 fs2 fc0 sc1 lsd ws10">spółka st<span class="_ _0"/>anowi wsp<span class="_ _0"/>ólne przedsi<span class="_ _0"/>ęwzięci<span class="_ _0"/>e.<span class="ls1 ws1"> </span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf7" style="content-visibility: auto;"><div class="pc pc7 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca </span><span class="wsa">202<span class="_ _0"/>4 r.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 xa h4 y5 ff2 fs1 fc1 sc2 ls1 ws1">7<span class="fc2 sc3"> </span></div></div><div class="t m0 x30 h5 ydc ff1 fs2 fc0 sc1 ls10 ws14">5)<span class="ff3 ls1 ws1"> <span class="_ _46"> </span></span><span class="lsd ws5c">PDC Industri<span class="_ _0"/>al Center 187<span class="_ _0"/> Sp. z o.o. <span class="ls1 ws1">- <span class="_ _11"> </span><span class="lsb ws73">68% udział<span class="_ _0"/>ów uprawni<span class="_ _0"/>ających d<span class="_ _0"/>o 50% głosów na </span></span></span></div><div class="t m0 x5 h5 ydd ff1 fs2 fc0 sc1 lsb ws79">zgromad<span class="_ _0"/>zeniu ws<span class="_ _0"/>pólnik<span class="_ _0"/>ów posiad<span class="_ _0"/>a Marvipol Log<span class="_ _0"/>istics S.A. Z<span class="_ _0"/>godnie z umową w<span class="_ _0"/>spólnik<span class="_ _0"/>ów </div><div class="t m0 x5 h5 yde ff1 fs2 fc0 sc1 lsd ws10">spółka st<span class="_ _0"/>anowi wsp<span class="_ _0"/>ólne przedsi<span class="_ _0"/>ęwzięci<span class="_ _0"/>e.<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 ydf ff1 fs2 fc0 sc1 ls2a ws62">6)<span class="ff3 ls1 ws1"> <span class="_ _d"> </span></span><span class="lsd ws7a">Z<span class="_ _0"/>ynwalin I<span class="_ _0"/>nvestment<span class="_ _0"/>s Sp. z o.o. <span class="ls1 ws1">– <span class="_ _48"> </span><span class="lsb ws7b">68% u<span class="_ _0"/>działów<span class="_ _0"/> uprawni<span class="_ _0"/>ających do 5<span class="_ _0"/>0% gł<span class="_ _0"/>osów na </span></span></span></div><div class="t m0 x5 h5 ye0 ff1 fs2 fc0 sc1 lsb ws79">zgromad<span class="_ _0"/>zeniu ws<span class="_ _0"/>pólnik<span class="_ _0"/>ów posiad<span class="_ _0"/>a Marvipol Log<span class="_ _0"/>istics S.A. Z<span class="_ _0"/>godnie z umową w<span class="_ _0"/>spólnik<span class="_ _0"/>ów </div><div class="t m0 x5 h5 ye1 ff1 fs2 fc0 sc1 lsd ws10">spółka st<span class="_ _0"/>anowi wsp<span class="_ _0"/>ólne przedsi<span class="_ _0"/>ęwzięci<span class="_ _0"/>e.<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 ye2 ff1 fs2 fc0 sc1 lsc wsf">7)<span class="ff3 ls1 ws1"> <span class="_ _46"> </span></span><span class="lsd ws5c">PDC Indu<span class="_ _0"/>strial Center 1<span class="_ _0"/>95 Sp. z o.o. <span class="ls1 ws1">- <span class="_ _11"> </span><span class="lsb ws73">45% udziałó<span class="_ _0"/>w upraw<span class="_ _0"/>niającyc<span class="_ _0"/>h do 45% głosów<span class="_ _0"/> na </span></span></span></div><div class="t m0 x5 h5 ye3 ff1 fs2 fc0 sc1 lsb ws79">zgromad<span class="_ _0"/>zeniu ws<span class="_ _0"/>pólnik<span class="_ _0"/>ów posiad<span class="_ _0"/>a Marvipol Log<span class="_ _0"/>istics S.A. Z<span class="_ _0"/>godnie z umową w<span class="_ _0"/>spólnik<span class="_ _0"/>ów </div><div class="t m0 x5 h5 ye4 ff1 fs2 fc0 sc1 lsd ws10">spółka st<span class="_ _0"/>anowi wsp<span class="_ _0"/>ólne przedsi<span class="_ _0"/>ęwzięci<span class="_ _0"/>e.<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 ye5 ff1 fs2 fc0 sc1 lse wse">8)<span class="ff3 ls1 ws1"> <span class="_ _46"> </span></span><span class="lsd ws7c">PDC Industrial C<span class="_ _0"/>enter 22<span class="_ _0"/>9 Sp. z<span class="ls1 ws1"> <span class="_ _0"/><span class="lsb wsd">o.o. <span class="_ _49"> </span></span>– <span class="_ _49"> </span></span><span class="ws12">16<span class="_ _0"/>,8<span class="lsb ws34">% udzi<span class="_ _0"/>ałów upraw<span class="_ _0"/>niającyc<span class="_ _0"/>h do </span>16,8<span class="_ _0"/><span class="lsb ws34">% głosów<span class="_ _0"/> na </span></span></span></div><div class="t m0 x5 h5 ye6 ff1 fs2 fc0 sc1 lsb ws73">zgromad<span class="_ _0"/>zeniu ws<span class="_ _0"/>pólnik<span class="_ _0"/>ów posiad<span class="_ _0"/>a Marvipol Log<span class="_ _0"/>istics S<span class="_ _0"/>.A. Zgodni<span class="_ _0"/>e z<span class="ls1 ws1"> </span>umową wsp<span class="_ _0"/>ólników </div><div class="t m0 x5 h5 ye7 ff1 fs2 fc0 sc1 lsd ws10">spółka st<span class="_ _0"/>anowi wsp<span class="_ _0"/>ólne przedsi<span class="_ _0"/>ęwzięci<span class="_ _0"/>e. <span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 ye8 ff1 fs2 fc0 sc1 lse ws7d">Na dzień 31 g<span class="_ _0"/>rudnia <span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="_ _0"/><span class="lsd ws7e">r. oraz n<span class="_ _0"/>a dzień sporz<span class="_ _0"/>ądzeni<span class="_ _0"/>a niniejszeg<span class="_ _0"/>o raportu Emit<span class="_ _0"/>ent nie posi<span class="_ _0"/>ada </span></span></span></div><div class="t m0 x30 h5 ye9 ff1 fs2 fc0 sc1 lsb ws11">oddzi<span class="_ _0"/>ałów (z<span class="_ _0"/>akładów)<span class="_ _0"/>.<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 yea ff1 fs2 fc0 sc1 lsc ws7f">Poza ws<span class="_ _1"/>kazany<span class="_ _1"/>mi powy<span class="_ _1"/>żej spółka<span class="_ _1"/>mi zale<span class="_ _1"/>żnymi o<span class="_ _1"/>raz współzale<span class="_ _1"/>żnymi o<span class="_ _1"/>raz n<span class="_ _1"/>ieruchomoś<span class="_ _1"/>ciami </div><div class="t m0 x30 h5 yeb ff1 fs2 fc0 sc1 lsc wse">składa<span class="_ _1"/>jącymi s<span class="_ _1"/>ię na ba<span class="_ _1"/>nk zie<span class="_ _1"/>mi, Gr<span class="_ _1"/>upa Marv<span class="_ _1"/>ipol Deve<span class="_ _1"/>lopme<span class="_ _1"/>nt nie<span class="_ _1"/> identyfikuje<span class="_ _1"/> isto<span class="_ _1"/>tnych<span class="_ _1"/> inwestycji </div><div class="t m0 x30 h5 yec ff1 fs2 fc0 sc1 lsd ws80">(w tym i<span class="_ _0"/>nwestycji<span class="_ _0"/> obejmujących p<span class="_ _0"/>apiery warto<span class="_ _0"/>ściowe, i<span class="_ _0"/>nstrument<span class="_ _0"/>y finansowe,<span class="ls1 ws1"> <span class="_ _46"> </span><span class="lsb wsd">war<span class="_ _0"/>tości </span></span></div><div class="t m0 x30 h5 yed ff1 fs2 fc0 sc1 lsd ws81">niemateri<span class="_ _0"/>alne i p<span class="_ _0"/>rawne oraz nieruc<span class="_ _0"/>homości)<span class="_ _0"/> innych niż<span class="_ _0"/> te, o których inf<span class="_ _0"/>ormowała w formi<span class="_ _0"/>e </div><div class="t m0 x30 h5 yee ff1 fs2 fc0 sc1 lsb ws11">raportów<span class="_ _0"/> bieżąc<span class="_ _0"/>ych<span class="lsd ws12">. <span class="ls1 ws1"> <span class="_ _4a"> </span> </span></span></div></div><div class="pi"/></div>
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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca </span><span class="wsa">202<span class="_ _0"/>4 r.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 xa h4 y5 ff2 fs1 fc1 sc2 ls1 ws1">8<span class="fc2 sc3"> </span></div></div><div class="t m0 x2 hb y18 ff2 fs7 fc5 sc1 ls9 wsb">6.<span class="ff3 ls1 ws1"> <span class="_ _2c"> </span></span><span class="ls1a ws82">G<span class="_ _1"/>rup<span class="_ _1"/>a Kap<span class="_ _1"/>it<span class="_ _1"/>ałow<span class="_ _1"/>a w<span class="ls1 ws1"> <span class="_ _0"/><span class="lsa ws19">liczbach <span class="_ _4b"/></span> </span></span></div><div class="t m0 x43 hc yef ff2 fs8 fc1 sc1 ls38 ws83">377,5<span class="ls1 ws1"> <span class="ls16 ws84">mln zł</span> </span></div><div class="t m0 x44 h2 yf0 ff1 fs0 fc7 sc1 ls2 ws85">SKONSOLI<span class="_ _1"/>DOWANE PRZYCHODY<span class="_ _1"/> </div><div class="t m0 x2c h2 yf1 ff1 fs0 fc7 sc1 ls2 ws85">ZE SPRZEDAŻY<span class="ls1 ws1"> </span></div><div class="t m0 x38 h2 yf2 ff1 fs0 fc7 sc1 ls2 ws2">ZA <span class="ls3 ws3">2023<span class="ls1 ws1"> R.<span class="fc0"> </span></span></span></div><div class="t m0 x45 hc yef ff2 fs8 fc1 sc1 ls38 ws83">81,1 <span class="ls16 ws86">mln zł<span class="ls1 ws1"> </span></span></div><div class="t m0 x46 h2 yf0 ff1 fs0 fc7 sc1 ls39 wsa">ZYSK <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x13 h2 yf1 ff1 fs0 fc7 sc1 ls2 ws2">OPERACYJ<span class="_ _1"/>NY<span class="ls1 ws1"> </span></div><div class="t m0 x47 h2 yf2 ff1 fs0 fc7 sc1 ls2 ws2">ZA <span class="ls3 ws3">2023<span class="ls1 ws1"> R.<span class="fc0"> </span></span></span></div><div class="t m0 x1b hc yef ff2 fs8 fc1 sc1 ls1 ws1">55,3 <span class="ls16 ws86">mln zł</span> </div><div class="t m0 x48 h2 yf0 ff1 fs0 fc7 sc1 ls39 wsa">ZYSK <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x33 h2 yf1 ff1 fs0 fc7 sc1 ls3 ws3">NETTO<span class="ls1 ws1"> </span></div><div class="t m0 x49 h2 yf2 ff1 fs0 fc7 sc1 ls2 ws2">ZA <span class="ls3 ws3">2023<span class="ls1 ws1"> R.<span class="fc0"> </span></span></span></div><div class="t m0 x4a hc yf3 ff2 fs8 fc1 sc1 ls1 ws1">1 <span class="ls3a ws87">461,2<span class="_ _0"/></span> <span class="ws2a">mln zł<span class="_ _0"/></span> </div><div class="t m0 x4b h2 yf4 ff1 fs0 fc7 sc1 ls1 ws1">SUMA  </div><div class="t m0 x3b h2 yf5 ff1 fs0 fc7 sc1 ls2 ws2">BILANS<span class="_ _1"/>OWA<span class="ls1 ws1"> </span></div><div class="t m0 x2c h2 yf6 ff1 fs0 fc7 sc1 ls3b ws3">NA 31.12.<span class="ls3">20<span class="_ _1"/>23<span class="ls1 ws1"> R.<span class="fc0"> </span></span></span></div><div class="t m0 x8 hc yf3 ff2 fs8 fc1 sc1 ls38 ws83">710,4<span class="ls1 ws1"> <span class="ls16 ws84">mln zł</span> </span></div><div class="t m0 x47 h2 yf4 ff1 fs0 fc7 sc1 ls2 ws2">WARTOŚĆ<span class="_ _1"/> <span class="ls1 ws1"> </span></div><div class="t m0 x40 h2 yf5 ff1 fs0 fc7 sc1 ls8 ws88">KSIĘGOWA<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x4c h2 yf6 ff1 fs0 fc7 sc1 ls3b ws3">NA 31.12.<span class="ls3">20<span class="_ _1"/>23<span class="ls1 ws1"> R.<span class="fc0"> </span></span></span></div><div class="t m0 x4d hc yf3 ff2 fs8 fc1 sc1 ls38 ws83">170,2<span class="ls1 ws1"> <span class="ws2a">mln zł</span> </span></div><div class="t m0 x4e h2 yf4 ff1 fs0 fc7 sc1 ls8 ws88">DŁUG <span class="ls1 ws1"> </span></div><div class="t m0 x33 h2 yf5 ff1 fs0 fc7 sc1 ls3 ws3">NETTO<span class="ls1 ws1"> </span></div><div class="t m0 x4f h2 yf6 ff1 fs0 fc7 sc1 ls2 ws2">NA <span class="ls3b ws85">31.12.<span class="ls3 ws3">20<span class="_ _1"/>23<span class="ls1 ws1"> <span class="ls4 ws4">R.*<span class="_ _0"/></span><span class="fc0"> </span></span></span></span></div><div class="t m0 x50 hc yf7 ff2 fs8 fc1 sc1 ls16 ws2a">661<span class="ls1 ws1"> </span></div><div class="t m0 x51 h2 yf8 ff1 fs0 fc7 sc1 ls2 ws85">LOKALI<span class="_ _1"/> MIESZKALNYCH, </div><div class="t m0 x52 h2 yf9 ff1 fs0 fc7 sc1 ls39 ws89">UŻYTK<span class="_ _0"/>OWYC<span class="_ _0"/>H I </div><div class="t m0 x29 h2 yfa ff1 fs0 fc7 sc1 ls39 wsa">INWE<span class="_ _0"/>STYCYJN<span class="_ _0"/>YCH<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2c h2 yfb ff1 fs0 fc7 sc1 ls2 ws2">SPRZEDANYC<span class="_ _1"/>H<span class="ls1 ws1"> </span></div><div class="t m0 x30 h2 yfc ff1 fs0 fc7 sc1 ls3c ws8a">W <span class="ls3 ws3">2023<span class="ls1 ws1"> R. </span></span></div><div class="t m0 x53 h2 yfd ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x54 hc yf7 ff2 fs8 fc1 sc1 ls3d ws86">423<span class="ls1 ws1"> </span></div><div class="t m0 x55 h2 yf8 ff1 fs0 fc7 sc1 ls2 ws85">LOKALI<span class="_ _1"/> MIESZKALNYCH <span class="ls1 ws1"> </span></div><div class="t m0 x56 h2 yf9 ff1 fs0 fc7 sc1 ls2 ws85">I UŻYTKOWY<span class="_ _1"/>CH PRZEKAZANYCH<span class="_ _1"/> </div><div class="t m0 x57 h2 yfa ff1 fs0 fc7 sc1 ls2 ws2">NABYWC<span class="_ _1"/>OM<span class="ls1 ws1"> </span></div><div class="t m0 x42 h2 yfb ff1 fs0 fc7 sc1 ls3c ws8a">W <span class="ls3 ws3">2023<span class="ls1 ws1"> R. </span></span></div><div class="t m0 x58 h2 yfc ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x59 hc yf7 ff2 fs8 fc1 sc1 ls1 ws1">182 <span class="ls3a ws8b">tys.<span class="_ _0"/> m</span></div><div class="t m0 x5a h18 yfe ff2 fsc fc1 sc1 ls1 ws1">2</div><div class="t m0 x5b hc yf7 ff2 fs8 fc1 sc1 ls1 ws1"> </div><div class="t m0 x5c h2 yf8 ff1 fs0 fc7 sc1 ls2 ws85">POWIER<span class="_ _1"/>ZCHNIA UŻYTKOWA </div><div class="t m0 x5d h2 yf9 ff1 fs0 fc7 sc1 ls3b ws85">PROJEKTÓW** <span class="ls1 ws1"> </span></div><div class="t m0 x5d h2 yfa ff1 fs0 fc7 sc1 ls2 ws85">W REALIZAC<span class="_ _1"/>JI <span class="ls1 ws1"> </span></div><div class="t m0 x5e h2 yfb ff1 fs0 fc7 sc1 ls3e ws8c">I W<span class="ls1 ws1"> <span class="ls2 ws2">PRZYGOTOWANI<span class="_ _1"/>U <span class="ls1 ws1"> </span></span></span></div><div class="t m0 x5f h17 yff ff1 fsb fc0 sc1 ls2d ws65">(na dzień sporządze<span class="_ _0"/>nia <span class="ls1 ws1"> </span></div><div class="t m0 x60 h17 y100 ff1 fsb fc0 sc1 ls2d ws65">niniejszego ra<span class="_ _0"/>portu)</div><div class="t m0 x61 h2 y101 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x62 hc y102 ff2 fs8 fc1 sc1 ls1 ws1">-<span class="ls3a ws87">14,2 <span class="_ _0"/></span><span class="fs6 ws8d">mln zł</span><span class="fsd"> </span></div><div class="t m0 x63 h2 y103 ff1 fs0 fc7 sc1 ls3 ws3">STRATA<span class="ls1 ws1"> <span class="ls2 ws2">SEGMENTU<span class="_ _1"/> </span></span></div><div class="t m0 x64 h2 y104 ff1 fs0 fc7 sc1 ls2 ws2">MAGAZYNOWEG<span class="_ _1"/>O <span class="ls1 ws1"> </span></div><div class="t m0 x38 h2 y105 ff1 fs0 fc7 sc1 ls2 ws2">ZA <span class="ls3 ws3">2023<span class="ls1 ws1"> R. </span></span></div><div class="t m0 x53 h2 y106 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x1f hc y102 ff2 fs8 fc1 sc1 ls3d ws86">244<span class="ls1 ws1"> <span class="ls3f">tys. m</span></span></div><div class="t m0 x65 h18 y107 ff2 fsc fc1 sc1 ls1 ws1">2</div><div class="t m0 x66 hc y102 ff2 fs8 fc1 sc1 ls1 ws1"> </div><div class="t m0 x24 h2 y103 ff1 fs0 fc0 sc1 ls2 ws2">POWIER<span class="_ _1"/>ZCHNIA </div><div class="t m0 x67 h2 y104 ff1 fs0 fc0 sc1 ls2 ws2">WYNAJMOW<span class="_ _1"/>ALNA <span class="ls1 ws1"> </span></div><div class="t m0 x68 h2 y105 ff1 fs0 fc0 sc1 ls2 ws85">PROJEKTÓW<span class="_ _1"/> MAGAZYNOWYC<span class="_ _1"/>H<span class="ls1 ws1"> </span></div><div class="t m0 x69 h2 y106 ff1 fs0 fc0 sc1 ls39 ws89">W PORT<span class="_ _0"/>FELU<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x21 h17 y108 ff1 fsb fc0 sc1 ls2d ws65">(na dzień sporządze<span class="_ _0"/>nia <span class="ls1 ws1"> </span></div><div class="t m0 x4c h17 y109 ff1 fsb fc0 sc1 ls2d ws65">niniejszego ra<span class="_ _0"/>portu)</div><div class="t m0 x6a h2 y10a ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x6b hc y102 ff2 fs8 fc1 sc1 ls38 ws83">167,3<span class="fsd ls1 ws1"> <span class="fs6 ws8d">mln zł</span> </span></div><div class="t m0 x6c h2 y103 ff1 fs0 fc7 sc1 ls2 ws2">ZAANGAŻOWANIE </div><div class="t m0 x34 h2 y104 ff1 fs0 fc7 sc1 ls2 ws2">KAPITAŁOW<span class="_ _1"/>E <span class="ls1 ws1"> </span></div><div class="t m0 x4d h2 y105 ff1 fs0 fc7 sc1 ls2 ws85">W REALIZOW<span class="_ _1"/>ANE PROJEKTY <span class="ls1 ws1"> </span></div><div class="t m0 x60 h2 y106 ff1 fs0 fc7 sc1 ls2 ws2">MAGAZYNOWE<span class="ls1 ws1"> </span></div><div class="t m0 x5f h17 y108 ff1 fsb fc0 sc1 ls2d ws65">(na dzień sporządze<span class="_ _0"/>nia <span class="ls1 ws1"> </span></div><div class="t m0 x60 h17 y109 ff1 fsb fc0 sc1 ls2d ws65">niniejszego ra<span class="_ _0"/>portu)</div><div class="t m0 x61 h2 y10a ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x6d h2 y10b ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="c x2d y10c w9 h19"><div class="t m0 x23 h17 y10d ff1 fsb fcc sc1 ls2d ws65">* Dług netto Grupy na<span class="_ _0"/> dzień 31.12.<span class="ls2e ws8e">2023<span class="ls1 ws1"> </span></span>r. po uwzględnieniu zobowiązania<span class="_ _0"/> z tytułu opłat za użytkowanie wieczyste gruntów<span class="_ _0"/> </div></div><div class="t m0 x6e h17 y10e ff1 fsb fcc sc1 ls2d ws65">kalkulowa<span class="_ _0"/>nego zgodnie z MSSF 16<span class="ls1 ws1"> <span class="ff4 ls40 ws8f">Leas<span class="_ _0"/>ing </span></span><span class="ws90">wynosi <span class="ls1 ws1">175,7 </span></span>mln zł.<span class="ls1 ws1"> </span></div><div class="t m0 x6e h17 y10f ff1 fsb fc7 sc1 ls2d ws65">** Powierzchnia<span class="_ _0"/> użytkowa projektów deweloperskich wynosi 1<span class="ls41 ws91">73<span class="ls1 ws1"> <span class="ls37 ws92">tys. m</span></span></span></div><div class="t m0 x6f h1a y110 ff1 fse fc7 sc1 ls1 ws1">2</div><div class="t m0 x70 h17 y10f ff1 fsb fc7 sc1 ls2d ws65">. Powierzchnia użytkowa projektów<span class="_ _0"/> przypisanych do segmentu </div><div class="c x2d y10c w9 h19"><div class="t m0 x23 h17 y111 ff1 fsb fc7 sc1 ls2d ws65">pozostałych a<span class="_ _0"/>ktywów nieruchomościowych to 9 tys. m</div></div><div class="t m0 x55 h1a y112 ff1 fse fc7 sc1 ls1 ws1">2</div><div class="c x2d y10c w9 h19"><div class="t m0 x71 h17 y111 ff1 fsb fc7 sc1 ls1 ws1">.<span class="fc1"> </span></div></div><div class="c x2d y113 wa h1b"><div class="t m0 x72 h1c y111 ff2 fsb fc1 sc1 ls1 ws1"> </div></div><div class="c x73 y113 wb h1b"><div class="t m0 x50 h1c y111 ff2 fsb fc1 sc1 ls1 ws1"> </div></div><div class="c x74 y113 wc h1b"><div class="t m0 x30 h1c y111 ff2 fsb fc1 sc1 ls1 ws1"> </div></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf9" style="content-visibility: auto;"><div class="pc pc9 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca </span><span class="wsa">202<span class="_ _0"/>4 r.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 xa h4 y5 ff2 fs1 fc1 sc2 ls1 ws1">9<span class="_ _0"/><span class="fc2 sc3"> </span></div></div><div class="t m0 x2 hb y18 ff2 fs7 fc5 sc1 ls2f ws93">7.<span class="ff3 ls1 ws1"> <span class="_ _c"> </span></span><span class="lsa ws94">Na<span class="_ _0"/>jważniejsze<span class="_ _0"/> wydarze<span class="_ _0"/>nia <span class="ls9 wsb">202<span class="_ _0"/>3<span class="ls1 ws1"> <span class="_ _10"> </span><span class="ls42 ws95">roku oraz<span class="_ _1"/> do </span></span></span></span></div><div class="t m0 x5 hb y19 ff2 fs7 fc5 sc1 lsa ws54">dnia spor<span class="_ _0"/>ządzenia<span class="_ _0"/> raportu<span class="ls1 ws1"> </span></div><div class="c x2 y114 wd h1d"><div class="t m0 x75 h5 y115 ff1 fs2 fc4 sc6 ls26 ws14">Marzec 202<span class="ls1 ws1">3 <span class="ls43 ws96">r.</span></span></div></div><div class="t m0 x76 h2 y116 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x38 h5 y117 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0">17 <span class="lsb wsd">marca </span>– r<span class="lsb ws11">ozw<span class="_ _0"/>ażana emis<span class="_ _0"/>ja w ramach<span class="_ _0"/> programu em<span class="_ _0"/>isji<span class="_ _0"/> obligac<span class="_ _0"/>ji</span><span class="ff4"> </span></span></span></div><div class="t m0 x77 hf y118 ff4 fs2 fc0 sc1 ls27 ws97">(szczegóły: raport bieżąc<span class="_ _0"/>y Emitenta nr <span class="ls1 ws1">3<span class="lsf ws13">/202</span>3) </span></div><div class="t m0 x38 h5 y119 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0">2<span class="lsb ws11">4 marca </span>– r<span class="lsb ws11">ekomend<span class="_ _0"/>acja Zarz<span class="_ _0"/>ądu dotycz<span class="_ _0"/>ąca pod<span class="_ _0"/>ziału zysk<span class="_ _0"/>u i <span class="ls11 ws15">wypłaty dyw<span class="_ _0"/>idendy</span></span> </span></span></div><div class="t m0 x77 h5 y11a ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr </span><span class="ff4">4<span class="ls17 ws47">/202<span class="_ _0"/></span>3) </span></div><div class="t m0 x38 h5 y11b ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 ls10 ws14">27<span class="ls1 ws1"> <span class="lsb wsd">marca </span>– n<span class="lsc wse">abycie ob<span class="_ _1"/>ligacji w<span class="_ _1"/> celu u<span class="_ _1"/>morze<span class="_ _1"/>nia<span class="ls1 ws1"> </span></span></span></span></span></div><div class="t m0 x77 h5 y11c ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr </span><span class="ff4">5<span class="lsf ws13">/202</span>3) </span></div><div class="t m0 x38 h5 y11d ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 ls10 ws14">27<span class="ls1 ws1"> <span class="_ _14"> </span><span class="lsb wsd">marca <span class="_ _14"> </span></span>– <span class="_ _11"> </span>o<span class="_ _1"/><span class="lsb ws28">cena Rady Nadz<span class="_ _0"/>orczej w<span class="_ _0"/>niosku Zarz<span class="_ _0"/>ądu dotyc<span class="_ _0"/>zącego pod<span class="_ _0"/>ziału zy<span class="_ _0"/>sku za rok </span></span></span></span></div><div class="t m0 x77 h5 y11e ff1 fs2 fc0 sc1 lsb ws11">obrotow<span class="_ _0"/>y 2022<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x77 h5 y11f ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr </span><span class="ff4">6<span class="lsf ws13">/202</span>3) </span></div><div class="t m0 x38 h5 y120 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 ls10 ws14">28<span class="ls1 ws1"> <span class="lsb wsd">marca </span>– z<span class="lsb ws11">woł<span class="_ _0"/>anie Zwyc<span class="_ _0"/>zajnego Wal<span class="_ _0"/>nego Zgro<span class="_ _0"/>madz<span class="_ _0"/>enia </span> </span></span></span></div><div class="t m0 x77 h5 y121 ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr</span><span class="ff4"> 7<span class="lsf ws13">/202</span>3)</span> </div><div class="c x2 y122 wd h1e"><div class="t m0 x78 h5 y115 ff1 fs2 fc4 sc6 ls44 wsd">Kwiecień<span class="_ _0"/> 202<span class="ls1 ws1">3<span class="_ _0"/> <span class="ls43 ws96">r.</span></span></div></div><div class="t m0 x79 h2 y123 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x38 h5 y124 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 ls28 ws4e">12<span class="ls1 ws1"> <span class="_ _47"/><span class="lsc wsf">kwietn<span class="_ _1"/>ia<span class="ls1 ws1"> <span class="_ _47"/>–<span class="_ _0"/> <span class="_ _47"/>u<span class="lsd ws74">chw<span class="_ _0"/>ała Zarządu w<span class="_ _0"/>s. zatwierdz<span class="_ _0"/>enia Ostatec<span class="_ _0"/>znych Warunk<span class="_ _0"/>ów Emisji<span class="_ _0"/> <span class="lsc ws75">Obligacji<span class="_ _1"/> ser<span class="_ _1"/>ii </span></span></span></span></span></span></span></div><div class="t m0 x77 h5 y125 ff1 fs2 fc0 sc1 ls10 ws14">P2022A<span class="ls1 ws1"> </span></div><div class="t m0 x77 hf y126 ff4 fs2 fc0 sc1 ls27 ws60">(szczegóły: <span class="ws97">raport bieżąc<span class="_ _0"/>y Emitenta nr <span class="ls1 ws1">9<span class="lsf ws13">/202</span>3) </span></span></div><div class="t m0 x38 h5 y127 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 ls28 ws4e">14<span class="_ _1"/><span class="ls1 ws1"> <span class="lsc wsf">kwietnia</span> – n<span class="lsc wse">a<span class="_ _1"/>bycie o<span class="_ _1"/>bligacji ce<span class="_ _1"/>lem u<span class="_ _1"/>morze<span class="_ _1"/>nia<span class="ls1 ws1"> </span></span></span></span></span></div><div class="t m0 x77 hf y128 ff4 fs2 fc0 sc1 ls27 ws60">(szczegóły: <span class="ws97">raport bieżąc<span class="_ _0"/>y Emitenta nr <span class="ls29 ws61">10<span class="ls17 ws47">/2<span class="_ _0"/>02<span class="ls1 ws1">3) </span></span></span></span></div><div class="t m0 x38 h5 y129 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 ls28 ws4e">19<span class="ls1 ws1"> <span class="_ _a"> </span><span class="lsc wsf">kwietn<span class="_ _1"/>ia<span class="ls1 ws1"> <span class="_ _a"> </span>– <span class="_ _a"> </span>z</span></span></span></span></span></div><div class="c x2 y12a wd h1f"><div class="t m0 x2f h5 y12b ff1 fs2 fc0 sc1 lsb ws22">głoszeni<span class="_ _0"/>e projekt<span class="_ _0"/>ów uchwał<span class="_ _0"/> do porządku ob<span class="_ _0"/>rad Zwyc<span class="_ _0"/>zajnego Wal<span class="_ _0"/>nego<span class="_ _0"/> </div></div><div class="t m0 x77 h5 y12c ff1 fs2 fc0 sc1 lsb ws11">Zgromadz<span class="_ _0"/>enia z<span class="_ _0"/>wołanego <span class="_ _0"/>na dzień 2<span class="_ _0"/>5 kwietni<span class="_ _0"/>a 2023 r.<span class="ls1 ws1"> </span></div><div class="t m0 x77 hf y12d ff4 fs2 fc0 sc1 ls27 ws97">(szczegóły: raport bieżąc<span class="_ _0"/>y Emitenta nr <span class="ls29 ws61">11<span class="lsf ws13">/202<span class="ls1 ws1">3) </span></span></span></div><div class="t m0 x38 h5 y12e ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 ls10 ws14">24<span class="_ _1"/><span class="ls1 ws1"> <span class="lsc wsf">kwietnia</span> – e<span class="lsc wse">m<span class="_ _1"/>isja nie<span class="_ _1"/>zabezpie<span class="_ _1"/>czony<span class="_ _1"/>ch obligac<span class="_ _1"/>ji serii<span class="_ _1"/> AE<span class="ls1 ws1"> </span></span></span></span></span></div><div class="t m0 x77 hf yc7 ff4 fs2 fc0 sc1 ls27 ws97">(szczegóły: raport bieżąc<span class="_ _0"/>y Emitenta nr <span class="ls29 ws61">12<span class="ls17 ws47">/202<span class="_ _0"/><span class="ls1 ws1">3) </span></span></span></div><div class="t m0 x38 h5 y12f ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0">25 <span class="lsc wsf">kwie<span class="_ _1"/>tnia<span class="_ _1"/> <span class="ls1 ws1">– </span><span class="wse">Zwyczajne<span class="_ _1"/> Walne<span class="_ _1"/> <span class="lsb wsd">Zgrom<span class="_ _0"/>adzenie<span class="_ _0"/><span class="ls1 ws1"> </span></span></span></span></span></span></div><div class="t m0 x77 h5 y130 ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="ls29 ws61">14<span class="ls17 ws47">/202<span class="_ _0"/></span></span></span><span class="ff4">3) </span></div><div class="c x2 y131 wd h20"><div class="t m0 x7a h5 y132 ff1 fs2 fc4 sc6 ls25 ws5f">Maj <span class="_ _0"/><span class="ls44 ws4d">202<span class="ls1 ws1">3 <span class="_ _0"/><span class="ls43 ws96">r.</span></span></span></div></div><div class="t m0 x3e h2 y6c ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x38 h5 y133 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 lsb ws11">8 maja<span class="ls1 ws1"> – e<span class="lsc wse">misja n<span class="_ _1"/>iezabezp<span class="_ _1"/>ieczony<span class="_ _1"/>ch obliga<span class="_ _1"/>cji ser<span class="_ _1"/>ii P2022A<span class="_ _1"/> <span class="ls1 ws1"> </span></span></span></span></span></div><div class="t m0 x77 h5 y134 ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="ls29 ws61">15<span class="lsf ws13">/202</span></span></span><span class="ff4">3) </span></div><div class="t m0 x38 h5 y135 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0">8 <span class="lsb wsd">maja </span>– r<span class="lsd ws10">ejestr<span class="_ _0"/>acja przez<span class="_ _0"/> sąd zmiany stat<span class="_ _0"/>utu</span> <span class="lsb wsd">Spółk<span class="_ _0"/>i</span> </span></span></div><div class="t m0 x77 h5 y136 ff1 fs2 fc0 sc1 lsd ws10">(szcz<span class="_ _0"/>egóły: raport<span class="_ _0"/> bieżący Emi<span class="_ _0"/>tenta nr 1<span class="ls1 ws1">6<span class="ls10 ws14">/2023)</span> </span></div><div class="t m0 x38 h5 y137 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 lsb ws11">12 maja <span class="ls1 ws1">– </span>zawarc<span class="_ _0"/>ie umowy o g<span class="_ _0"/>eneralne w<span class="_ _0"/>ykonawstw<span class="_ _0"/>o inw<span class="_ _0"/>estycji <span class="ls28 ws12">In Place II<span class="ls1 ws1"> </span></span></span></span></div><div class="t m0 x77 h5 y138 ff1 fs2 fc0 sc1 lsd ws10">(szcz<span class="_ _0"/>egóły: raport<span class="_ _0"/> bieżący Emi<span class="_ _0"/>tenta nr 1<span class="ls1 ws1">7<span class="ls10 ws14">/2023)</span> </span></div><div class="t m0 x38 h5 y139 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 ls10 ws14">25<span class="ls1 ws1"> <span class="lsb wsd">maja </span>– <span class="lsd ws10">wybór bi<span class="_ _0"/>egłego rewi<span class="_ _0"/>denta</span> </span></span></span></div><div class="t m0 x77 h5 y13a ff1 fs2 fc0 sc1 lsd ws10">(szcz<span class="_ _0"/>egóły: raport<span class="_ _0"/> bieżący Emi<span class="_ _0"/>tenta nr 1<span class="ls1 ws1">8<span class="ls10 ws14">/2023)</span> </span></div><div class="t m0 x38 h5 y13b ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 ls10 ws14">29<span class="ls1 ws1"> <span class="lsb wsd">maja </span>– <span class="lsc wse">ustan<span class="_ _1"/>owienie<span class="_ _1"/> programu<span class="_ _1"/> emis<span class="_ _1"/>ji obligacji <span class="_ _1"/><span class="ls1 ws1"> </span></span></span></span></span></div><div class="t m0 x77 h5 y13c ff1 fs2 fc0 sc1 lsd ws10">(szcz<span class="_ _0"/>egóły: raport<span class="_ _0"/> bieżący Emi<span class="_ _0"/>tenta nr 1<span class="ls1 ws1">9<span class="ls10 ws14">/2023)</span> </span></div><div class="c x2 y13d wd h1d"><div class="t m0 x7b h5 y115 ff1 fs2 fc4 sc6 ls45 ws98">Lipiec <span class="_ _0"/><span class="ls44 ws4d">202<span class="ls1 ws1">3 <span class="_ _0"/><span class="ls43 ws96">r.</span></span></span></div></div><div class="t m0 x3f h2 y13e ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x38 h21 y13f ff5 fs2 fca sc1 ls1 ws1"></div><div class="c x2 y140 wd h22"><div class="t m0 x7c h5 y141 ff3 fs2 fca sc1 ls1 ws1"> <span class="_ _e"> </span><span class="ff1 fc0 lsc wse">4 lip<span class="_ _1"/>ca <span class="ls1 ws1">– </span>prze<span class="_ _1"/>kazanie<span class="_ _1"/> inform<span class="_ _1"/>acji o r<span class="_ _1"/>ozważa<span class="_ _1"/>nej bezpr<span class="_ _1"/>ospekt<span class="_ _1"/>owej em<span class="_ _1"/>isji obliga<span class="_ _1"/>cji<span class="ls1 ws1">  </span></span></div></div><div class="t m0 x77 h5 y142 ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="lsf ws13">21<span class="ls17 ws47">/202</span></span></span><span class="ff4">3) </span></div><div class="t m0 x38 h5 y143 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 ls28 ws99">12 li<span class="_ _1"/>pca <span class="ls1 ws1">– <span class="_ _12"> </span>u</span></span></span></div><div class="c x2 y140 wd h22"><div class="t m0 x39 h5 y144 ff1 fs2 fc0 sc1 lsb ws9a">chwała Z<span class="_ _0"/>arządu Emi<span class="_ _0"/>tenta ws. zatw<span class="_ _0"/>ierdzeni<span class="_ _0"/>a Ostatecz<span class="_ _0"/>nych Waru<span class="_ _0"/>nków Em<span class="_ _0"/>isji </div></div><div class="t m0 x77 h5 y145 ff1 fs2 fc0 sc1 lsc wse">Obligacji<span class="_ _1"/> serii P<span class="_ _1"/>2022B<span class="ls1 ws1"> <span class="_ _1"/> </span></div><div class="t m0 x77 h5 y146 ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="lsf ws13">22<span class="ls17 ws47">/202<span class="_ _0"/></span></span></span><span class="ff4">3) </span></div><div class="t m0 x38 h5 y147 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 ls28 ws12">17 li<span class="_ _1"/>pca <span class="ls1 ws1">– e<span class="lsc wse">mis<span class="_ _1"/>ja nieza<span class="_ _1"/>bezpieczo<span class="_ _1"/>nych<span class="_ _1"/> obligacji s<span class="_ _1"/>erii AF<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></span></span></div><div class="t m0 x77 h5 y148 ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="lsf ws13">23/202</span></span><span class="ff4">3)<span class="_ _1"/> </span></div><div class="t m0 x77 h5 y149 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x77 h5 y14a ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x77 hf y14b ff4 fs2 fc0 sc1 ls1 ws1"> </div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pfa" style="content-visibility: auto;"><div class="pc pca w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca </span><span class="wsa">202<span class="_ _0"/>4 r.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x7d h4 y5 ff2 fs1 fc1 sc2 ls46 ws9b">10<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="c x2 y14c wd h1d"><div class="t m0 x7e h5 y115 ff1 fs2 fc4 sc6 ls25 ws5f">Sierpień<span class="_ _0"/> <span class="ls44 ws4d">202<span class="ls1 ws1">3 <span class="_ _0"/><span class="ls43 ws96">r.</span></span></span></div></div><div class="t m0 x7f h2 y14d ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x38 h5 y14e ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 lsd ws10">4 sierpnia <span class="ls1 ws1">– <span class="lsc wse">emisja nie<span class="_ _1"/>zabezpieczo<span class="_ _1"/>nych o<span class="_ _1"/>bligacji<span class="_ _1"/> ser<span class="_ _1"/>ii P2022B<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></span></span></div><div class="t m0 x77 h5 y14f ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="lsf ws13">24<span class="ls17 ws47">/202</span></span></span><span class="ff4">3) </span></div><div class="t m0 x38 h5 y150 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 lsd ws10">7 sierpnia <span class="ls1 ws1">– p<span class="lsc wse">odpisanie<span class="_ _1"/> planu p<span class="_ _1"/>ołącze<span class="_ _1"/>nia Spó<span class="_ _1"/>łki z jej s<span class="_ _1"/>pół<span class="_ _1"/>ką zależn<span class="_ _1"/>ą MAR<span class="_ _1"/>VIPOL TM<span class="_ _1"/> <span class="lsb ws11">Sp. z o.o.<span class="ls1 ws1"> </span></span></span></span></span></span></div><div class="t m0 x77 h5 y151 ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="lsf ws13">25/202</span></span><span class="ff4">3<span class="_ _1"/>) </span></div><div class="t m0 x38 h5 y152 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 lsd ws9c">7 sierpnia <span class="ls1 ws1">– <span class="_ _14"> </span>p<span class="lsc ws9d">ie<span class="_ _1"/>rwsze za<span class="_ _1"/>wia<span class="_ _1"/>domie<span class="_ _1"/>nie a<span class="_ _1"/>kcjonariu<span class="_ _1"/>szy Spółki o<span class="_ _1"/> zamia<span class="_ _1"/>rze po<span class="_ _1"/>łączen<span class="_ _1"/>ia Spół<span class="_ _1"/>ki ze </span></span></span></span></div><div class="t m0 x77 h5 y153 ff1 fs2 fc0 sc1 lsb ws11">spółką z<span class="_ _0"/>ależną Marvi<span class="_ _0"/>pol TM<span class="_ _0"/> Sp. z o.o.<span class="ls1 ws1"> </span></div><div class="t m0 x77 h5 y154 ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="lsf ws13">26<span class="ls17 ws47">/202</span></span></span><span class="ff4">3) </span></div><div class="t m0 x38 h5 y155 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 lsd ws10">17 sierpnia <span class="ls1 ws1">– z<span class="lsb ws11">w<span class="_ _0"/>ołanie Nadz<span class="_ _0"/>wyczaj<span class="_ _0"/>nego Walneg<span class="_ _0"/>o Zgromadz<span class="_ _0"/>enia</span> </span></span></span></div><div class="t m0 x77 h5 y156 ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="lsf ws13">27<span class="ls17 ws47">/202</span></span></span><span class="ff4">3) </span></div><div class="t m0 x38 h5 y157 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 lsd ws9e">22 sierpnia <span class="ls1 ws1">– <span class="_ _11"> </span><span class="lsc ws9f">dru<span class="_ _1"/>gie zawi<span class="_ _1"/>adom<span class="_ _1"/>ienie a<span class="_ _1"/>kcjonariu<span class="_ _1"/>szy Spółki o<span class="_ _1"/> zamia<span class="_ _1"/>rze po<span class="_ _1"/>łączenia<span class="_ _1"/> Spółki ze<span class="_ _1"/> </span></span></span></span></div><div class="t m0 x77 h5 y158 ff1 fs2 fc0 sc1 lsb ws11">spółką z<span class="_ _0"/>ależną Marvi<span class="_ _0"/>pol TM<span class="_ _0"/> Sp. z o.o.<span class="ls1 ws1"> </span></div><div class="t m0 x77 h5 y159 ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="lsf ws13">28<span class="ls17 ws47">/202<span class="_ _0"/></span></span></span><span class="ff4">3) </span></div><div class="t m0 x38 h5 y15a ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 lsd wsa0">30 sierpnia <span class="ls1 ws1">–  <span class="lsb wsa1">zawarc<span class="_ _0"/>ie aneksu do u<span class="_ _0"/>mowy o</span> </span></span></span></div><div class="c x2 y15b wd h23"><div class="t m0 x45 h5 y15c ff1 fs2 fc0 sc1 lsd wsa0">general<span class="_ _0"/>ne wykonaw<span class="_ _0"/>stwo inw<span class="_ _0"/>estycj<span class="_ _0"/>i Gardenia </div></div><div class="t m0 x77 h5 y15d ff1 fs2 fc0 sc1 ls1 ws1">La<span class="lsb ws11">gom w Warsz<span class="_ _0"/>awie </span> </div><div class="t m0 x77 h5 y15e ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr 2</span><span class="ff4">9<span class="ls17 ws47">/202<span class="_ _0"/></span>3) </span></div><div class="c x2 y15f wd h1d"><div class="t m0 x78 h5 y115 ff1 fs2 fc4 sc6 ls25 ws5f">Wrzesień<span class="_ _0"/> <span class="ls44 ws4d">202<span class="ls1 ws1">3<span class="_ _0"/> <span class="ls43 ws96">r.</span></span></span></div></div><div class="t m0 x79 h2 y160 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x38 h5 y161 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0">1 <span class="lsd ws12">wrz<span class="_ _0"/>eśnia</span> <span class="_ _0"/>– <span class="_ _0"/><span class="lsc ws42">no<span class="_ _1"/>wy wspóln<span class="_ _1"/>ik <span class="lsd wsa2">w spółc<span class="_ _0"/>e PDC Industri<span class="_ _0"/>al Cent<span class="_ _0"/>er 229 Sp. z<span class="_ _0"/> o.o.<span class="ls1 ws1">, <span class="_ _0"/></span></span><span class="wsf">realizu<span class="_ _1"/>jącej <span class="ls1 ws1">p<span class="lsd ws12">rojek<span class="_ _0"/>t </span></span></span></span></span></span></div><div class="t m0 x77 h5 y162 ff1 fs2 fc0 sc1 lsb ws11">magazyn<span class="_ _0"/>owy w Ł<span class="_ _0"/>odzi<span class="ls1 ws1"> </span></div><div class="t m0 x77 h5 y163 ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="lsd ws12">30<span class="lsf ws13">/202</span></span></span><span class="ff4">3) </span></div><div class="t m0 x38 h5 y164 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 ls28 ws4e">12<span class="ls1 ws1">  <span class="lsd ws12">września</span>  –  <span class="lsb ws32">zawarc<span class="_ _0"/>ie międz<span class="_ _0"/>y Marvipol<span class="_ _0"/> Instalator<span class="_ _0"/>ów <span class="wsa3">Sp. z<span class="_ _0"/> o.o.</span></span>  a <span class="lse wsa4">Alior Bank S<span class="_ _0"/>.A.</span>  <span class="lsb wsd">umów </span></span></span></span></div><div class="t m0 x77 h5 y165 ff1 fs2 fc0 sc1 ls11 ws1d">kredytowych<span class="_ _0"/> <span class="ls1 ws1"> </span></div><div class="t m0 x77 h5 y166 ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="lsd ws12">31<span class="lsf ws13">/202</span></span></span><span class="ff4">3) </span></div><div class="t m0 x38 h5 y167 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 ls28 ws4e">15<span class="ls1 ws1"> <span class="lsd ws12">września</span> <span class="ff4">– <span class="_ _0"/><span class="lsb wsd">Nadz<span class="ls27 ws97">wyczajne Walne Zgromadzenie</span></span> </span></span></span></span></div><div class="t m0 x77 hf y168 ff4 fs2 fc0 sc1 ls27 ws97">(szczegóły: raport<span class="ls1 ws1">y </span>bieżą<span class="_ _0"/>cy Emitenta nr <span class="lsd ws12">33<span class="lsf ws13">/2023<span class="ls1 ws1"> </span><span class="ws60">i 34<span class="_ _1"/>/2023<span class="ls1 ws1">) </span></span></span></span></div><div class="c x2 y169 wd h20"><div class="t m0 x80 h5 y132 ff1 fs2 fc4 sc6 ls25 ws5f">Październik<span class="_ _0"/> <span class="ls44 ws4d">202<span class="ls1 ws1">3<span class="_ _0"/> <span class="ls43 ws96">r.</span></span></span></div></div><div class="t m0 x81 h2 y16a ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x38 h5 y16b ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 ls10 ws14">27<span class="ls1 ws1"> <span class="lsc wsf">paźdz<span class="_ _1"/>iern<span class="_ _1"/>ika<span class="ls1 ws1"> – </span>za<span class="lsd ws10">warcie umowy sp<span class="_ _0"/>rzedaży niez<span class="_ _0"/>abudow<span class="_ _0"/>anej nierucho<span class="_ _0"/>mości w<span class="_ _0"/> Sopocie<span class="ls1 ws1"> </span></span></span></span></span></span></div><div class="t m0 x77 h5 y16c ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport</span><span class="ff4">y <span class="ls27 ws60">bieżą<span class="_ _0"/>c</span>e <span class="ws2c">Emitenta nr <span class="lsd ws12">32<span class="ls17 ws47">/2<span class="_ _0"/>02<span class="lsf ws60">3 i 36<span class="_ _1"/>/2023<span class="_ _1"/><span class="ls1 ws1">) </span></span></span></span></span></span></div><div class="t m0 x38 h5 y16d ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0">31 <span class="lsc wsf">paźdz<span class="_ _1"/>iern<span class="_ _1"/>ika<span class="ls1 ws1"> – r</span><span class="wse">ejest<span class="_ _1"/>racja po<span class="_ _1"/>łącze<span class="_ _1"/>nia Em<span class="_ _1"/>itenta z jej <span class="_ _1"/>spół<span class="_ _1"/>ką zale<span class="_ _1"/>żną <span class="ls1 ws1">– <span class="lsb ws11">Marvipol<span class="_ _0"/> TM Sp. z o.o.<span class="_ _0"/></span> </span></span></span></span></span></div><div class="t m0 x77 h5 y16e ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="lsf ws13">37/2023<span class="_ _1"/><span class="ls1 ws1">) </span></span></span></div><div class="c x2 y16f wd h1d"><div class="t m0 x78 h5 y115 ff1 fs2 fc4 sc6 ls26 ws63">Listopad <span class="ls44 ws4d">202<span class="ls1 ws1">3<span class="_ _0"/> <span class="ls43 ws96">r.</span></span></span></div></div><div class="t m0 x79 h2 y170 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x38 h5 y171 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0">8 <span class="lsb wsd">listopada</span> –<span class="_ _0"/> z<span class="lsb ws11">awarci<span class="_ _0"/>e umowy nabyc<span class="_ _0"/>ia nieruch<span class="_ _0"/>omości</span> <span class="_ _0"/><span class="lsc wse">w dzie<span class="_ _1"/>lnicy Bia<span class="_ _1"/>łołę<span class="_ _1"/>ka w War<span class="_ _1"/>szawie<span class="ls1 ws1"> </span></span></span></span></div><div class="t m0 x77 h5 y172 ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="lsf ws13">38/2023<span class="_ _1"/><span class="ls1 ws1">) </span></span></span></div><div class="c x2 y173 wd h1d"><div class="t m0 x78 h5 y115 ff1 fs2 fc4 sc6 ls45 ws98">Grudzień<span class="_ _0"/> <span class="ls44 ws4d">202<span class="ls1 ws1">3<span class="_ _0"/> <span class="ls43 ws96">r.</span></span></span></div></div><div class="t m0 x79 h2 y174 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x38 h5 y138 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 lse wsa5">20 grudnia<span class="ls1 ws1"> <span class="_ _45"/>– <span class="_ _4b"/><span class="lsd wsa6">z<span class="_ _0"/>awarcie przez PD<span class="_ _0"/>C Industrial Cente<span class="_ _0"/>r 149 Sp. z o.o. umowy sprzedaż<span class="_ _0"/>y obiektu<span class="_ _0"/> </span></span></span></span></div><div class="t m0 x77 h5 y175 ff1 fs2 fc0 sc1 lsb ws11">magazyn<span class="_ _0"/>owego w<span class="_ _0"/> Bielany Wroc<span class="_ _0"/>ławskie<span class="_ _0"/><span class="ls1 ws1"> <span class="lsd ws10">(projek<span class="_ _0"/>t Wrocław I<span class="_ _0"/>I)</span> </span></div><div class="t m0 x77 h5 y176 ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="lsc wsf">40<span class="ls17 ws47">/202<span class="_ _0"/></span></span></span><span class="ff4">3) </span></div><div class="t m0 x38 h5 y177 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 lse ws2b">20 grudnia<span class="ls1 ws1"> – u<span class="lsc wse">stale<span class="_ _1"/>nie progr<span class="_ _1"/>amu e<span class="_ _1"/>misji o<span class="_ _1"/>bligacji publ<span class="_ _1"/>iczny<span class="_ _1"/>ch<span class="ls1 ws1"> </span></span></span></span></span></div><div class="t m0 x77 h5 y178 ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="lsc wsf">41<span class="ls17 ws47">/202</span></span></span><span class="ff4">3) </span></div><div class="t m0 x38 h5 y179 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 lse wsa7">20 grudnia <span class="ls1 ws1">– <span class="_ _47"/><span class="lsd ws45">zawarci<span class="_ _0"/>e między PD<span class="_ _0"/>C Industrial<span class="_ _0"/> Center 229 Sp. z o.o. a mBank S.A<span class="_ _0"/>.<span class="ls1 ws1"> <span class="_ _47"/><span class="ls11 wsa8">umow<span class="_ _0"/>y kredyt<span class="ls1 ws1">u </span></span></span></span></span></span></span></div><div class="t m0 x77 h5 y17a ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="lsc wsf">42<span class="ls17 ws47">/202<span class="_ _0"/></span></span></span><span class="ff4">3) </span></div><div class="t m0 x38 h5 y17b ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0">21 <span class="lse wse">grudnia </span>– z<span class="lsb wsd">awarc<span class="_ _0"/>ie <span class="lsd ws12">przed<span class="_ _0"/>wstępnej <span class="_ _0"/><span class="lse ws2b">umowy nabycia nierucho<span class="_ _0"/>mości</span></span></span> <span class="ls15 wsa9">w Gdyni</span> </span></span></div><div class="t m0 x77 h5 y17c ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="lsf ws13">43/2023<span class="_ _1"/><span class="ls1 ws1">) </span></span></span></div><div class="c x2 y17d wd h20"><div class="t m0 x82 h5 y132 ff1 fs2 fc4 sc6 ls26 ws63">Luty<span class="ls1 ws1"> <span class="ls44 ws4d">20<span class="_ _0"/>2</span>4 <span class="_ _0"/><span class="ls43 ws96">r.</span></span></div></div><div class="t m0 x3c h2 y17e ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x38 h5 y17f ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _e"> </span><span class="ff1 fc0 ls28 ws4e">13<span class="ls1 ws1"> <span class="lsd ws12">lutego</span> – z<span class="lsb wsd">aw<span class="_ _0"/>arcie warun<span class="_ _0"/>kowej<span class="_ _0"/> <span class="lse ws2b">umowy nabycia nieruc<span class="_ _0"/>homości</span></span> <span class="ls15 ws1d">w Gdyni</span> </span></span></span></div><div class="t m0 x77 h5 y180 ff1 fs2 fc0 sc1 ls1 ws1">(<span class="ff4 ls27 ws97">szczegóły: raport bieżący<span class="_ _0"/> Emitenta nr <span class="lsf ws13">3/2024<span class="_ _1"/><span class="ls1 ws1">) </span></span></span></div><div class="t m0 x2 h2 y181 ff1 fs0 fc0 sc1 ls1 ws1"> </div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pfb" style="content-visibility: auto;"><div class="pc pcb w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="c x3 y4 w2 h3"><div class="t m0 x83 h4 y5 ff2 fs1 fc1 sc2 ls46 ws9b">11<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h2 y182 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y183 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y184 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y185 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y186 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y187 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y188 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y189 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h2 y18a ff1 fs0 fc0 sc1 ls1 ws1"> <span class="_ _2"> </span> </div><div class="t m0 x81 h9 y18b ff2 fs6 fc0 sc1 ls5 ws5">Segment <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x81 h9 y18c ff2 fs6 fc0 sc1 ls5 ws5">dewelop<span class="_ _0"/>erski<span class="ls1 ws1"> </span></div><div class="t m0 x81 h24 y18d ff6 fsf fc0 sc1 ls1 ws1">Raport roczny  </div><div class="t m0 x81 h24 y18e ff6 fsf fc0 sc1 ls27 ws60">za <span class="ls2a ws62">2023<span class="ls1 ws1"> r.  </span></span></div><div class="c x85 y18f we h25"><div class="t m0 x9 h26 y190 ff7 fs7 fc6 sc1 ls1 ws1"> </div></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pfc" style="content-visibility: auto;"><div class="pc pcc w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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ACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAroMYY9M0jgPAAfQcAgDgxk++qqq2t3eGw2FdV7fffrtjArB/rvUBADe6qqqm01mMaT5fxJgmk1mM0WEB2KcspeQoAAA3sq985cnl5ZW9IzzzPBuPR+PxUtPUo9HIIQJQfQDAIdY0zcbGyRd/viiKXi9fXV0rCsOXAC7IUyQAcKNbLMrzfr5t27KsNzdPlmXZtq0DBaD6AIBDWn2Li/y/TdNsbp7KssyBAlB9AMDh0zRN01zsOl6e53menz69bd4KwHmZ1wcA3Ljati3Lcnt7csmvTCllWVYU2bFjxxw3gL1c6wMAblzT6Ww2W+znK7sRnqPReD6fO24Aqg8AOByeeOLxvRs2XNJkMs3znuMGsJcRngDAjassy1Onti7rW4qiuPXWW7oPHECA4FofAHBDSSmllNq2jTGGEGazyx6u2bbt889vhGBJT4AzDIEAAF6autu710KM8bnnnlteXo4x1XWTUhoM+mtrq3V9kF348jxr26ooRo4zgOoDAF4aMca2jf1+L8uysixjjP3+cO/CLYtF2TSbTdPk+UGGJtV1GAwcZgDVBwC8RLa2tgaD4dbWdlHkKYWmaV681kBVNQfeez3PL2/lgueeey7GeNdddx0sMgFuZJ7XAICXwK233rq8fGQ8HlZVXdf1eZeXy/P8wNXXtvGyvn5jYyPPe/P53EJ3gOoDALhqer3e2trKtQitPL+8BTy7xWN2dqYbGycXi3I2m3l0gJuGnRsAgJfYfD7f2tq5ure5trY6Hl/Gai6LxeLUqa2zlxbTYDBYXV3p9cyFAW4GnssAgJdYWZarqyuTyTTLQoxn3o/efWM6y7KVlZU8z2JsUwpVVccYq6q6+ODPsqy2t7fuvPPOS977M888Mx4fmc8Xeb57g1lV1Zd7tRDghuVaHwBwQ3j22WfvuOOO7pVJ08SUUoxtUeSDwXBPj50Jwp2dySW38suyrCznr3rVqy7yNTGmzc2TbXvu/hCrqytLS2MPCnBzcK0PALgh3H333V99gXLRVygppcWivOQNppQGg1HbtkVx/qt2dV1vb0+a5tyVQvM8Hw5t+wDcPKzmAgAcJk3TLBaLbvGV/Vhf33zyyb877+CmJ5/8u/OOFM2yNJ1OHWrgpuFaHwBwmGxvb1dVc1nfMhiM27Y9Z2mWGNOtt95aVfWLv35lZXU0GjrUwE3DtT4A4DBZXV3Lsst7AZNlaX19s2naPckXF4vFeZMvpdQ0zXw+d6gB1QcvjZRS3B8rFQHclJomhnDZz/BZlm1sbO6u2pJS2travtBXTibTsqwcauCmYQ1PDlHvdSmXYowhZCGELAspxZSyvaf/lEI3QSPLsl6vl+fe2rhRcv3ia6wD7NOVbO6XUrr99tv6/d5kMp1MLjFzr9frtW29n70fAG5w5vVxCHTX7haLRdO0Z8ovxRBCSln3QReBe0/reZ7lebG2turoXf8HK6WUUiqKIsbYtk2MIcbYtt3y6wNbHgNX6Erer86y7OTJU7fddvSSyRdCaJomy/K6rnu9nvetLiutXzyLElB9cMnkS5PJtKrqtq1jjCmFGGOW5Vl2wStIKaXBYFhV1XA4dLnvOpzgu/+0bQwhNU3btk2X6E3TZlkIIcvzkGV5dwHWEQOuRNPUV3haWV/fTCld6OzQ6xXdWaYbXTKdzlKKR48edeQvaTab9fuDnZ2d4XC4WCyWl5cdE1B98DXn4O7kmuf57mm4G6uZUppOp4vFvGna7iLS17TG7v98rbZt27buqs/hvXaPWtM04ewcm7qum6YNITVN0+Vf9+DEmFJq87zX7xdFUehw4EqklOr6iqqve6/wxe8YppQGg8Ett6x2z1Ft23bDTJaXlz1r7d/m5skQQlXVg0F/MpkIP1B9ELqKK8uybc+M24wxnJ2kl1IKTdO0Z4UQ8jzf5xibXq/XNO2iLMfjcVEUF9qflwNr27aum8ViUVVV27YhpLPlHlMKeZ51Md49XnlexNi2baiqMsYlr5+AK1HX8Vrc7MrKSlUtds8XvV4vpWR++D6tr28MBoPFotz9TFlW/X5vfX392LFjjg+oPl7u1be9vd22sWnqGENKbRcJZ6/ynamLGOMBsi3Lsti28/liefmIQ33VZVlWlov5fFHXdUqxGyuV53meF2e/4MWhGIsiWkAKuBKLRZlSvOqz7Hq9vN8vlpdvPeeJ7kJ31L1JKQh3j0Zd120bzzl629uTXq/3zDNP33PPKxwlUH28THsvpTSZTOq6qeu6S7vd82t3Nt0dhHOwK3UppRhT0zQxpjy3gGS4yAuXi7+4udA37l7l288DlOd5N9Ovrut+3zMPcBCnT58uy/JaPJ+3bWzbr84j6LbsK8/a2dm5995767qJMZZlVdd1nucppV6vWFtbfTlPV15f3xiPx5PJZPctv72KokgpjUZL3QwO/4BB9fFyjI35fN5dKepOBnvL4aoMyMzzvG3bpmmrquz1lhzzF1dx0zQxtm1MRZ5342D3+VqqG8rZtimlyziR53kWY7cDh9M/cBDD4XCxuCbb6MWY6rruui7P8+6Nx6aJeZ6PRuNeb7i5eeqcs1gIoa6byWR6yy1rL9tTeZ4Xk8n0RStpf42qql94Yf3WW48NBp75QfXxMuuNxWIxn8+bprnWARBjW1XNePzSXOs7M0/x7EKjV+s37bayKIqibduUsqLILuuWu59qPl+UZRljm1KW5Vm/1xuPR4PBYJ+PYNvGEGJKMcuKy7rrum5GI6M8gcvWtnF7e3KNbjzLsvm8PMA3LhaLqhrv88nzpnH69OnxeLy9PWmaZn+n12x7+9TRo0dTilZyBtXHy+S03aYUZ7N5XbfX4ZpP0zRNU9d10+tdvzVduq2KdvuqjTHPsizLsyzmebb/NWkuFE5N05RlledZ28Ysy0aj4f7HZ3YT8Gaz6Ww2q+u2beuuG4ulpbpu9/m6pduIL6V08fd3z5HneTc46siRmGWZy33A/k0mk/l8kW7EmcHZCy9s9Hr5XXfd9TJ5LLpz9+bmqcs6nTVN+/zzL9xxx+3+MYPq42VxqgghTCbTtm3atr6sZjjIqTjLuotLdV0NBld/TZdzXn+cWcIydnsY1FVVd9f5QohZlnfZMxj0R6NRv9+/kmyeLxZVWbZtCiFlWbZYLMbj0XA4zLK8WwE1z/OUQghZ2zYhnNmTKsuybjXUxWJRlmXTxLbt3qNNbRvLsur1ehfq8L1zXUIIRZFXVd015+UesxDSwZbnAV7Onn322dXVW27Q11K93s06yLM7a29tbY/H442N9bvvvvvZZ58dj5fqujnAO3d5np88eero0VuaphmPx/5Vg+rjJrSbDU3TLhZl05wJoWtdfSGElOJ8vhgOh1fSWi/6dUKMbdN0+0mcWW8mpTSbzcuyjDHG2IaQxTNSloUsy/v9q7ICeFaVVVXVdV13l/j6/d7OTj2ZzHq9otfrdZcT2zZmWbdX3plea5ompRhjirGNMcX41VVYuh+y23yvG4+6u6BOt8pO9wXdbuxt29Z1PZ/Pu5u+rPDrbqqq6qv4WAAvB7fccms3huLGNJvNRqObcHvYGOPGxmYIWVlWo9F4NpsNBqO6bq7gBtOpU1urq9bWBtXHTapt27Ks2rYty0W3iMh51/u66oqi6FKnruter3eFs/u6FupWiOkm/YcQuv0K+v1eVVWz2aK7u7Zt8zw7mzpdKMZudZkrGaDUDe9s66Zt225qREqprpuUUp63TZPneZlleTf2MqWQZd1W6Vm3K0YXq11vF0X+tR0b5/Oy35/ned7txJBSSjGlMzutx24uX4wxy7rtNNqUwuUez5RC28brMJ8TuGl0e7o2TXsjr8Rc1818Xo5Gg0O3XnQ3C+LFn8+ybD6fN03cHZXTNG3TzC/3zb7znshOndpZWwshpKUla62B6uPm0jRNWS7m83mKqTlbLNcrOGNRtHVdD4fDAw8sjDGEELt9ydu2bZq6aZqu32KMeZ6FkHUjPLuJc71ecb6TaDcKtA3hgFe6siyrqiqc3QM97NlxIcaY0pmFx8/5lrP/TXv309srz/O6rvO82NrayvM8z7PudrI8C2fKL+R5d8H2zKzFrnUP8PNnWaiqqmkaE/qB/ej3+6dPb97gMZVS2tra2tysv+7rDtPGdCmlsqzn81kIYTQatm279zpe257nbcqrkrVZFra3d+ymC6qPm1DXFSmENl7v9buyLGuatizr8bi93EVEupDrqvXsPhNt07S7A43OFlfKstANhrzI7XcjP7trcQc4cXZJWdd1XZ/nPe8rvHTWTeo7u0zLVw/e7hXLpkm7kXngRzDLsraN/X6o63owGLjcB1xcXdeLRXlDLuJyHseOHbuSb2+aZmtra3l5uW1DlsWU0nA4bNv2kguENk2zWCxijKPRpZdiTilVVdU9IT///PP9/rA7JbVtCiHrZi5cH5PJJISQ55krfqD6uKmqbzAY1HX7ktx1NxutvMzpZF0FNU09my2apu4WhulGPp73muGlGyaFkM4swXKAX6Tb4ry7pnfNDlS40E4MV2/YUsqyLKXojwK4ZMyUZT2bzQ/LD3zy5OmlpdFksnPnnXfufwfUEML6+vra2tpkMm2aeOrU1t4yCiEcOTIeDkdPPfXUK1/5dd3N7s7Y7hbH2t7eqaq6m1t+5MiRz3/+88ePf8PKysp57+v555/PsjMbEvb7w92n97quV1aW5/PFdTxg2WQy7fWK0WgUox0dQPVxo9q7qOPeMDjveS7LstFoVJbVNSqWS/VSyrJ2MZ+PR8OiKHbn453z06azunNqWZbz+ZlZiHXdphS7K10HvkIVUwpZ1sZ4sGt9RVFMp7O6ri+UnYfnn03WXTX0RwRcxGOPPXbbbbdf69Wer2bEZGE+X6ysrC4WixCy0Wh4yfar6zqlkOfFyZOnL/Q10+l8Op2vrq5Np9NerxdC3rZNN8Ckbdvdt1O7O5pOZ69+9Wuqqi7LqmnqI0fOHUV55MjyZDLNsnDOBdSU0mBwXdfZ6l5ELC2NY4xN06o+uKaKX/iFX3AUOFBHxaZpuuVJukGPZ5YA2XP+2Huqy/O8KIqyrLuz1HUe2tdVXNs2VVmnM/Prwu5P1/3UZ1eqjDHG6XQ2nU5ns1nbxrJsYmy76Oqq78SJEz/yIz9811133Xvvvfu590984g8ffPA/HT/+jaurq3/yJ5/6xV/8xfX19Te96U2X+1u0bTubzbqpe4c0mbqfvCjy4XB45YvrADf3WWY8Hr8kI0SuUK/XK4p8MpnOZvP5fL5YlFVVdctiZVmYz+f9fr/bdCeEbDqdTibTto37OSBN09Z1U9d103RzDeKFvjHG2K2Ck+f5zs5kOBzsXtC7yE73o9GwLK/teNqiyHffXR2NBisrK2VZb2/vLBZlnudN01jhGa7VU5NDwMFeu5dlNZvPm6YJZ56+Q54XRVHkeR7yrMiyfr+fn9W2bXdtamlp3DT1S7L6dhd+VV3WW01RFN1ZuSjyburan//5//zAB/7bX//1X999991vectb3vnOf7qystpd/Muyc4dufvaznw0hfP7zj37nd37nfu76j//4j7/whS906fu5zz3y6KOPvvWtb72sRSy/+MUvfvKTnzx69Ojb3/72w5t83b+coiiKomdSH3BxL7zwwoUGnEv6p6UAACAASURBVN/gsizrtrrpPoixqetmsSi7s0C3rNeRI0cWi7Isdy43sfb/9SmlpmlOn97qamowGJw6daqqmgvdQleVRVHsJ0EPZjgcrK2txhirqiqKIsa0tbXdTYkPIWxv73RXRy85NRFQfVwn3QYMbVM3dbM7RyvLYlWVIWTdWa07vfX7/V6v3+/3Qgi9Xm88HnUDVNq2vf7pcvZqXpVS0bZ1Slmeh6qqv/u7v6sb8xlCePLJJz/wgQ+cOHHiV37lv1xoZM4P/MAPfOxjH33b295+gOYJIe7+MPv/xscff/z9739/COFtb3vbYd/zIM+LI0eWjOQBLv5subKytrOzc3h//guVVQhhe3symUwPsPnNwcQYNzZO3nbbrUtLR8ry9EW+sq7rouiFUF+LA1IUxerq6ubmqZTScDioqror4b0HYT5f9HrFxsbGPffc468AVB/X/PTwlWeee6539FQzvWM8+Ee3rb44+brFncuy6tauDGeupDXdW5u7uyrleVbXbZ6X3aC+Xq+7wlPEtnyprlZ11x53V+aMMXz4w78TY7znnnt+/Mf/xf3337+5uflLv/QfPve5z33kIx9597vfHUJ44oknPvOZz3RvlL7uda87fvz4ZDL5qZ/6qb3zH37v9353a2t7PB694x3v3B2d8vDDDz/yyCO9Xm9zc3P33rsPup3cuymCH/3oRx9//PF+v/+e97zn6NGjl3x0JpPJn/7p/1heXnnrW98aQvjYxz46GAy+67u+u/s4hPC93/t9IYSPf/zjKcXu4xtHt3PDzZp8jzz6V498+UR67WOnq6fO+b9uHbwyfem+b37Nm7/5G/+hJxnYTyR0CzweRt3QkoufiUII1/M0mOf5qVOnd9dkvpCqqsbj8Wx2lUeUxBiXlpaWl5dms3nTNFmWXWjNmCzLJpPZYDBs23jOprKA6uPqqJvmmVPbz+S9JyflTpU37WYWwtPzMqbsjUeXdtcO6c5kZVl1i0nuXVPkvCeJtm1izM6ujzLP8yLGFELKs5fy2Xx3j7sQwh/8wR+EEN7xjnd+27d9Wwjhnnvu+Zmf+Vc/9EM/+Ku/+l+76nvggZ+MMb75zW9+4YUXiqI4fvz4X/7lZ3/t137tPe/54a//+r//F3/xFz//8/9meXn5/vvv/8xnPvPQQw89+OB/DiG8973/9qGHHjp27NhrX3vv008/veeu8+7MOplMVlZWfvRHf/TEiRNveMMbvvzlL//yL//yhz70oTe+8Y1hz/vE3fyH++677+zxjJubmw8++OCrXvWqrvoefPDBtbW1rvoefPDB3ep7//vf1zTNjVZ9KaUY02w2X14+cjNN6vvfX/rU56vfPd08HV4Zbsle8fpj3zfurS311lJI0/rkTrX+9OT/nn7lp/6s+dSjX/x7x4fvfN1r3uI5By5kMpnEmA7Lbg0Xeq67AX+qGNPFz4xVVY/HS5fza4Z+v1cUefde8DnP6t31veGwPxgMYkynTm11yXfJm22a9uTJ08vL47Ztl5eX/UWA6uOq2a6bE+vb/2/etM28W1Sre1aObfo/69u3D4vXriztOW3E2Wwa475WZNm7TmY3Q6Pb0PzG+d23trZCCLtZFUK48847dz9++OGH67p+xSte8d73/rvz/r4PP/xXKaUf+7F//j3f8z0f/OAHf+M3fv2pp55aLBYPPfRQv9//rd/67RDCT//0v3zkkUfOORdOp9ONjY0TJ07cfvvtv/mbv/npT3/6J37iJ/7oj/7oDW94w+7X7I6D3dra3j34h386XIyxvSl+kTO+uPmnJybvDyH0ssE/O/7rw9759x3eqV74wBcf2Cif/HT5H5e3Rq9du98zD5zXYDBcX984pCsVd+M2D3Oyxv2/JTceD1dXVxaLcjDor69vnnOaW15eWlpams8XW1s73Zu/+7/ltm22tnaWlsb+HED1cTX92cbkmWmZzrfISszSw5uTtWHvtn6/adsshG61sRjTzfGqvXthsb6+vvuZbvvazutf//o77rjz6aeffuCBn3zTm/7x93//96+tre399k984hMhhA9/+Hd+//c/Pp1OQwhf+tKXutt885vffOG7zZqm/bmf+7nu7t71rnfNZrMQwpe//JXt7e0sy1IKMcUQUtvEGOOzzz67t6IPr25qZVmW4/G4G2172P/9/PdHPvSF9JEQwv13vvubbvsnF0q+EMLK4I73fMOvPLr5yf/1/G//4Vf+/T8ofvDbv+ldnnzgRdWUtrd3Du/mNFkWiqLY2Zkc3uEMeZ7vznW/yMM0Ho+Gw8H6+maM8ejRtdFoWJZVl7uj0Wg0GjZNc/Lk6e763sGOxnQ6a9s0m01e8YqXbJpfVVX9fv+cwU2g+jismqZJF15Xc2NRfmZ959uPraaqns1mVVXeTBdq7r77np2dx/72b7/0Hd/xHd1nHn300b1f8L73ve9nf/ZfP/bYY4899tjOzs4DDzzwteekaQjh+PHjd9xxR/eZe++997HHvhjCJWav5Xnezfe77bbbvuVbXp9l4Vu/9Vtf/erXbG9PuuujIaQQ8m6Tv64JQwiHfVRkV30hhPr/s3fd4VUU6/ubbWdPP+n0KoRAIKEE4SI2RCkCSm8CCl7limLFrvfHtV28cFUQhStEEFSkiYKAUpQiShEIEJr0AAlJTtnTts/vjwmHkEYSAiaw78PDc7I7uzs7Ozs773zf936KcmPIcxPKd2vC0I61hlyxsI2NubXWUATo95yv92lf3QkG6zNg4DIQdce/ROe5qsCyf41cWRUO0SzLSJJcBt+jKGSzWXmeJ9IsCCG/P2C320RRIskYVFX1eoWK2vdKrI8ohmmakSSJ6MNd/zbhOE5RlFOnTpUzV5MBAwbrM1CtYUUIEAVYL2WIhzNCaJ+uNqB1jHVd1yjqxlnx6t2715Ejh5cuXcowbMeOHU+fPrV8+XIAeOWVV0mBUCj0v/99tnz58hkzpmdmZhY5vFu3e9avX8fz/LBhw00mk9frjYqKoigKIbR169Y9e/akpKQU+X4AwMGDB2VZfuGFSU899WRubm7Xrrfdckuz3Nxcp9MJgHWdZBTE33671GQy3XLLLZs2/QIArVq1AgCe5wHgwoULbrc7Ojq6+B1lZ2fXqlWrmk/sJEm2WCw1uuecOXvq27xnAKBjwpC0hFL5m4416nL1+bSEQRpWd15Y8tGe/gNrTa9Tq64xBBkwEGEUx44da9KkiaKosixrml7TXCWx3W4XBH/NfQSKorIsK4oFomskkTpFUSzLEEk2wsk1TXO7PZGkCyR5YExMFOF7iqJcJd8rTPwAwOsVeJ7PyzvdpEmT68+oVYTiateRZdlIKWGgRsPQRzIAAFDXzjGlL6EhhDSEckRF01SM4UaifADQq1fvZs2aSZI0f/68CROemDJlytGjRwcMGNCtWzcAWLZs2cMPj+nW7e4ZM6YDQHEnE+LG+d133/Xu3euee7r961//AoDatWt37Xq7KIrPPffsPfd0KxzU98ADDwDA9u2/f/XVV61atSKKoOPHj+/e/Z7hw4ft2bMn8qVECM2YMX3q1P+MH//4hg0bAICE/CUkJNSuXVsUxUGDBnbrdnfhyrRt2xYARowY3q3b3aqqVuNZhaLrWFGUGr2iv2n39wC4qbPTrbWGljEL+d/+hxRNvPyFojrXHtHI0R4hvHHn8utW4f/973/Eqbg07NixY9SoUdehJvv27VuxYkUlDvzvf/9b6YtOmjSpOr8UBghomm7VqpXZbHY47DEx0Q6HrWbZzFiWBcA1uqepqmYycRjDRV9NU1SUKy4uxmazAmBBEATB7/cHQqGwrl+S+kQIBYNBmqZFUS6nZEtFlwPC4bDd7rj+bXv6fPbCExcWn873Krrxhhqo0TBsfQYAAOyhIKNBGUMpDeDWQAfqxvNqpyjq009nbdy4Yf/+/X6/n+NMdevWGTBgINmbkBDfr98DgYCfppno6Kjeve8HgNatW48aNZoY8e68806Hw/7bb795vV6aphMSCoxsb7755k8//bh3b4YsSxxnslqtJCtD3bp1n3zyqcOHDzVp0hgAXn/99R9++OHChVyMdZvNbrVeigoLhUKPPz4+K+tMOBzmOK5Jk6Z9+vQhuxYsWDh//vysrDMA4HA46tYtMBb94x9P/PTTT263G2PdYrHGxcVVzwbXNF1VFVlWWJatuUnnlSb7QIH6tpTSCpwLZH534l9m2vnp/mEPNPlnfftlJRvY2p4UdulND5X/in/88cevv/5K3H1tNluLFi2Ijms58Z///AcAHnzwwbS0tBILjBw5svhGQRAOHz5c2iGVw8CBA8eOHVvRo7p373769OlnnnmmElf0eDwrVqxYsWLF4cOHjQG/pgAhFA6HGYZVFKVGVJikoQsGQzV3WIMCB07KbrcyDIOxrmlaKBQSBE3XNSJUU9qtEYHQKwYEXg10HbvdXqvVrGlakRj7a4czNK9oAUBo3dm8bk62sN6bAQM1bFCt0crIBqoQm7K9B7yBMj5TOoauVnBRN5DcvoG/CJqmsSzDsqzT6aRpmswhalakqKQFZu9/CACeTCnVWPdL1v/+9P36SMu5Cw8/5ZGyxrdexFCXeQdN3/sgADyWvJCjy+XsOmXKlDlz5hTeMmbMmJdffrmcdV6wYIGu62VY8xITEwGgMC9yu92dO3fu0KHDwoULq7D1EhMTx44dO2nSpEqwvkrTtnfeeee5554zmUzGC1iDoKrqhQt5NWVwwBg7nQ6vV7hiWrxqfhfR0VGiKJEFpvLTV4RQXFxMfr5b0665TSwqykXTFELoOiisLF23IbdecwDQAR6IsdSJizZeTAM1FIatz0ABUqzM2RDnk+UyymRJOJoHbPA+A1cHiqIwBllW/P4AwzAAiKKAoiiGYRiGpukaMC5tPDMbANrE9CqjTFNXp4z8H9afmTEi8aO1p6bN2je8T5PXGxSy+LWKvueAe92v57+8s9648l+6d+/eo0ePzsjIeOutt7788suXX345MzNz5cqVZG+XLl26dOmi6zqx7AHA888/TybNGOPs7GyPxxMVFaUoyqeffhoOhwmbIr7BhWn51KlTCasEgHPnzk2ZMgUAJk2a9O9//xshRAjbhg0bdu7cGSFvmzdv3rZtW+fOnbt27Up+v/DCCwihGTNmhEKhJ554orApe8eOHeScDz74YLNmzQDg888/v3DhwuOPP+5wOKZOnappGjkzORVcTLJCcPr06a+//pr8Hj58eL169bZs2fLrr7+Sq//xxx/r1q179NFHo6KiyGlHjhzJMMyHH35IzkkKkMNJJY23spour0hSzVoP0jTN6bSLoqgoamEeBTVKi0uWJYz1althl8sRDodFUbLZrPn5efXq1bum3K9Dy5Y/+DWEMQI4HRQd5gAAGFkEDRisz0ANhtNuayHpv7lVVIp7BoXgvA4tEHAAhoHYwNUAIUQi+sLhMEUhjCmKwjTNcJzJZGLN5howLh31/goIOiQMLKNMPVvrW5ydD3o2iFrg7nrjj/q27MtbXZj1pcb1PeBety9/bYVYX2xsbEpKSkpKyltvvSXLss/nW7lyZcQGOHr06FAo1KlTJ0mSyJY5c+bs3r3bYrF89913GRkZgwYNioqKmjJlyvz58yMFChvQcnNzu3btijH+5ZdfiA7tuXPnyPknTZq0ZMkSQRAId/rmm28Kz8gPHjw4Z84cVVUJ65s3bx5hdNOnTzebzUUsexkZGSTedc6cORs2bKhbt+7y5csPHTo0fPhwh8ORnp6uKMqkSZMEQRg3roTGmThxYkRaacuWLd99911OTs6cOXNycnK6du26du3azz//PCkpqU+fPtOnTw8EApMmTYrcQjgcHj16dCRBC8b4xRdfNN7K6smgylCSrJ4jWyAQIinsGIaWJEXTNE3TMMaSJF9T18eqvQ9ZVnneJIpS5Q6/ppXjOA4hROoWCATtdqeqqteU9cVFuzhfnoIAAXg0CAZCDqfDeD0N1EQYai4GLqG2mY7meSh9eS+sw2GpQNLLgIGrGnooikiEa5quaaqqarIsy7KkqmqNmBvpugIAJrqE7HwnfDvIj5+zZh/3bW8T0+uksHPeoccbOTrcVW984ZI2Ng4AsF6xee2ePXumTJny5ptvEgYYCW7Zu3fv6tWrExISZs6cKUnSXXfdtXfv3p49ewLAzJkzC58hNzf3yy+/bNmy5dq1a19//XUAWLx4cWTvE088gTF+++23I0qwderUGTt2LInEI/JFS5YsAYDdu3e3aNEiciC51qlTpwDg999/B4Bvv/32yJEjUFLEYPfu3ffu3XvfffcBwIIFC0q72T59+mCMX3311fXr10fu9L333svMzBwzZsy2bdsGDhx4+PDh9PT0/v37A8DOnTsB4MKFCwCQmZnp9XqDwWCHDh0Kn3Po0KG6rr/11lsrV66kaXru3LnG+1g9EQ6HC1vMagjxg3BYzM/35OV5gsGgJEm6jmmatljMNSWgBiGQZblyTqoYX3NnILPZRHK+kz9lWfZ4fF6vLysr6xoJvZhNphYuC7meR9U1jH0+QZYVv99vvKQGahYMW5+BS6hltd5BsyvOSKXl7qMAHZdxQwbZjVSlBqpgbhFRKwUA0Aqga5pW/X26KJoCgCJxegDw2f4xYc03InH6n96t+/JXj0mabefiOtYamhs63sBRVPeFpUxA3Fsrgr179+7du5f8fv/99yPbeZ5v0qQJAJw8eRIARo0axfP84MGDV69e7fF4Cp/h6NGjqqpmZmYS0gUAOTk5hc+/dOnS5OTkyJY6depELHUpKSlr1qw5duwYAHi93i5dukSK1a9fPzY29ueffwYAQvZEUXz22WcB4Pnnny9yFw0aNCDVW7t27fnz50u72ezsbIQQiUV0Op3EyTM9PR0ASEDj22+/vWTJkqlTpz788MMjRoxYuHChz+dbu3YtIbc///wzxnjy5MmFz3no0CEAeO2114x3sJrDZOIDgVBNHNkuDmhkg4IQcjrtNesWKiGwTIgYQhTAtRJntlqtqqoVT4coipLJZJZluew0uZVujSYOS6Zf1HQ9gCGkYRuDvF4fQojnb5DEswYM1mfgZkQcSzexmo8HQrhEewsCAHRSgbYMqIbBz0DVzzNURVEwxrquV3Pip2k6TVOSGjQxl8x9m89+HtZ8ALD46IuyHurX5E07FwcAZsZenPIBQEjxwsWYn/KjS5cu9913X926dW+77bYSC7hcLgAQBAEA3G43ABSRMCHzuRYtWkQ4W2FrWJ06dQYMGDBr1qw777yz+MmHDBny3//+99dffx04cKDJZCLZRCKYPn36sGHDZs6cWbt27R49emzatOnkyZMdO3Ysg9QBQFVlbhw/fvzXX3/92WefWSyWDz744Pnnn//jjz/q1KnTtGnTol8+hhk9erTx0lVzRLyUazp0Xa+BLjKIoqgKeV5grEfS910L0DTN85zb7S3xEpqm+XxCOCzabNb8/Pz4+PgqZIC1LCY7R3lFXcVwRFTbWlnSMvn5HpZl7Hab1+uNjY2tWTGoBm5CGB3UQNFRNTHOVlruPgRAAWRrENLAUD8wcA3mRpgIhVd/J08HHwcAin5ZIr49eQU56GQ9BAAOLr7sk4iaHwCi+YYVuvQtt9wyZMiQ0igfADgcDgDYvHkzAGzduhUAeJ4vXCApKQkhdOjQoV69ek2aNGns2LGdOnWK7H3qqafgoiWNLGOfOnUqGAwSQT+r1TpgwIBDhw7t27dv4MCiYY3t2rUjoik9evSYNGnSkSNHFEVp06ZNifNgANi+fXuEphLr4q5duwoXs9vthEwCQMR9i4ThDRo0SNf1+++/P1LbuLi4hISE2bNn33nnnbfddpsgCGfPniV+p4VhsViII/EzzzwzYcKE8ePHG69e9WRKpMsZ+EugqqrVWmGvVE3Trp1+qc1m9Xi8ZXwdEKIURfV4fAzDCoJfkqSTJ09evdunqqoY4yYsjQEoBCcV8BUSKVUU1e32AqBAIKCqWjAYNDqPAYP1GagxqIX1FIeJLn3JStTxAalGLl1eZ2BNC6WvCn32fZF/6pHTRuOU9MFGxMqnqmr1XzFNjr4HAL449EQZZX44+W9RDZRR4OujzwFAalyvqq3bmDFj2rRps2TJksTExGXLlrVp04ZIcUYQGxs7cuRIjPGAAQMSExP/9re/FZ6p9O3bd8CAAW63e/jw4SaT6bbbbsvNzW3Xrl1E5/Of//wn0a8jDqVF0LdvXwCoXbs2oZcAcO+99xZ9NTBOT09PTExcsWJF+/btiQNn69atAWDSpEmJiYmR/Gw//PBDYmLijBkzEhMTz507RzY+8sgjHTp0yMjISEpKOnr0aMeOHUeMGEF29ejRAwBIBstu3boBQGpqapGrL126tEmTJunp6cnJyW3btv3Xv/5lvH3VELIsww2xuogxMAxT40TQVFWtRJoTVdWuha0PY2yxmFVVKZwXvswlAyzLisfjs9sdgkASyld+EYGEDkZj/aIWK2QruPgVQyExP9+tKKpWyLvXgIHqNdEy8vUZKA5F01aedeeEpNK+YQDQxQLRtGHwK+UTFZaCM5aKS38uo4xj5nNcu0SjrQpD0zSW5XieKOBVd/9zkm1vZOKMKL5u4S0RNHHc2rvxS6Udnh8+9eWRpzHGT6V+ey2qt3v37l9++aVbt26ETQFA165dL1y4sG3btujoaADIycnZuHFjdnZ2jx49CouyFEdGRsaGDRsaN27cr18/sqVdu3bBYLDSqfOysrJ+/PFHQRAKVw8AJElauHChIAjJycn33HNPZPuPP/6YmZlZr169tLS0hg0LTKPr168/ePBgt27dCLesaE/7/ffft2/fXq9evbvvvps0iIHqA7/fryiqLF/X5OyFU6sjVGWyZRhjm82m61o4LNak2SGC2NgYt9tbfgKDMTabTRRFh0Lhqq0MwzAulz0/31u5KSvJO48QYlnGZOJYlgsGAz6fz2w2m81mlmVZli2iAqqqqtfrdTgcPp+fqLBqAFv9ilsHBOCi4A47Wxr/xBjbbBar1Yoxvg7pBEtk7H6/32KxyrJM07SqKsQBxIABg/UZKBl/nDi9S2M1teThXgOoT0F7CzJ6TxHoQVH86qfQ/DUgKwBgbtnY1iWFtl8KWxI27BSPntGDYUDAD7zLdN+tbHITo90KWk/XaZo28bzDbue46h4i/1HWkyg/q11c/y51HiJbduUs+zX7CwBgENcqpnuH+IEW1lXa4ZvOzt2b9z3KajCh94fXuqpTp079/PPPZVmuX79+JE9d5Wh5WlqaKIo0TX/wwQfEmGbAQJVj165dderUu5754jDGPG8ym3maZigKIYS8Xp8kyVdfB4RQTEyU1ytcI4XJa9cgUVHOcFiqUHQlTVMWi8XvD1RtTVwuRygUlmWlqroEQojjTBQFqqoyDE2CGGmaAcA0TSOEJUlWVV2W5cKT5HxF2xTQEALA0NvJsGX6pDAM43Tar7PWC4mrDIXCkiRpmq7rOgCmacbpdDAMbSQmNWCouRgoGSkN6p4978kKaCUOEjTAeR27NRRNG7n7LoP/xY+VnQUGkFa7F7BxUUUK1Hp2BNb1s/+cnTf3e3HxRnHxxtjfZhvtRkBRlKZhwLhGeEO1Ots9k0//I3dZhPW1T+ifFNMtrPgcpgSiz1kG9uZ9DwAptXpeh6rGxcXJsjx48OCr92aMiorKysr64osviui4GDBQhWjRIqlqmcMVZkIMY7HwABAKhUl0sdlsrio/cyJWXLMoH0EwGOY4tkKSOppWxUJcGGOO43Rdr0LKR04rSQWm10h2EIZh7HZbOBwOh8USrxXNUFG05tUBIzgq6i0tZd2pqqput9dut+q6fq1TuiuKkpeXHxMTLUlSMChSFNA0bbWaPR6PLMsJCbW8Xq/NZnW73XXq1DG4380Mw9ZnoFRc0PR1p/IEWSoxuELHOJqiOpqBM4JDLyI0f01o5jIAqD/tmZjB91zhg7rnSN68lZ7F6wHA8eFE7tZWRgOSjzHDsE6n3Ww2V/+P09qTHxzx/WJmnP2avBFnLq/N9kLo2PJjb8p6sIXr7u4NnzQeugEDRQYBj8d7Hdw7yfzH6XSYTJzH41UUNTLmWK0WTdNKm/1XCBRFxcZG5+Tk1sTZtsNhFwR/hZo0Ksrl9fqqqgIUhWJioj0e37WmzRjj6OgoQfCrqlrGkzoWVjIkjADMCLo5WOZKzxRjzHGMy+W6pq6eGGNRFBGiBUHQdd3pdJjNfJECwWBQFOXrb340UK1gTNgNlIp4mmrFyBRXssmCQihP108o2Fg1IvD/e0Fo5jJb59apWauuSPkAwJravOF/n60/dSIACE9/qB49Y7QhAOi6ruuarus1YkHqvkZP8zktwqpvydGXD+Rf2XMSY31//o+Lj74o60FrbrJB+QwYKA5N01X12ophkBA+i8UcFeVUFCU3N78w5QMAhEDXq3AIqpHfSXwRFTqKKF5WVQXMZjPGcB3EUVwupyiKZVM+AKjN0TwABghhyAgq2pXkphFCiqJ5PF5Jkq6dJi1CyGQyqaqck3Pe5XL5fD6/30/y4kQKcByXm5sjy0ooJJKMPgYM1mfAwCXIstw8PjaeAaqUNSoGoeOiKoTFK37QdF2XZfmK47ssy6qq1MS2Ci/7RVq+CQCaLnq3QgfGDLm3+ar/AgZp3U6jy5GPE0WhKpw3XGs8eu+7gFkVyxuyPl7858tlVBtjfdHRFzZmfaKDRuvMI/cY0pEGDJTwsRDFsKZd29wtLMvGxkbTNO31CkR6pNhcvyp5Ws11qdP1iumRVK0Tpt1uY1k2HA5bLOZr3B8YmqZDofAV62+hqRQeAQYEcFKBM3K5Oqqqam63T5bV/Pz8azWbpyibzdasWTNdVxFCwWCYoujCbJnjuKSkJLOZN5tNDMPIsmoIjd6EMOL6bnYcP358z549WVlZAJCSknLHHXeQ7QcOHOjfv7/FYlm/eeua6f9fzgAAIABJREFUXL9Q0ujgOXf28/Gj0hNqL1qwAJWeokcUxd69e1kslu+/X1lGTd555+0NGzaMGjW6ctmTVVVdsmQxAAwdOuz6N6Oy+wgARA+9t3A7ZE9bmD3ty9IOSc1aVfAVSWluv7O9f95qyyO9kYkzWJ+uY1XVSKL2GuET9WTqN2t3f36EWpEdPDQjo39i1B3RpvoxfMP69hQNK8e82wJqvkc8e8S7iZRviQZ3azvMGHwMGCiO7OxsjuPL+d4Xkty89KMMCxXGmONYnucRAp9PIGItpQ8yN3v8C0JIUWSWZSRJLv9RmqbbbJZAIFTp0RtjYBiaONn6fIKu6w6HnedNVeJwW2KvMJlM5XdkrWNi6ijqORVTCDIlXQM1hqFMCLGogN6jgjUDRKFLfQghEEXRbDZLklSJlBhXBJHrFEVJUVSTyWS1WjDGfr+f4zhJkqKioiLkEApEX0DX9WPHjjVt2vQvERo1YLA+A38Bxo8ff/LkycJbPvjgg549e1osFgBgGCbaZmkUVPapGGtFveqxrgOACpCnQTxV6hfy+hhtFi5cOH/+vL+K9ck/7QCA+H9clrS61rMjogd3P/3cB7cseiey8cwrH7OxrlrPjihc0tq+hf/nXcIrs51TJ9zkHfLihE2Hy4XUqznuazvmPhiz8NAzbunkYc8vpRWL5RsNS/yvMewYMFAa4uPj8/M9kRUfhCiKQhQFFEUDAE1TABRxAgegGaZgHkvTtKbpNE0RjX4AcLtLUPl3OBwsywgCkdMsg+8VsMcqHNYoiqqJMgqqqtls1gqxPkVRXC5HIBCqdFuZTCan0+7z+YmLEEIoEAjGxkZrmh7J5FnFU2GGvqJvZ+HO0dJCn/erACBjyBB1CnTiOEcB0AAIAQVAAVgpiGepWgyyMAW0KhQKmc3XxG6pabrX66Np2um0ASASvMeyrKpqkiSTdotE9LlcLvKkmjZtaoi7GKzPwE2H+++/PyEh4cCBA7/99tuUKVN69uzZuHHj33//neRMa8jqf9L0hbwLmiSZbDbeZr9sjAbYcz7nvvq1SISfIAjBYNButxcXrcrOzq5Vqxb57Xa7JUlyOp2EXpY5lmn5+fmapvE8H1mvKoLNmzd9+eXCv6r1QgvWAgBXP4FvUrfUMgeOY1HimzcocW/ChMHZUxcqWzOwKCP+Zjf36boGgKpcC+46YHjiNJ/fvXLTV/YWfo9yCnQAAIqim1pST+yT7r99mNNu5IUzYKAsBAIBTVMoiqIoiqZphiH/M+T/cs5QA4EAw9ARbUaEEM+bWJZVVTUQCGCMy+PASTJyVwnlwxhXYQLA64lKOAHquoYQRdNUJQIjMcY8z5tMrNvtLUzDdF33eLxWq1UQVF3HVc5TiGuJrpfXr9hOoSQTOihijAABYIDIojiCSw9a0OCcqjMI4hn9Fo6K5SiEkCiGGcZappG5YsjJuWA2W3RdczjsgUCAK6TFQFIUchyLEKIo6vTp0wkJCRFLIyGBubm5sbGx4XD4ipMxAwbrM3CDYODAgZ07dz516tS999577tw5APB6vbfeeqvNZtu1a1dtl/PtzpfyIN857om2ffpH/hRyzn8w4e+pS7+LZ2HqtKmrV68mQ2f//v2feOKS5SoUCj366Dji5Pn4448fPXoEABiGeeedd4tLwL/55ptbtmzu1avXc889v2DBAmLEA4Dk5OQPP/yoSOH8/Px//vOfdevWPXv27F/SeuG5qwCg4eyXS9wb3H0YAEJ7j/jWbGs6//88y3+Of/SBImUQy5iaNZCOntZzPXT9hJu5K1IUpetY13VNI2mUahIQQi5HzMj7SzDYdmloDDMGDFwZLpeLGCKuBizLBgIhYltjWdblciiK4vUK5Z9nXwMDCAVQ88KoEEIAmKap8kdaapoOgFmWrZCFkFA+h8PGsmx+vqcIKUIIqaomimJUlNPt9lb5PUqSbLdbK9BDEEo0s7GMtjOohQpzWwSX/wUIgQ6QrWKPqt1FYZ5hMMayrHi9nsgieKUhy7KmaSzLcRxNURzHcTzPFy9mtVrJjwYNGhRXWIiLiwMAg/LdLFMsowkMAMDChQsnT5786KOPAkDxsDqKovoPGHD3yIfb9OwLAFsXzNFU5fzhzJ3LFwEAw5k6DBp+XMFfLlq0atWqRo0ajRo1ulGjxsuWLVuxYoUkSUuXLgUAmqaHDx8BALNmzTp69Ejr1q1HjRodFRU1adILBw4cKPTB0GbPnrVly+Y2bVIeffTvANC0aZOhQ4cOHjwkISFh//7969b9VKR6H374AQA8/vj4v6r1cEgEAGvrZsV3cfXiY0f2zEgcyDdr0HT+//05/DVLm2bRQ7oXL2lqkAAA0vpdRm9EiEwAsBFsYMCAgcrMbCiK41ir1eJ0Onje5PUKFaJ8ZBQiBrqrB8syqqrpek1VzpAkxWIxV8g9VRACNE2X/xCMMcPQLpdD03SPx1fakxJFSZYVErFWtfcoywrDsBzHRupTnqNiGOouB9PZynSw0ClmKtlMtTJRSSYq0UQ1N1FNOaoWg0yoID5UxLAlqIc0Xdd1TdPMZrMsy2fOnDl9+pTf71cUpZyWRpKk4cKFC6IokUBHhqF43sxx5fISKmcxAzcqDFufAQCAn366RKWOHz9evMC777yzJcd7wBvMPXns/MEDYZ/v5B87DqxbDQDWqOgODwzJ1eH71asB4JVXXm3cuHHz5s1fe+3VrVu39OvXLz19LgCYTKZhw4YBwDffLAKAV199jawwzZ8/b+/eva1atbrIPxcAQGpq26lTp5Itt93W9bbbugIAz/Pz5887cyarcMX8fv/WrVv79OnTrl276tm2dd8Yp/mDgc27bWktEUJNC8X4FYa5ZRNh/Q5QDU0twBjXlMwNBgwYqJ6sz+l0SJLk8wkX4wP/muAljLHFYvb5fDW3MRVFcTrtEdtpOQgzEkXR6XSUs8kxBp43OZ12j0eQZbnsYEtB8LtcTrOZr1plF13Xg8FQdLQLYyI5rsiyrGlY09SyyBhCHEK1yqBRGCjAe0LqMQUjBAEMx0QtlVOjolzZ2RfCYYlhOI7jVBWHwwrHaRRFA+CyiZkkyaIoUhStabrDYUcIlWjfM2DAYH0GSsULL7yQmJh47ty5N998c/PmzZs2bWrTpk1k77lz52bOnLn2xx8Fn4++GA3c+r77G7Xr+PWkCQAACDQMuefOAoDDYQeARo0aAcCJEycAYM6cuWPHPlLkikOHDon8DgYDRfZ27do18nvmzJlr1qwOBoMlDvEjRgwHgKio6IULC+L65s2b16NHj4SE6uInGfh9v7B+R/zjAwBAPHIqb96q2NG9S/g66Dc13yNfVopCmqYzDE1RDEJIVXWWNcx9BgwYqPB4EgiERFG8inOgKll3cjrtsqxoml5zNTM0TQuHwzxvKk9igyJ0ruzixKHDZrNgDHl5Hk3Trnh+iqICgaDL5dB1nUiwVtEyAbJYeJ/PrygqURKiKMRxDEJMpWVpyNRIB5RopvNV1asDQnBKwc0VTVVVmqbJ/SqKAqAAgChSmqabzSaMIS8vt3bt2iSyXVXV3NzcUCgUGxsnihJCyOGwZ2efj4mJNoRYDFS4qxtNYAAAWrVq1bVr1yFDhpAw399//73w3kWLFi1evDg1NfXF5T864gs80W3RMSar7eLIBoCA5XkAINl1g8EgXPQlKJGALV26bP36DeQf8eS8+I10AcD06QXBe263e+nSJZ06dV6/fgNxEC0CcqH58+dF1Fzmz5+Xk5NTTRoWq9rJx961pDaPfaiXLsoJTw3NenWme9nG4iXDB08C1OS8TlfTShhTFEXTFEIUTTMI0RSFaJqhauz4JB48kb90Q/7idfmLf/Ku3KyrqjHIGDBw3XD69GmSdf3qpsWVp31EwYVIyFSULFU3IIT8/mBFPQM1TSs7MBtjTNOU02nXNF0Q/LpeXmJMxCqrNoMfw7AAEA6LmqYpiiLL8kX/ySpQXjVR1O12mkUAAArASUlTVbV4e5JsCqIoud0eljV5vUIwGAqFQoFAiGE4s9kaDoscZ9I0hedNjRo1Miifgcp0daMJDADAkiVLNm/erOt6OBxGCN17771Fhm8A0FTV5MtnzZd8CTiLBQCE3Jys/XvrJqc0bNfxyOaNCxYsGD58OOFgHTveCgAkOisUCu3Zsyc1NTUlJWXv3r3/+9/skSMfCoVCO3ZsL5xroW/fvgzDpKfP7du3z/TpM8ilMdbPnz8fDpew5LZ48RLyQ5KkkSNHkC12u/26Nh/PgSh7V//q6vm3InuU7Hw13+e4q8PxhycHd2bWfnEUd0s9+eS54ueQjp4BADatxU1I+QAAIcpsNjMMTXoLCcupcRqee1b+lLXvUL3Pf4ZgUSMDsvJnxtxZr3VS6v33GAOOAQPXFA0aNMjP91wd1ankUEZRFMsyHMcxDKMoisfjuwHaE2OsqqrJZJIkqTxkAyEkywrHcaUxXoyx2cybzXwgECrbq7PER0OkZaoqGQbh5xFn4MI0jKar5htEU3QzEz4g6hSCPFUXBL/NZguFSk5NhBDSdV2WC9ItkHvkeU7TNLvdEhXlMF5wAwbrM3BVWLlyZWS46dmzZ0pKitd7SSaLhMxt3bp169athY+yRcdYo6KDHnfG2pX1klO6DHnoyOaNP/yw6ocfCvKPDxw4AAA4jktJSd27d8+KFStSU1P79++/d+/eNWvWrFmzhhTr2bOX0+mMVGDkyJFHjhzeunXrzz//PHr0aJZlN2zYsGHDhhJrHh1dIIUfceaJbLl+b1FSQ3X30XPvpBdnfeSTkvXyx+Tnuf/7rMQz6Koqn8kBALr03A83KnRdp2naZrPabFYARFGIpOmrWQuZcih85O5/QNaFepGlgKTGCU8N0fyh82/P1XwBHBTrfbwGYM3+Bl8l/fJpxFPagAEDVY5K5BsokQ5U7EPA0GazmedNqqoFgyG/PwB/XTxh1QIhJIpSTExUbm5+OYmWosgWizMUCpe41+l0IIQIJa5sE1VNw2KMWZalqBJESkmGjyv6qZYTCSx1UNIAkF8HSdHsCCjqCl7EkaamKMrv9zdsaChBGzBYn4Grw+jRo7Ozs1VVBQCWZW02G1HyNJvNzz//PHH4vPvuu5cvX/7TTz9ZXDEZ2XkiYPNFZe0Bk98/tv3XuMa3AICrXsMvV675ecUyUZKsVmu/fv0iKUGnTZu2cuXKuLhYALjttq6rVv3w7bfL9+7N2Llzx+DBQ4irw7333teyZasWLVoAwOjRY9q2bUc+Bp99NueXX35WVY2iEMtyHTp0KOWLy0yY8ORf0oauT17I6/R3+cS58MET5qTGke3+LXt9a34tXt6/ZS9WtNovjrq0Zf0OAGBaNqJs5putBxaeQ5CF1Ro3T9qxZKVl2jI16wLtssWO6m2/vZ2tU3Jkb+zw+wDA/+te/y+78+avUk9nH7lnQujpB9o/2NMYfwwYuBaIZOq7uqGpAoMYz5vMZl6SZLfbo+skQd8N5YCnqlooFDab+dKIXPHWK+60iTFmGMZmsyqKEgqFq0MrIYTsdlsgECzlLvSqqqAJAQNIBdABNASyrFgslkAgWHYLUBQymUyiGDYon4Gq6fCGUJ6BCk3QN2V7DgYkKGklFWPc2YziGFSeLqXrevfu99x+++2vv/4GRdX4+FLhxU/kX3bXenZ4rWcvBR9mf7Qo56NFpR2S8ueyyO/DPZ8K7zsW+9vsm7BTqarKMIzVanU47DUxVcPm9K/tr38BAIihU05+d4U3SFH3NutPlFrF9x/tNOwBY1QxYKDKEQ6HfT7/1ZzB6XQKglDOCRJFUbGx0Xl57vKn+a6hEwCXy1H+hjWbeZqm/P4CYoMxNpvNDofN7faoV6dWjTGOinL5fEIVBN2ZOJ7nvd4S0kVgjO12m6ZpVRKZmadomwIahYBHcK+DpSkqJibK4/EVsUuTO2IY2mTiNQ2bTLQkSVFRUcZLbcBgfQb+AuSG5RVn3WpJ6hQYoA1PN2L08nQpjHG/fn2JFsv69RtqerPIuw4LT0wFhm61/XM2vmIupuff/yLnw6+5bu0dbz92c7I+lmXMZovL5ayJ/H9/ynA132e7ve0tX75VzkP+HPJKYOteJj4q+Y8FxpBiwECVw+v1SpJ8NbMbl8vp8/nKeQaGYaKjXTk5uTe8wIbZzLMs6/P5y3OjNE1HR7vy8z2aptE0bbWaASAQCJVfuKW0yQMAREW5AgG/rhe4X5Y/iXxxHuv3B0oTWaUoyum0h8Pi1SaKwHhnUD2jYISgNoNutbEkspGm6WAwFKmMycR6vV6fzxcbGxsbG8uyLELIyFtrwGB9Bv46eqPry07neUW5+C4doAmLkk03acv4nvpA2Z7p7PW3xrNfLf9RefNWZr36CQC4Fk1mGta6CduNxPXxvMnpdDJMDfM539PgftAxE+tM3vNlhQ7MaDlYF4KYotqe/t4YVQwYqFqcOHHCarVfjeXN6XQKQnlZH8uyTqc9Nzf/hmd9GGObzQqAA4HQFW/W4bATvscwNEVR4XC4PEcVJ3ioAMCyLMMwRC9HUdSIlQwhZDJxghBQK6iWzLIMy7LBYKm1usgwnV6vr9KRhIqO9wSVLLWAoN5upaNZmpzc4bCHQmFVVSPmUF1X69YtCO9XFEVVVU3TMMa5ubmaptWuXdtmsxkvuIFKw4jrM1DhHlPLzJXI+jDGQa1AieMmbBnHtCeFp/7r++HX4w//X/33J7KxriuwHVnJS195/v35AMDd0fbmpHwXew7oOtS4BaijsxeAjs2tmzb/4cPIxgufLNXDJWcJK+z92/rAosPdJ4iHTm6dv7jLqEHGwGLAQBWiTp06Vy2eWYHxKKIqecMDIRQMhlwuB0JUGU2EMbZaLSR4jxzHMHR0tEsU5XIK7ZCZBMsyHGfieY7k0FMUJRyWFEUkJ4nMNDDGoig6nU63u2LCrTxvKpuIIoQwLuCelW60M7J2RgUKAQDUolEUQ0VOLsuKy+XIy3NHttjtDgDQdV1RVFEUCfEzmXiHwwUAsqxkZ2fXqlXLeMcNGKzPwPUARVFxHHuYYbCqFB8Hsa5joEscHeVdh9TdR5V9x7RsN+g6AEIcw93aEll4rnsHpmHtGv85ZGjH9GeFpz8Uftqe2XFMzEO9HHe0c9xdgvaM6vXnzf0ub94qNd8HJtb6zGDzkJtXzR8hBKBjrGmayrI1aUQKTfsWAGLH9Ck8aTA1q+dZsYliGcc9HckWzRc488JH8U8MKnLXsQ/3yXpxuuP9pXC9WN+jjz4aDAbff//9yFpyEbz00kuZmZnfffedMdBdPTwez1NPPZWamvrcc88ZrXHd4PP5WJYrrsJfiZEJAJWT+3EcW06NkxsDoVA4Otrl9Xr1UuI5zGaeYZjCT0FVVa/XZ7NZfD7/FUVcMMYWi9lqtSCEwmExGAwpikI0ci4On6jIcKqqWiAQcDhsfn+wPB6kRFemnOn4MK4kpccY3IqaKeoUAoyBQ5BkpgrXTVFkirIVTkERDIZkWbmYs6rgfiVJihwSETw3YMBgfQauB2yIohm2RFeKEodaPSx5R/xTP5dffFf42FkACH32Pdc9zT55XE03EiKack5/Rnh5lrxxV96cFXlzVgCAs09Xe+c20UO7y+dy8xeszpu3CocvjeCuL95gGiTczN2J5CbSNIwx1nW9poT2+bftw4EwAMQM6V54u/OeW8WDJymzydWrS8F3/YIHAGydWxc5Q+yIHlkvTtc8/mDGn9Y2t5TnoosWLfr000/PnTsHAA0aNBg4cOBjj1UgFnTTpk0AcPbs2dJY3/Lly4tvzMnJ2bp1a//+/W+Azvbnn39mZmb27dv3OlzrzJkz27dv3759u8H6rhswxqqqh0JCVXxKymvrYxiaomhRDN48Ti6SJFNU2Gq1CEKg+F1zHGe32/Ly3IV3EbsWy7JRUc4rmmERQqFQWJJki8XM8yaKQqqqYqyXbZSTJJlEErrd3ityOYSQw2EPhULl+UIBAEVRlXAYFnX9t5BOFsgZBF2tlOPyBIDke1e4tgihsv1Ug8EQz/NGinYDBuszcJ1AUaqFZQTxyuugutcfXrwx/PkPoOmUzRzV9w62Xpy5VVNntzTxWJZ39a+gav6te4Pb9sk/7XD/dsA6YYCpTxdUwyU9He8+puw+Im3NkFb/hvMF3/ebfd9vznrl48tevNRmprvbmwffbXSnQjO2mpSzIXf2cgCIffSBEqcJ0ulszR86NvJ1V9/bzS0aAQAqyYwZM6Jn/sLV+fNWWadOLM9FT506de7cufj4+AYNGhw/fnzatGlbtmz54osvylnn+fPna5rWsWPH8t+m2+2+/fbbO3TocAOwvtOnT/fu3Ts5Ofn6sL42bdq88sorw4YNM17t67QQ4/fTNB0JkbpKIAQIXdnt3GQy8bzJ7w/cVLNwhFA4HGZZm8ViCYUu85BkGMZs5vPy3MV5F+FyNE1ZLJZg8AokmawG+v2BYDBkMpmsVitFISK7UmatRBIsFwgEyva5JWmlJEku57eJpilNq1gWB4zxgbAqAyAAHUMLE3KwdBEPqQjrK3//0TQ9EAhaLGZD5cVAZSbwRhMYqCisGMtiqEQvd/1yHhiY+nV4zkrQdABI3rOw/pQnaz011NktDQD4pvVqTRhc6+lhzRa/1+boMgDA/lDg3S/Cc1fdAE3Etm1umzAwZtV/otdOMw3pBmzB6EzViY1eOy1m08euT18wKN/lH0hdVRUSRFEjKuxb/zsAJIwfWHxX/OMD8uZ+7/nu5+YrpsaP7Xd89D+jBnezd0kpXjJuXF8AyP/mxwpdumfPngsXLty6dSsAbN++HQBWr17dunXrxMTEli1bzpw5kxRLSUlJTExMSbl03U8//XTixImnT58GAEmSunfv3qJFi6SkpG+++ab4VdLS0tLS0ohn0e7du8mfke2kzLRp0yK/AeCjjz5KS0v76KOPIr/J07z33nvT0tLy8vIiJbt169aiRYvExMS2bdtGNr700kvkLpKSkqZNm3bHHXekFcJLL72Ulpb26qsFUkkjRoxIS0vLzc0FgFmzZiUlJSUmJiYnJ/fp0ydywl69eiUmJrZq1YrcMkFmZmZaWtrf/va3yJY77rgjMTExNTX1woULAPDZZ5+lpaU9//zzALB+/fp+/fpFGqRXr16yLLdt25ZU/p57ChyzT5w4kZqa2rx5c/IItm3bBgCCIMyYMWPcuHHk2FtvvRUA8vLy0tLShg4darzyVQ6TiReEQJUOIFfwQnQ47BaLWRD8N3bChtIolt8ftNnMPH9JwI2Y2oLBUBlPQRACLMvwPF+eJ0W+CKIo+nwCxsAw7BUPEUUpFArFxERxHFvGszObeUEobwoKjDFNMxUK9QSMT0naGaXASziWhmY8U7xHIUTpesWSWGCMRVE6fvy48cobMFifgesBjmWdDI0QVdIYfZH++QLCq7Pln3YAQL33JqRmraL4UsU9KbMpNWtVrRceAoDQZ98HP15247xgTpv9mSGxmz+J/W127G+zo5e9QzltiGONXlR0vUDH4XA4HA4rikpcPas7TdUxANBR9hLeAoZusvBfWS9+LJ08t6/NsJgRPRpOe7bk1YF68XC5e0/5EQgELs5yxH379smyPGTIkDvuuGPkyJFbt25t1aoVTdNDhgzheT4xMZFQxEAgIAgCiRgZN27c6dOnu3XrFhMT8/rrr//555+RM2/cuDExMbFOnTrr1q0zmUwAoGmaIAiCIACAy+USBOH8+fMAsGPHjrvvvrR40bBhQ0EQ3G43AJw5c0YQhLVr1wLAqVOnzGZzbGxspGRWVlbLli0HDRqEMU5MTNyyZQsAHDx4UJbl++6776677urYsaNwOeLj44PB4LfffktabOfOnTabLSYm5r333ps2bVpsbOz999+vKApx2Tpx4kTHjh2PHTs2ZMiQ+Pj47t27r1mz5mJP0wVB8Pl8AJCRkZGYmOjz+YYMGWIymbp27bpp06Zx48YJgkDo9CeffHLo0CGM8TfffCMIwoQJE1iWTUhI6NWr15AhQ86cOdO+fftgMHj69OlwOJyYmHjvvfdqmjZp0iRSSUEQ/H4/YYBerzdydbLRQBXC7/cLQqAKT6hpGk2XHPSFMeY4NirKpSiK2+25aYXQMcb5+V6e5zmOA8AUhaxWi9frUxTlSmNX0Go1m0xchZpO18trapNlhVTMarUUfojkB8exDoeDaGOW/9IVDT3IV/R9ok5Ynh1BRytTouABQkgU5Up0znr16hlvvQGD9Rm4PqyPiWKZ4g4JCCGOKtguLt4or98JAKlZq2JH9izPaWtNHNpg+gsAEP5iTXj5L0Y730TDEEVpmqoomtcr+P2CzyeU/3v81wERglfyHfEcAGBV09wCYksl+RTh/xV0DZs3b15iYiIxsjVt2pTnebJ98uTJn3zyicPh2Lp1q6qqY8aMmTx58kMPPQQAhPVFcOjQoe3bt/fr1+/jjz8mjIuE/BE8/vjjAPDuu+9GZAM6dOhw+PDhw4cPA0D37t0B4OuvvwaAP/74o1mzZpEDya4jR47ARSNkRkbGzz//DABvvvlmkbvo1KnTW2+9NXz4cAD49ddfI9snTZo0c+bM2267bffu3YcPH541axYAtGrV6tlnn23fvr2qqoIgEL2ZN998UxCE9PT06OjozZs3T506NXKSxYsX+3y+Rx55ZPLkyW+88QYARFhfcnLy4cOHDxw4AADr1q0j9zt58uTRo0cTxgsA7dq1y8nJ8Xg8+/btI3R02rRpANCrVy+E0Jo1a6ZNmzZ58uQHH3wwEAgQeyMA3HrrrdOnT09KSrpw4UJWVpbxXl83aJqmaZqqKlV4TkVRzWZziVTHYuGtVqvX67vaHG7Xko9d/eHR0a7oaFcZC3DECVMQ/E6n3Wq1RkW5JEmWZeWKrpuaprndXrvdVqHWKz/1Ipcg35Ho6CiLpeA5chwXGxvjcjlFMRzJklcekKQO3vm3AAAgAElEQVSyZdT2YoPjyN/7RE0jvp0ASTzF0xSUnA8QKYpSiV4ULkUp2oABg/UZqGLQFGVhqBKHKTONEIAeDIcWrAWAeu8+UaEzRz94Z9zj/QFAXGawvpusU9G0pmmKIkuSLElyKBRWFKVaL6KT1MBCsPgeOevC6ec+qP3iKLZOXPPVHwrrt597Jx2rJfBYIvRSMcchAI7jnE5ncnLy2LFjZ8yYUbwAcWjs0KEDITAAQExbEZw9exYAVqxYkZiYmJiYCABFVA369OnTvHnzEq9OfCNzcnI2bNgAAD169IjsslgsPXv23LVrl9frzc3NrVu3rtfr/de//mWxWLp161bG2Yg+TXEsXbr0scceS01NXbRoEQB8/PHHALBw4cLXX3+dpuk777yTGDyTk5OLT/sAoEGDBgCQmpoaueXikzkAaNy4MQA88MADAEAoHPE7/fzzzwEgMTFx8eLFHo/ntttuI0R3zJgxbdq0SUxMXLFiBQCI4mXTrxYtWgAAMXgauA70JhwOZ2VlVbmEpiTJHMcWD53iOM5sNvt8QjVsCoqiXC6Hw2FzOOw0TVdi/MQY0zRlt9ucTnswGFZVzWq1XJGMRYRbirwLZV4I/P5AdLSr3Da0Cjv/I4REUcrP91IUZbfb7HabycTpuk5EMitEtDStVMKJMQbAZrPZ5XI4nQ6n02532I5hxqthMrQ351Btji6bOVficcuyckWbqgEDBuszUBWdhqJMNCrRw9NMIYSQ79F/gygDQOxDvSK7zk9dsKde7xL/5X/zU6QYyWmmHc0KzvrWaOqbjPhRFEWpqqookiiKsixXZ9ZnbX0LAOiBEhaMPcs3RvW/O+HJIYfvnaCHpQb/mXhh5hL/lj0lsI58HwA47+pYoUsPGzZs+/btS5cunTRpUpMmTYoXqF+/foRKEddNh8NRuABxthw0aNDhi5gwYUJkb6tWrb7//vvPPvusxKt36tTJarX+8ssvEydOtNlsRRyNXnnlFQD4xz/+0apVqwkTJqxduzYrK6tXr16l3YvH4wEA4kdaHJMnTwaAWbNmEekFh8PRvXv3LVu2SJI0cOBAALDb7YSJFZulaQCQnZ0NAMSd0mq1lrjWAAAk4PDo0aORmhAa+emnnwJA7969V69eHdm4bt26bdu2DRgw4PDhw5GQv5KmiZrxRl8HpqOqqihKHMdTVBUrW+i6HgqF+csDEzDGNpvF4/FVQxd0hJDVag6HRUEIiKJUdmBbaQTGbOajo6NVVfN6BRJNx/OmssdhEnoXCAQRQgzDlLu2IElyMBiy223lC/ADXceVsInpuhYIBAXB7/cHRFGiaaqMnOxldAaWZUo8iGGY+Pg4k4nzeHw+n9/n8x+64N3rCxHLXhSNW5tLWSO/xPoq+ZnLz/cYq0sGKgpDw9NAZb4uHEUXd0tDAJyuKxnHtOPnKAvfatf8wnvtXVLy5q+KHnQPbb+0dpjz0aKEp4aYk5temodZ+PpTnjwzaXr48x/MQ7tTTqvR4DfbmoKmaRSlybJiMpmqbSKHmBE9szKmZ976cGpWCfpDOdMW5kxbCAB/9p9UxkmO9HgKAKIHVXG2xltuuQUAvvrqq+PHj//++++RLRE0bdo0JiZm8eLFFEXZbDZd11966aXI3jfeeGPYsGGzZs1q165dmzZtAODgwYP//ve/AeDFF19kGObdd9996qmnCP8scun4+PhGjRrt2rXrscce69+//8svvwwAJYag7NixY8qUKTt27ACAhg0bFtkriuKwYcNEUWzatOncuXMBIC0trWvXrh07dnz77bcBgJgonU5n3759v/vuO/JnBHfccUd6evqPP/6oKAq5REpKSnx8PEJo//797733HkVRkyZNIs3y7bffnj17lhQj99urV69nnnkGAEaOHNmtWzfi3nn77bdHzr9///4pU6YcPHiwnE+kc+fO27Zte+ONNziOM97xq+J5GOfk5MTExIqiKIqSrmvXTvs3FAo7nQ6KkgjHQwhFRbnC4XB50sH9JeA4jtg8ZVnOz/dYrRaOU4PB8BWbFADMZjPPm2RZdrvdqqqRG8QYBwIhu90WCASvePVgMMTzJkL/yjmREEWJYRin0y4I/itq51BUJbW+IvdisZg9Hm+FBDMvXl0Ph0Wbzeb3B8jhJLbTbDZjrHs8XkVREUIYg6prhySdQggDUBiSzQwuyy+U6MRWkvXpuk6WvQwYqMAUy2gCA5WAucTIZIw50JTfDwCAObkpbb+MsNk6tWainXFj+9WaOCzyj+K5WhOHWVpeZq+IGd4DGBowqAdOGE19cy4rkFX86mzrix1R4NkorN9RuTN4V20FAAwQ1adr1dZtwIABDz744P79++fMmbN///4HH3xwwIABl72MNhvhY4sWLZozZ056enphgc3U1NSZM2eGQqFRo0ZhjJ955plgMDh37lzCvgDgvvvuS0hIgIuekEVA9F0aNWoEAPfffz8A/P3vfy9eLCMjY86cORkZGTExMf/4xz+K7PX7/ZmZmQBw7NixWbNmzZo1iwhjkjBFACABgQDw/vvvf/LJJ3DRRTPCsqZMmXL8+HFyiSZNmkycOJHn+Q8//BAA0tPT58yZk5mZ2a9fv7///e+RmnTt2pVE9wHA+PHjAWDQoEERwty+ffvIvZBDDh06VM4nkp6ebjabFy1aVP40GwaKQ1VVv98PQOXnu4PBkKZp126EuOiyKDkc9ghnkGWp2sbykSUz0iAksM3vD5hMvM1mxRgXGUvxRSCEeN4UFxfD85zH4w0GQ5p2idOSJHsURVksfHlIctnBbyU2cjAYoijaYrFc8dZsNms5Ey2UCIvFrOu6omiVenxIEPy6rsXHx5pMHCHJJN2fIAQUpSC9Hgb8e1ATLob4pfIohi17jo2vRraaoigjus9AhbvyTSs/ZeBqcDYorj7nUYt4MWH8NzPipi4Ul2+q9exw4qtZGAfvejxuXD/7bamnn55W581xiKKODX+t9f5Fxc+f9caneXO/t4zrYxnXx2jtmw1kWZemGZfLaTKZqu0c69zoly6s3xf32IN1Xx8X2bg/ZTjx2yyOIlbBrDdm5c39Lr9n227/e+taVO/UqVP79+9v3bp1gwYNduzYsX///pkzZwqC8McffxB3R0EQ9u3b5/P5UlNT69SpU8apzpw5k5GRER8fn5aWNm/evGAw+OmnnzZq1IioqlQCiYmJQ4cO7dixY0xMTKdOncpzSCgU+uqrr0RR/Oijj1599dVRo0aR7StWrDh37hzP8zk5Oenp6X379n3//fcLV7tBgwatW7eOnOf06dP79u2Li4uL5C08efLkgQMHkpOTi5scS8PGjRtDoVBUVFTLli1dLld5DsnLy9u3b18oFGrSpEnjxo0jGjwGyoPz589bLBZRlDBGFY2DvUo4nQ5JklRVtVotXq9QnfPyxcXF5Oe7Ix6DhNRZLGaO48giGtmCEEVRiKIohEBVNV3XJUkuIzM4SWiuKEqJwZPknBzHkkx9kiRXMHshBkAOhy0cFksLt8MYE+5aCedMApqmXS7HVbrmYowZhrFYzAzDyLIcChW1+h4X1b2iTjpoPQY6WNmya4sxdjhsfn+w0lWiKComJspI3Geg/DA8PA1UBiaaZimqKOsDBAip+44DADKXEKgTM6JH1oszGn7yYrPl78vZ+ZkdRsWNKzkwholyGo18865FIaRpmKLI0jWuttOs3MHdYf2+3FnL6742NqLPlrz3y3JNIHQ9b+53AFB/1LVa12jYsGGExmzcuHHOnDkAkJSUFIlwczgcXbp0Kc+p6tevT2IFVVV95513AMBsNpMkCpWG1Wrt3bt3+csfPXp0ypQpANC5c+cI5QOAGTNmFE7Hd9dddxWvdmE0aNCAqLxE0KhRI2KZLD8KX6WciI2NrcRRBkivoygmHJYukoTrCq/XFxXl1DRWkpRqnoodYwxwiRWT2gaDoVAozHEsyzIYY1XVSGocgkixsk/r9fpcLofTaROEAMYFTok0TXMcy/M8x7GKooqi6PUKTqfdarVURFyHVDIcGxudn+8pkXySiEGv11e59ieyq4FAUNO0q3mCxIIqCH5ioEMIFT6bqumHRZ38TQG04Mtl9ixRH6H8IJlgrFar4TpuwGB9Bq4haApYlg5fLiGFACMMoOsAED2ghBTkcY/0BR2f//f8qD63n3n+g7hx/Wq/PKbE87O1oitdN0VRXnvt1fj4+IkTny4tuHz37t3ffrs8La0j8UArDTt27Fi1alWXLl2IJH1pmDdv3v79+95//z9Gx6jCCQxFIUVRWbb65jZM6d1t5YTMejPW7G3Wv+kXk22dW5fzwMC2fceGvwYAWRN63N/11utQVSKhmZSUVDiJeSVAUdTEiRMDgcDgwYOvJuRy7NixnTt3rtAh9evXf/HFFyVJKpLiPD09fePGjefPn69du3bPnj0LZwU0cAMgFAoFg+G/1ikpFBJdLoeiVPcsi2SZrDhXAQCijVxke0UoEBKEgNnMO50ORVERApZldV1XVS0YDPl8asSJ1OPxOhx2hmEqlJBA0zS322O1mn0+f7GVPuxyucLhcKUpH8syCFGSJFcJaScnKXIqSde3BFQRF6z+aQCChu1MeU51tR1bFGVJkmvVSjDGCgMG6zNwrcAiii4pKDQyEDIxJXg9IYpy9e5y4ePFAKB5A2ydOMpU8gIVMl1hru/1el966aXz588FAgGz2dy06S1DhgwhKvDhcHjnzp0A8Nhjj9tsttJY35YtW67o0HXgwIHNmzclJSWVXWz+/HlX05hPPz1x//7969atN/pVoU81YIw1Ta3Otj4AuP+lJw/98qe4789jD72R8ufych51bNirWNXMbZvf/9KT16ee7du3J2FpVz+tLB6DVwmQPOYVQnR09COPPFJ8e7169SLBfgZuPITDfzHlQwgRr0WO40RRqrYNVXaqhqscRYnoSCgU1jTNbrcJgj8QCBUZnC+KpkAwGIqOjnK7PapaASVbRVElSY6JicrP90QIG0LIZrNRFCWKUuVuASHkcjmvdaaNE6Im4EsJ+RCAR8V1TVeafzNMpQU8C98gCT01YKBcH3GjCQxU5gODoPhCP40QTRUwP2HTH8WP8v34e+atD9d+eYycdaH2Kw+f//e8C7NLniireb6yKxAMBo8ePUKydYXD4f37973++mtEad3hcIwb9+j48f8ojfJVn9nM+vXrn356IskEbaDIJIMsJBfXIah2VX1vHJ/UGIvynnq9L8xejpVSw2N0Ucr5ePGeer2xqvGtb6Hf+7vxoA0YKBtRUVF2u/WvXfpBCEKhsKqqDoe92i5CMQwtSfK1TinBcf/P3pfH2VVU+Z+qu9+3v+5OQhZISAIhJAEEDJuyBBQQZFPBcRDcwBl1RkfwNwgqoo7LzCjK4gqKCiPCOGyyJuyEJUAgAcKSEJKQdHp7273vrrX8/qjul05v6e687n4d6vvJH51377uvbt26depb55zv0YvFsnAbDtYVcUyKxfIuBVr6IwjCOI4tyxSMKJVK5HIZxlihUBx1gy3LjKJoDEvbcV4mdEPUnW+KRZ4iQIkxGNJycc4ty6hLiRfP86RCh4RkfRJjaWAQUlj/SBJAAKgpAwD+6jf6f2vbD38//TtfSBx6wGtHfIZ0lhavu237T28eeH08UBm0/kin0ytWPPzQQ8tvvPH3AHDbbX8Vn3/yk58U5bwA4JZbbvn85z931llnrl69us/XX3/9jZq6YKVSueWWWz73uc898cQTfU57+umV3/jGpeLv9vb2K664/LOf/cybb765y+Y9//zzZ5115llnnXnLLQPkej355JP/8R8/kJRvMFBKROZJg9uz/Q9avOCha9MnvB8Atl31u5fnnLHtP37f/7StV/1uzbyzW3/4BwDIfGjpgvt+Pu/AA+RTlpAYGuvXr3ddb8Lr4yGEhHrHMOvLTcBiDuMhFFnqRHC4UFcemvoihATR2mWtv/4olx3D0HO5TFNTLopIoVCqVj3YDV+lYejl8i7KQuwOQsZXulRwSgX4Uqt7Ud1FIRry3hUFm6YVRdHut4EQWiqVZdF2iWGt3mUXSIwCmoITar9plAPnoC+ZGz+3LtreNeAXt//0ltaf/BEANn/9anzFL2GQ8IbK46sBAGV3EbcQRdHdd99FKRO68wsWLAAAQsiHP/whAHjggQcff/yxG27oLjZ9ySVfX7p06fe+931FUbq6OgHghReeP/TQQ8MwfPbZZ6+55ppCoQsArrzyO4sWLfr5z38BAOK0tWvXHnfc8ZTSO+6444YbfheGIQD80z998cQTTxLy9zU8/PDDP/jB9w877PBvf/vbiUTiW9+6QszpN9zwu2effUZcs4YjjzzyYx/7+OLFi7/znW/LETXg4oFSEsdxw5bs6429b7z8yRv/Z9r/rQrWbmi//vb2629Xcin7kP15FFefX8eDbtNuLJ7Xcc7SJZ89Tz5dCYldolKpNDe3DCbtOP5wHDeZTGQyKcepNhr3E1oj4/I7wxEpQb4fZDIpQuhIEvy4qIvg+0GpVGZstwJThfLn2A4ezt8OqUjn4wDzdZzXFNNnIQAHaIvYLHNQ46VpWhRFtdKIu0s+wyiVSsoZQ0KyPomxgq2potZM7RPKOeVIs00AcJ98uc/5NAiBc9YjUsz9kPohtg1SdrFlYH2nRD7v+XUAoB08b+g2BEFw9dVXi7/T6XQfWgUAJ5yw7IQTlom/Tz/9tGeffba1tfWf//mfqtUqAHzqU5/67Gc/FwTBd797JQAsX74CIfS1r311zZo1a9as+drXviq+eNFFF5977rme511//XWapj3wwIOqqi5bdsLy5Q99/etfr2lneZ734x//6MADDxT1rAHgvvvuBwDG2KmnnvLKK68Ui8VcLldrWzKZFDXBJPpD1GpnjBNCLMuaBDOpqh530flw0fkA8NrRX4g2baNFx3n4+R02ft+9Dnz8dwAgHXwSEsNBR0eHqupR1EAeDISQ61Z1XUunU67rEsIaJN6Tc67r+qhVLoeJoVMH+yOK4nw+W6k4wylyaJqGYRhxHJfLFcb4yLRmBuoQwzB0XSsWy2PX5+8E5I2Ii6TH2Trez1IxQF5FrYRzDusjNk3nGh7gNhjjpmkIOdB6taezsyuTyTBGayrNEhKS9UnUz/71nwQBOID5sePdX90Rbd6+9fs3zrhih/pC5w13kc6y0s99t+7oz8/4/hfzZx7XfRHG3jrjEgDAM1rUeTOHboNhGOeeex4APP30yrfeeuu00z5y001/bGpq2sEePe+2224Tf+dyOc/zSqXSF7/4Tw8++ODatWvE56LU8sKFC8X8e8UV3/rEJz7+8ssvf+ELFz377LNr1nTT1/vvvx8AWlpabr75ZgCYNWvWli1bXnvttYMPPliccPbZZ2GML7/8itqvP/DA/du3twFAPp9va2sLQ1lQdWRgjEZRRAhRVbXBNdN7Y+FTv/VKFberIBZIiqrk954xKTyWEhINgs7OTs65CKxoLMOHUBwT3/eFYAmlbMKbJOrIjUOAn6qOjPVRSuM4NgwDYzxYqT1xwVwuAwCViiNqxO/+bI8QsiyzVBpDEReP8rVhd62MjIIOslSMEADkFNRKOCAoUQjYAKyPc67rmqifUVe7hsrlSjotPX4SkvVJjAFiwhBCvfOVGQABQLqWu/V7xbMu6/jV/9qL9s310LmpX/r41C99fJeX7bjhLm/1G8rcGbmbv7PLkw3DuOCCCwDgggsuELIoTz755Bln7KgB+G//9rW33nrr5JNPmTJlSu3DU089dfv27TXWJ8ol1zIixB+MsfPOOy8IghrrY4wCQM2yHn/8CQAwdeoOueQPf/jke+65+84777jooosB4MILL9iyZcunP32BHCqjg6IolDJCaBiGg1XgaFjY2bSdTcuHKCExOsqnaVpPgb5GRBhG5XIlmUw4TpXSiff4pdNJkf821px3pHGtCCHHqaRSyf5F/DgHhMC2LdM0PC8QDL8uLEg4+iil9aZVO+GtkFJRHpHDfAPjHnbXrCIagIKAAXQRllJx/z5JpRLVqj8WbXOcqjCXsoKfhGR9EvUEB9bH4ccQKnPUAqDs1WR//nTvd3dv+vJ/1ljfcOA+/9q27/4WAMzTh1U8WtgJx3EeeeSRV155BQDS6Z2W2tu2bQOAL37xi6lU6o03Xt+6dWuNUQCASLoTdZzffPNNoRP9ox/9EADmz58P0C3E7DgVADj66GN++ctfdnR0HH/88X2qPAt87Wtf27x506233nrCCcvmzZu3ZcsWQUcB4KWXVre1tckxM+IlBkKMsTgmlFJFUSaRu09CQmJ02L59O8aK5wWN/L6Lcg4IoXw+WygUd19/f3eAsaKqahyPtZQLYIxG+BWOEKKUiertqVTScXYIq6gqzmYzcRwXi+X6VuhRFCWbTXd1FcduCAWUbYy7dTtbFJipK7VDWQVrQCkARtBJ+OyBmiekUMfmMXHX9bZu3bJ48WI5mUgMMF3ILpAYteHrP910hpRxDgDGWR9UF+8LAC/tfVrpnieHc7nOm+9ff+alAGCeu8w8d9kwWd+yZSeceeYZP//51QBwwgkniGrUNRx00MEAcM45Z5966imrVq2qfb5w4QEAcNttt1122b8nEomvf/2SRCJx0kknnnLKyWvWrJk1a9Zhhx0GPa68//mf/7nhhhumTZt2/vnnq6r6mc9ceMopJ59yyslf+lLfwmUXXXQxQujiiy/asGHDaaedDgAnnXTiqaeeIoU6R23AKCWExITQCRfxk5CQGOv3fePGjaZpibSuRrd/CAVBWKk4DaCiwTiHse8xPoouErEzCKFKxeWcp9MpRVEwxrZtJZMJ162Wyw5AnRtvmobremOqaLoxpKI/Egjen1T71C1caCJxtIPwaGfLxTk3TaNQKI1d26IomjVrb8/z5JQiMcBbKat8SIwOD7cW33QCYLSX5YGkgo6xQO+ZAMv/enX87GsAYO6/z4IV1w9xtVfff2G8rQMAzPOWJb967i5/PY7j3/72t48++khXVxcAHHbYYf/6r1+dPn26mFU3bNgAAHPnzuWcP/74Y9dee22xWFy4cOGZZ5517LHHiviHQqFwxRWXf/SjZ5x88skAUCqVLrvs3998881PfOITn/nMZ2vREdu2bfvOd759zTXXikDQLVu2/PjHP1q3bh0AnH32OV/60pcAYP369QAwb948cUIYhvl8Pp/PP/fcc7/61S83bdqUz+fPOuvs8847b8Dkrt5fl+hjIAFAUZRUKpVMJqSvT0JiT3q7hYen9l5TStvbOyfda67rumHo9VXmGCmam/PFYnmsNTwNQ1cUpU+g5hBIJGxCiCjuJ6Bpai6XZYx7nj9GtIRzns2mS6XK2D0Oyti9ZUIRcIADdLzA7hs05xP2sEtENshiA+9r7VA855znctlisTSmo0X8imHo0mhKSNYnUZ85ZUVrab3jA99pHyvm/FgL5XumOLq9K/jfR/2bHwTG1aZM7pwT7MXztJlTkocdELV2Vl9YR9pL/isbCrctBwDQNfuLZ1jnLkOK0uC3f+GFF/i+f8MNNzZ4Ifg9AIQQTVNN08pk0pMuu09CQmJAVCoVwzAcx7UsS9d1hCCOieu6jSCOMgprKOrIu251gtZTPJfLVqveWOud6rqmadrwEwjT6VSl4vTpK0VRkskEY9Tz/LpHxopqDZzz4VPTkYJxvroab44BAFIYPpBUDQX3b8YzbtxGgQOkEByf1hRUi2tVDUN33epY8zHbtpNJW6qISUjWJ1GPuRVg+bbCBseHnccPAVikw3yjd0EHYFW/eNo3+JCp+bglm7vjR0iZHDPUsmUnAMBhhx1eK9IgMYaTFALDMJLJpGEYcudSQmKyo1AocI7jOOr1jk/upYjwL1HKXLc6IQ2wLFPUkR/TX9E0Vdf14bA+wb4oZb4/gGYJ59y2Ldu2urpKowgcHQKKojQ15To6usZuOFUIe8QlDEABONpSmoyBN6k3+uSlkAFAC4YjUztYXzJpjwXd7Q/D0EU8rZxwJHpD7p1LjMrIDTJpKQCdFO3Hd5rIccJqeuSa8OEX6Nvbwidephu3AWWAEJi6+eH341xaO3qxdsDsSXT7V131vfXr18uYzPEBpUz8q2/Gv4SExPiDMQawE+WDnljuyQuEUKnkJJO2yFUbf84pCiSMw1S8yxmYc65pWiJhEUKDYGBJHoSQ7/uE0EwmGUWx7wf1mtstyyyXK2Ml3cl5mbI3AiaE7LIYcvqg+9SzTcVUUMj4NB3XKB/nHGNlON1YlxetWq320beTkJC+PolRTihPbC++5gSo3/jBAMcmUAqBFN+QqNdg0zQ1lUpblil3LiUkJi8454VCKYqiPXL7hnOey2XimIxLEYWdzS7GlmWOw++m08lKxR3iBNu2LMssl504jodBEVkmk1EUpVQq7/5aVKjFjEWCJWHcoWx9SN+NARAI6c5FBp5vqSNtHqV0sNKFdUc2mxZ6BBISvZfoEhIj3y0AlOB0wB1awmGdz4ncTZCoJ/FDhMSyHyQkJi/CMIyiCCHYcz32qFgsY4yTycS4z5AMYzzWm/icD/oLnIOmqel0CiFUKJTimAznKSOEKxXH9/10OmkYu19fDtV3aFHGt4TkBTd+1IkfdemWGBDq1i5PY5hjjGwLUlVVyzKDIBy38V+puLVqVRIS3eNQdoHEKAxMGEaDBaYjgK2U70NQiya7SqIeKymEMOaEUJmYLiExeYExrlY9UefAdb0wDPewmG2EAAA5jpvNphMJexwUO/p07zjc4IDRFpxzyzJTqWSxWO4p1TCCywZBGEVxPp9TVX93Ok2pqy5Ae0Rf9KjHQRQprPE9AOAATQpWR1i90DD0SqVCKRu3QcEYSyZTcuaRkKxPYrcQx3EYBiaPdeARR33q9iEEmKMNMbSo/Uv6TSZEq9ZFT62Nn19H1/fdLVPm7KUdtkA/7n36ofvL8TDWEMpvNBsAACAASURBVBvMnDPGmIzwlJCY1O9yGIaUMl1XTdOglIVhGMd7mhu/WCyn08lUKuG64xfqOdIS6iPnVEomkyKEZrMZx3FrVSIwRolEEgA6OwujTqijlHZ1FSzLzOczjlMlhI6qB4S3c7f6gXHeGbM3QlqknALq3akYQEMQcgCAaIRuVc65pqnlsj/OuxzVqgeAOKfZbFbOPxKS9UmMlviFcQ7BdA2/Ew8w9yEEHRTeIXyOBnxyMj/3v/8S3PZwL4uHtWnNSMFxWxcPY7qxlW5sDW57BADyD12NU7YcEmMKhPikKNwsISExGDRNy+WyALBp0ybLSlBKDcNIJhOqqlQqbhAEAHtI8CdCyHGquVwmmbQdZ8w9fiLsEmOMEAzHfco5VxQ8Ik0RUZ2iWvWCINQ0NZNJlUoVSqmqKtlsplr1fD/oXXpxFD3GOa9WvTjWMpl0qVQhhIz3YOBQpfS1gG6OQUFiIdOtSyfaYWPIq3hzxBBAxAFguAyTc55I2JRSzmGc7wlj7Pv++IccSzTu7CTVXCRGamAcx3EclzEaAn7CYwEfYB7jHFQE7zdRswqTa4Rxxp0rfh09/CIApI47NHPS0vTJR+hTm3acQFnpnifCDe9uv/ovwBieOcU8ean9+dPH8RGwtmhdiW4WUqk6Sswxj0GAR2cjOee8l/IOAoRQYwVSMsZUVVFVrbm5SQZ5SkjsASiVSrpulMsVhJCqqoahaZpGCA3DKI5jsSyZ1AxQsK9UKsEY7y+y0pubjS7MFSGkqoqqqhhjRVFEtqSIiYiiOIpixgYUPeaGYViWCYDiOPY8r88CcMCeF5SPcxDhl4LDaJpGCNE0zXWrwxFuGX6/KYqSSiWjKA4Cf0TrU0VRMpm07/txTCilvCcNcThtixl/J6AbYuYzQAg4AOJgY5ij43cjVuKAAPbRUAKjV0OGANIYjk9pw7/rpqZcuVwZnQ+zLr2aSNiKghMJSf8k65OsT2LYoJQSQsrlchhGnHNdQS95sIECHmjLiwE0YTjS5hjQJIr17DziIgBAlnHQW3/bRW94wdoFHwPGASDx/z5lnXXsWLetK377xeqfXdre/xAGdaF9+nxr2fCv5pC2t4PH3g4f7/O5ibMLrJPnmMc0zvpJVVVVVXO5rCzULiGxx1gTSmml4opMMM65ruupVAJj5PtBtervGVl/uVwmjuPeHj/OuWmaiYSFsRLHcRAEI1X44Jzn81kAFIYhIYQQUqturyiKZZmWZRFCgiAQlrpWGiOdTmKsVCoVxngymdA0rVQqCweUOMMwDBGF23t/DWPc0tLU3t5ZWy5qmtbUlHMcd4xyFxFCqVQSY1wslobP/zHGmUwqCALTNDVNE+w3CAIRjDrURThf6cZttHuZwgEYh0UG2t9SCYd7yjFHAAALDTxVxY+4BCEwEJycHi7r0zQtnU51dRUmdigahp7NZmTIjGR9kvVJjMBOu67reV4UxRhjhFCV8sc9Hu8c/r6D+HGYpcFiA5RJMtOUv/rz+JlX9b2nzb/jP7Up+eFY342fuaqy/DlQcPq/vqwfuWiMGtYRv7U9emV98LAIOckZM1N6S4u1L2HRtuqrHf7b4rQknjLTOGy+dYKKhtJrrpBtG8Mn3w6eqAWwpPWpKtI8UgqoI87RUXJf84NzzA+YeALSwRljPdYfOAdd1wxDz2az0mJJSOwx4Jy3trZqmi5Ii6B5qqqapq6qKqU0DKMoisc/Lq6ONygIDGOs5vFLJGyMsef5AFxRVMPQFQUHQSRiXIdzTcsyxRX6+7LELyKENE3VNE1RcG9lyziOPG/Hr5imYVmW53mCmaiqQikFQIqCwzCOoqiHtKi6rpXLO1VEEDGiY9pvhmHYtul5QRiGw/yiCD1FCGGMFQVrmqYoiqJgxli16g8YNVol7AWfdNHuegwKwD4ammvghIIRQjHj91ciAggB7K2ixbby9zIRxRtOy+yovT40LMtkjA9WvXA8R6Oua5SSKVOmyMlHsj4JiV1PGWEYViqVMCSMEaGrgYBvimF1IOLg+30FgABapPEFJqINP9Aql/0yemQ1AOz/4DXWwn2H/8W1C8+lFRcAcvf8RGmuf870m/7yV707xN9zM0ceN+MiW+v7K5sqL9618Xvi77QyfVn2m4Nd7d3whVXu77utvpr65H4/S2pNvZ/yix13rGz9Yw/3S3wk/+NxewRi118s+DBWRPiSqNen60YqlZSsT0Jiz7MsjuN6nt9vhaonEjYAeJ4XBNFYq5WM6Q3m89koil23mk6nFQWVSpXeRzHG+XzGdb0wjHZ5Kdu2dV0rlSq7nAsHXN31oYgY42w2E8dxEOyQ1cEYm6aRTCZq6lmdnV3jH53IOUcIZ7MpxtjQRQJr52ezmVKp3OceAUDX9VwuUyqVo6ivdNAzTtTa4+UzAQ63cbOu8l5ff90nr4ccIdAATkypj7nE48A5HGUrU4dXvME0DcPQBR2d8NGIMcrnczJqRrI+ifeouRUDQKgj9g6EELtlfVbk1arn+14YRr2lFDnA0x7vYgMHcXIAzGGxDnvr0MgbtvHrm8oX/gAAZv/6suxHuoMbSVfZeWL1oFP5gtnWgtndxOyMr3svvG7+w0nJf/l4fRv2avWuN4MHAWBB7riDmk+bYs8d4uRVbbc9s/0WALBx89LU57LqrD4nvOUvf8W7AwBmJBZ9cMbnm619BrvUms57n91+a0ArAHB06stT9AVj1PM9bj2hRoAQAowxxgrGGGOkKKqqqoqCFUXRNFkMREJiD0SxWDQMo//KnnNuGLplWQCcEBqGYRwTmJwpf8lkAmMszGj/9iOE0ulUtVqllPZUReoWExGZe4qiaJqKMQJArlutTZt1WQYM2KPC4SZqizuOO1H9hhBYlqVpqu8HYRgN8eg559lsejBypSg4mUyEYdzbp+pSttwh4u+8AodYakrtmzruEfqoSyMADjBDBRXQJsIRwCwVHZocpklC2WzK98MJd/fVbG42m+7q6poxY0Yjp8pTSqVqt2R9Ers1uQtTgRASqd6UUkKoUMWv1V9FPWZG03SsYIyQmP0ppYVCQeQJ9JkpyoQ/GQDtqWzTn/gxDvvrsMBAvFEz/Crf+m300KopX/749H+/sPZhuKWt8/d3d/7p3ubzT+19svgkdez70se+r9swvPzWmx/5Kmhq04M/Q5ZRr1Y9VbmuPV4HAGfP/f6M5IHD/Nadb1+12Vmto8Sy7OUmTtc+f6by29b4ZVvNHj71E0uaTxnOpdZ03vfY1t8AwEL7jP2tk8ZiTCIEum5omooQVhRFVVWEAGNFVVUALqoPSxEXCYk9HnEcd3R09X/ZhcUxTSORsCllrutGUTzpiF+NRA3WcsPQ0+kU5zyOY98PGGO6rhuGrqqqCLQJwyiKCOdsPO9dONDK5crEdp2qKtlsNgxDx3EHu33OeSaT6hOJ2ge5XIYQUql0X2RjQF4KGAJIIjg+PXDEJgJY5cbvkm7VzikY2hhgAB3g+JRqDa9IIOc8n8+VSuXGWXKLUhy6rjfm+8I49yhNSp+kZH0SI50uhZlhjHEOlBJKqVC4opQIHkgpKBhYN5fjnIOiYMYAY2TouqIqGCtYwYEfeJ4Xx/GAuy9vRPB6xJWh3mH4oAU5FTXmgBMiLvve/L0akath7ZJPLl7zP0N/AgAvzToNOM/ccJl24Jy6NGmdd9/r/t8B4CsH/d9Iv3vty+cIZc6zmq4Vn7wbvrjKvREAjp3xhSXNpw7/Upucl+56+7sAsNg+Z551fJ0nIIQs00ylUxhjhDAA3x35bwkJiUnN+hBC5XJFOPQGZE2CCGGM426QPclYIwQiusEwdF3XPM8nhBJCamE4EyL9n0jYE+jr6/30bdvSNM3z/CgawOkn3JKVijO0BUkkbFVVXLdKKVvjxW9HHAD209FCe1DHXYXQJ6s05IAA9lLAY1DiABzm6+hAWx2mwVLV7ooXE1CUYnD7a9u2aerlcrm5ublx3oWuUuWJUtDmh9Nt86is0ZRJy+mxbm+07II9EowxQghjLIqiKIpct1qpOOVyqVwuVypOtepVq17P3mFMaRxGURzHURRFURxFURCEURTGceRWXcdxS6VSqVCsVl1CyGAO9zkaZNCQRRoQrI3Ab0jOR9u6xbX6Uz4Bf93GcPP2rVf+prz8WQBg/gDJ5Qse+zUAxE+/Uq9WbYtWA8DippOHOGer+9rfN/6o/+efXXiDhi0A2Bw+BwABqwjKt3TqeUNQvle7HlpXeLjPh/ukDp6bOQIAOuO36tvtwvhpuqaqai22U1I+CYn3JjRNU1VVVZV0OjXgChUAoihyHLdUKodhpOt6JpNKpZK6rgk32qS+fYQQAKKUCmVO1/UEvRGlz3syL8a7Vaqq1GRdJrpzwPP8crmi61oul9E0rZaiUjtHGJGhR4LrVh2nmkwmLctEPY5lc8is0bSCZ2ndJ1CApUlVAUAI3oh4ddiSNoSQrq5iMmk3TugK57xarXZ1FQlh5XIliuI333yrvb19+PI5Y4StUdQWEo7QVj9cVQnrGM8sIVnfnkn5KKVBEJTL5UqlUqm41WrV83zf9+M4FvyOMSrKXovwOZE2UPtb/EEIFakUjDFCKaVsiNnKRDBTBQqDEj8MUKD8BY+RxjPN3m/uBABkDhzqkD3j2DdO+jJQps2cmjzqoJf3PbOWzrdTD+w7o45NCplTodsA4OjpFwxKVhn5+zs/fLvy7I2vfo6ynfa8bS17SMtHAeDd8HkA2BSsBIC0PvX9084d7Grvumsffvf65Vuueau0ss+h42ZcDACt8RrK676z3l0eUPI9CQkJAMhkMrZtpdOpIZZ6IuOgWvVKpUoYhrZttbQ0JRK2yFyY7D0gAhonfOUtUEv4bxz00LZEOp3qV1oQVHUXypoi9KlcrhiGYZndYtd8V2ZK7bkoA0goeKqCAAAjaItHNt48z7dtqwFHne8HhUIxl8vruhEEQRzHYRjFMRXZP4wx8XIJ1P4WC84+R3e/MYkwID3aQu9UwzY/BIl67ePILtiTwDknhISi0m0UC2onwmZ6NsAE0xtWgmzNrTecUqcMYIYGmwl32aBnYkAdjK8L+WIDNVR6Hw8JAMy56coBj8644rMIoY1f/OGCB67ZeuVvzf332ecXlwx4pjY1X68m3Ve8AgAOn3quhgetwfDktj9gpJ4993v3bPzhve/8+CNzLsO9Cqzvnzv2ubZb2+J1ANAZbwCAhflBq/m1eev/b8O3P7DXZ5y465EtvwTg87NH9+aQU+35bd5bj5b/c1n2sjoSPlEnas8ozCUhIVHHWTmbzTiOM/QaEiEUhlEYRkLmN5/PUUrCMIpjIlxkk9GIC3vdCO0XtVKDoLHW3AghQkipVLYsK5NJ+34Qx7HoLhGOFEXxcHquVCpHQffOwtCb0YzzMumpiAgAAGkFbSMcEJRHqE4ex8Q0zYY1eaKKpqIoCAWe59d8zL1Mdg3Q592smXKEACGkKIqu66qqtLe3ZzKZERWIn9LcnIuKlbh7u+GR7aWT80E+l5PT4u5D+vr2NNZXrXq+H/ieJ8I1CSGqqiqKUnPrjWKu2fGWD709g9FiHfDgpyEEKkIbY76VNNiExzkApI5aMvBLYugzr7qYeQEAUKc677YfGnOmD3yD9dNx4UAB4Ihp5w1xzlF7/aNPSgF1P3fgH7ZWX735ja/0Ppo19sKgiE3MdrJuaNanYQMA2v0NH5jxmQPyx9+/6b/6hHp+Yv5PAKBCt9Z3uHLOGm0jWUJCYsJh27ZtW9lsZpeuA2GbCKHVarVUKvt+kEgkmppyuq5PRr8fQiiRsBtHroYx1oA1M0RAb7VarVQc27bz+axhGJwDpWxE8iQq79ZLDYcMIYw5tJJu6qMgxAGa1G4yVGEj9W7xxhcnU1VVZMxyzhnjNW8epZQQIrKBwjDqgziOe47GYRh5nl8qlTs7CwC4XHYdp8o5H2ZRypRlzk7ZtYDmCmGbmVTwlqxPot8a2vO8OIriKBLlU0Xc5viZB4CpGtpbBcqHipdACL0Y0C7SSN4+DADQ+p9/HvCgt+attUs+aS+aCwDW4nlrF3y88sjzA55JivUROtsevQoAIjFvCGiKOTd95KPv/npT5cUD8yeVwm0by6t6nzA/ewwAPFS8SnS8rQ66VZY3Z31i/n++UXr8wU1Xv2/KWVl9+srWPzHeh48hACiRLXXrdYw554xRGbUvISExwIxKiGEMdxEvaBIhtFAoFotlw9Cz2XQiYWuaCoMUr2tAKIpimmaDuNcQQlEUGYbRmH0luF+xWAyCMJVKpNNJxphh6MMnzHYPoa3yoUUJwOiRLWglvEiorXT/iM9hRDGenHer8jQ261NE7dx6GXqMkeu6bW0drus5juv7QRRFra2tmzZtchxnwG8dkDbV2nYD5+srVTkfStYnsQOU0jiOgyCIYiLUOCdkp5ABWqCjJBrKxIqc9FcjDrxRiJ+yVwsAtP/iLwMe3fQv/61Nb97755e8NPMj6eMPnf6dz799/ncGZN2sXJ+JiXECAL1jLHujHLaKP94oPr6h8vRUe797N/3opc67jpj6D3Myh/c+c+m08wCgyjoAYIo1t/+QqPE6zvlf3/pGUm16o/TY3Rt/UIq2LW46BaOdtgz2Ti4BAJ+V6sr6oKc4lYSEhMROSCQSljXiJCiR9ec4brlcieM4k0n3+IIafarhnJumIar2NUiToihu8EKpgvsJIpFI2JxzwfOHA6OHV0RDDg0NwVJb0UTkDOeYI7PHmoYcohGOqwaXqRYdWPeXpWdThlSrXrlcKRRKGKumaYtgXc/za8mB4vysacwwd2w3dEZkdWcFJHaf0ssu2GMQBEEcE8Z2VFqfEBgY3m+jZ33wByd1CKBI+SshLDQaot5u4p/P8v94HwCQQkXN99UIJoVycumiNz70ZQBYf9437UXzQB3Ag9p23e0AAPUJ8uQAYCp9heycqPPujd8PafUjs//9XXfNU61/PGHml/bPffDVrgcNJbkgf1yf84VzT3heM/q0PkfXFR555N1fnj7nilmpJXe8fWVCy502+3IG9LXCirmZIw6f+rE+5+etfTa7L9fbwACljFKqyrI8EhIS/SAs2qhXmWEYdXR06bpumrpp6pxz3w/jOIZGLfWuqmqD6LjUujGO40TCdt1qw5IVwfODIFQUxTB0RVGGWdJD7VEYIJxTDgoa9PpNunI0gm0xTyqQUhEGlMJQYcA4vBPQA+2RMbnGzjhF45NsLwheGMbiPe1JI0QiCBYhlASyo1QJ56uLlZkKa8ll5awoWZ8EEELDMKKUMsbGM6pzQL6SxrDQQM94TBs8yQ8htIFAi4amKtAQG7CaAjGtPPpC/uwBStKV7+uWtYy3tJe3tA94ge0/+gMAaIcvqMu0CwCt1XV9Pn1862+7gk0AcOtblwDA6bOvmJ05FAAOajltwKu8XXmm52rcIzv56GIaLN/yCwC46+2rVGxo2PzsgTeIQ1PteQNerRp1jcmijjFCqSHfYQkJiZ3huq7vB7tzBbFyFaX9hCctk0kpilIqlaMobjRRDYRQEATpdLpQKDZOq3w/aG7OR1Ec98gqNhowRnHMAKBa9QhhicRwQ2QNQTIAYg6U86HVP3Oakuvl9WxRcSViCMGWiC+0hx+4hITaQh1DKHefevV+CxQFC4H3cW5G/w7JAwfgNS2ZmKHNsdIip8XdfFlkF+wB4JyHYSjyoyaW8tWI3zQFDjSGqqCEAIDzt0POGiPqxvrHDwNA55/u3YnnrH5j7aLzaHGAuPO1i85ru/722n87/3wfAKCUre239+43JqE0A0Cr9/pOxJ7Fm5zVtf8mteaUvosJ8PXCowAw1zgeAFqrr/d+Gi+0d1d+Z0Aj5i3Mn7jLVm0oPwMAGrLqOnSBcyqUoOWLLCEhUQOlFGOF0rrNDAihIAi7uorFYlnXtUwmnUoldV1vKL9LGEacM11voKBKxlil4uq61rAhskEQidrrCKEwDDwvyGYzw1kLmbh7Eewz7oxwpIlMPwTgAww/TQEhCIIgnU41wqjjnBuGkU6nLMtUVQV6YowbxBy7lEEvNs05X1+tup4v58bdgfT1TXoIYaUoCimljbNtiREcYKAqgy0UlEHPQR0MtlE0U514d5/xoff7v7/XW/Vaxx/vbfl0dx3zxCH7L37lL8P5ets1twKAde6yujQmow5Q+i+kLuU7tlrduPOWN//10wt+mTGmDXadze5LALAkefaG8GEGxCOlhNYt6NLmvdn7zBc77jh86scUPNRSgwEFgGZtXn2tDkKIEroHVNmSkJCoIwghjuPW95p9XH+GYSSTCYSSruuGYdQIrj/OueNULcsMw6hBDLrwQOZy2YaNS4yiqFpFiYRdLjuitYzRdDpVLJaGfqYKQmkMRQYc0LaQNWkYhu20MzHq9kMhCBlXh610GseEc67rxoSH8mKMs9l0uVwxDD2RsBFCrlu1batScSf8mcaUvhmyPo+uGJK/vtN52rTklLys4jDahy67YLKDcx7HhFJGaWMVqGUA+xuQRUM1inNYFzCPTnyz1TnT7S+cDgBbv3md89QIstdIyXn3O7+Ot3agdML8+PH1as80bREA3PrmpbVPdGyhnV/YvDGL8EFDbt4uPwsABkoDQFqZAQBvFh+vHdWUnVx2lEfPt/9tiPY88M5PAUAFvb7dLtTMhHSBJH4SEhICGzduLJUqYzonIITCMCwUiuVyWVWVdDqVyaSEZGi9ik2PrlVxHGOMGk3fn5DGLbEjHiVj3WUbEEJRFHuel8tlVHUojx8HSGIhMAetZGTPPIW7C9YhgNJI1jCcc0G0Jtbkcc5t23LdahCE5bLT1VUoFssAUKk4URRN7AP1KXvKpe5AHscIo+UF/4XX1sn4IMn63quPEOMwDAghlNJGsxNJjI6wkIUGdeVhBBW2oxLOxML+3Ona0YsBYMN53+TDjtho/+X/dt5wFwA0PfgznEnWqzFHpC4GgHZ/vR+Xe3iauU/6fbUTZqcO/dSCXzSZswZtmLcBAGabRwHAdP0gAHijF+ubYu3ksls69ZNLp5072KW8uPxm+QkAOCX/w/rvDjAm8lEl65OQkBBQVXUcPEu1Yg/Vql8uVzzPtywjn8+apjGBfi1BWmzbarBnwhtZgkTUbKw9NRHN67rVdDo19BczCog4QpdDrRT7cGBgrPYEeYYjMV5CewYAJlYcFWOkaWq16gkNFc6BEOL7QRRNfPbmGz4t1nRc+qFC2ItWy4aKJ+fJUUC58sorZS9MahBCfN8Xk0gDBmDoCNkA2ymwQQItMEIh57O0hsiq1w6aT7d2sE1tpTsf42GcOOyAIU52n3t189d+VvzbIwCQ+ulX1FlT62vDHLrdoa3FcOt+uQ+ID/dJvS9nzJhizV3SfOr7p36iT2WF3nin8sJjW3/LgR9of9RWcjqyN4ZPeqSoY3uvxP4AMD15gILUKdbcGclFh0/9+MKmoWJTV7x7XSHYnFf33df8wJhMQwo2DANj3PjlayUkJMaDYXBOCINxjP1HCFHKgiAUksKJhC0kNyZkM4oxlkoldlPJpr7do+sa59CwDhbOeSJhe72SvmrkKpVKRtGg5RUwwMaIAwIEkFFQTh2uDaIAm0NGARBAk4qaVDyiwcYYS6eTE/WIOeepVDKOaYOIyuwY+Zy/4ZMNu6qByCnZ7ASlONo3ZcvZUrK+9xCEnyQMwigmjbli5gApBSUx2koHdughAB9QGuPMxMvQAE5a5ofeH7+8Pnr1befx1cX/e9SYO8uYvVef0/w3Nr16yD8Wbn0o2tIGpp5/8GfavjPq3hgTZzaFT5fCbZyzmanFAKBivcXed0bywLw5awjKVwi23L7+Mg58unbIfHsZAJg4nVKmbote2uy+tF/2A5aaBoDpyYV7pw6elVoyRGYgALhxYcWWawFgrnlsk7Zv3VdajDGEkKoqum40tp61hITE+HEwhNAw9ffr+6OMsTgmvh+oqpLJpMV/x1/S0LJMUdWmMR4HKAo2TT0IwomdpUVIiIiAVRSsqqqmaZqmmabJOe/jp6oNoUTCHkzVEyNojVkkfHYcZurKMO+Pc9gSsQgAAeQU1KKNbAFGKbUsk3M+IY9YVdVUKlmpNFwFvM0hXRMMy6vMERRCclhzWs6WI3uXZVTVZGd9vu87jhNFcSP7SRDAWxF/LeQDlnJgACngH0hgtTHW/Jyy6jW3B397DKIYAHDCUpsy6eMPVdLJ8ornSEeJdBQBAAzNPOc449hDtIPmjVFLNgfPvlD9MwA/pOXMY6ZfMJyvVMK2uzZ+rxhunaotPCr9z70Praxc3xa/ljf2Pn3fK9L6sASQNzsv3fn2dwFglv7+w1KfHot7JIRommbbViqVHjoHQ0JC4r1j2jzPd93qxDZDUXAiYXMOnucTMn7cT+RcYYyr1UYJY9M0LZVKdHUVJ5D1cc5zuSxCwBgXys98ByCKogFdkaIzDUMvl50BV7zrfbI2YAiBCvDBhJLWhmWGKOePO3GJAQKYo+GDEupI70VV1URiYqRTRPywCO9skAHGOS/E9DmfhSMhJV9cMFPOlpL1vVcgprpyueL7PiGkwaPjGOdPeLzM0YCtjAGOMVFLg2nKOj/8U3jnEwMe0k88LPmNT+F0YqzbsM6793X/XgBQkPb5A/+gK0PFM7zYfsdTrTeJvz+a/5mCdkobIDy6u/Bv4u+T97l0fvaooX96xeZrXyuuAIC9jaWHJs8foxuklKmqYhhGJpOe2DwHCQmJxrFu1Wq1WvUnfInCGLcsM5NJFYvlcStYpyhKPp8tlSqNUyJP09RsNtPe3jmBPEFV1Uwm3dm5o3LsMBvDOU8mk4qChMhn/6P3l+MQgANYAMelVFPBw7nmU27cQQEBTFfx0qQ6ipGaSiVdtzrOg5xzns1mSqVyQwXX+JQ97JAIRqbyIFmfZH17AsQOVu2FFCFwNfRaLlPGWKlUCoKAc2j8HKrrlAAAIABJREFUnKgC4c8HPOCov8Qx4zBDg8NN1IBJA/Tdjui510CEv6uqdsh8dc708WzAG96DG8MnfFYEgENazswZMxbkju1dZWFT5cV2f8O6wiPlqBUA9tKWHJG+aLCrPVG+upOsB4BDW86elTpoVmpJnxPcuPB2+dnXi4+K6g4z9cMOTpyr4bGSFuCcY4w1Tc1kMrquyyBPCQkJAPD9wHHcRkgk63HL2ELuYqxXTeK3PM+Poqhx5kNVVXK57ASyPpG5xznzvGAUbeCcJ5MJUZyg/9HX/XhdyFF3tWG02FaSGO+Cf3D+UjXeSAABNCnomORo9Id0XU8kLCGeOQ4diBASDsYoihspaxQA4HWPrOtXqkGyPsn63hOUL4qiMAwJoZwzhLGCsaAbuq4h1C3ojDEG4K7rOU4ljkkjFGff9WgDCChbFaACB9RvR4dzfrCB9tYaWylsIufE+7ZGqyt02xDn7GMc+b7kp3Z5qfX+iu3Rqx2ku2QfRtp+2WNSWvMmZ3W7v77nYSkz9ffNMY9p0uaOw5g3DD2dThmGKQVdJCQkAMD3/WrVbyi1iWw2TSmrVJwxZT5NTTnX9Sa8mFsfYIybm/MdHV0TuGjM5bKFwm6FmGYyKUKo61b7XCRi/GEn9rlI7gPM4X0WmmWoMORvbQnJCz4DgBSC49KaMiou2tycdxx3rJUzOeeapmWzac6hVCpR2lgb7AjgcSfuGnkRL8n6JOub9CCEVKvVKIpE0VilO9IAYawgBKqqKIqKMVIUFSGoVCpxTCklqqo2/q2JfGmH8id8RIH3Z306wHE2MhTJ+gZFxLzV7s3b4r4VBZcmL55uLB7Rpd4JVq6u3jLgIQ3sk/PfU5ExXmOemqZuWXYymZgU+xcSEhJjPtdFUalUaRzRSIxxPp8tFstjKr/BOVdVJZlMOE61oQQzBevr7CzsfqvEsnOk5A1jbNuW47i7SbnT6aRQ6+m7y0Do8x7tZN3ED3GYosJeKp5mYHPnMKsaSjF91KWAwEBwYlrTRsX6dF0zDGNMU1gxxtlsJo6jOCaDqdpMOJ5y4g7J+sYequyCRoPQr6eUM8YBuChBwzkDiDFWCKEIRaK4CgBnjDFGJwXlgx7nXkpBR5r8+ZD3FWpCKOT87ZgvVICDJH4DQ8f20vQX6nKp2eZRs82jIuZ1kvXAhSFHJk7ntTnjfFOKgjlHjZPBIiEh0QCmEFFKGyTEUYhqlkqVsdZ0EQUkXLeazWYcx22kIE+OBiE/IkoferJRdrHoVNVEwqaUjojncM6z2XR/H90oUKm4yaSdTCb6NMBSlaOSeEtE3wqZwwAQtFNoIwyHLI9hto6n6Iqxc3aKiZFYqhAOnMMoli2iNqNhGJqmRNGYDC3OeTJpVypOHMeNnECxl4raKJehPmM+r8ouaEDWp+uGECYWkylCIsxTAQDOWRzHURRFURhFEaV0MvpG8ios1hAVE2UvTogReoeAQyXnG1caOV1fMt04eLpx8HTjoPGnfNBdmysGAEpZw9aDkpCQGN9pobHaI8r3jc+6mRBaKpVTqUTPDm+jPI7+d885TySs5uZ8U1PeMPRd9aGSz2erVc80zRHtVquqqihKvSp5OE4VIUilkn2C3RSMZpvqB5PqPB1Qz/1ygE4Gq3z2uBNtC3dy89bS0BlwNtrnhBCKoiibzWI8JpRP01SMUYNTPgCYrmMFZOyhZH3vSWiaallmjfj1OaooiqIoqqqKeXBSmnNA0zQ4xOAY+t5fDLA64D6TL/97bYUnHNdMxpxLSEjAyCMAJ3gthbFtW8lkoi6hN6JsYLXqZ7PpsSADo4CiYOHwTCRsTdMURelR4UpjrBQKpXK5bJqmYRhDTPKWZZVK5TiOK5WKaerDnO0554ahe55Xrz1BhJDrehijRMIWUj3JZMKyTHHUUPBiWz8+pSzQcQp3ExGMwOXoOY8+WYm2R5QwJj4UKzDGd0uILgyjOI41TR+jHQTOkaZpDW5bDYwONiXvk6zvvboCtixLVTWE9tzES4T2NZT9DMxgp9ccA+pk8E4MGMnX/721vOOcUUqkr09CQgIAOEeNQ/wQQnEcZ7OZAY/qutbUlOOcB0GQTCbqZbWDIIhjkkzajfA0BGGrVn3GeCqVyOUyTU25dDrteZ7juJTSOCau66bTSV0fuACPqioAPAwjhFAYRqqqDb9Aq6ZpjlPP4nKc83LZ0TTVNM1cLhOGUSJh11qOEGRUZYGtHpfSjrYVwcYQACDoYLCySp9ySUwZAGgIAKDPMmYUo6tScXbpKR21bXVdN5/PNriTACE021SbZNrZWG/fXHnllbIXGnD0Y4wZY3EcDydQfrIadYAMBgqoTHcKiFcQKjNIY5RCHN7bep433fSH1157bfHixSP9YkdHx1//emt7e9u8efMmxYBnjInYZtM0ZPEGCQkJznlDicvHMcEY2batqqpIqhfsTtM0y7IqFScMI8aYYWj1CkQUsX+6rquqEkUTGaFn2zZCyPN8ACCEeJ7veX616nmez1jvKlM8CMJEIkEp7Z+Tmc9nq1Vf7OshhAghqVRSLHWGXueoqqKq6likOFJKM5mUcD8KUTFBSmsnYIQSGM02sA4Qc+4xwAgQAp9Da8xUgCLjEQcOsI+GhlPlbzAwxk3TjGMyFks+xhgh1LbNMIwa/K23EGyNOB92BxzWnJZT5YggfX0NughGCOm6vsf7PVTEDzJhLxX6aKIRgGd9Xp6cd//tb3/r5JM/vGzZCR/+8IcuvPCCanX02lx//OMfb7vtr6P44rXXXvvnP//5Jz/5yXBOvvTSS8455+yVK5+a6EUeEBLLCE8JCQkAQKjhgjw9LyiXK4TE6XS6paU5k0kZhpFOJx3HESQHIcQYNwy9XvMYQqha9Ww7YZpG72uK2msiGmis50xFUWzbcpwdSioIDVhCuBaY6uXz2T4eP03ThL90h5UntFSqcM6bmvLJZAJg4BvhnKdSqTAMx2IwIIQ8zxOaeYJVDvArCOkYz7fUD6S0g02Me9TIXQ4vBMxlAAAIoEL4brYkiqJUKjlGS8ooiihliYTV4BZ2iq4sMbFcBIzhqlt2QWNCvJmKgvd04ocYhwN1Hoe8nSJcMyoADOCVkB9ho0m0MxHH8Ze+9M8bNmzosWpky5YtzzzzzLJly8a5Jeeff34ul5s9e5/hnOw4TqlUmnAJTc55HBNKqSzZJyEhUbODjYYgCMMw0jRVURRNUx3H7d1Mxlh9VbUZY4VCMZlMxDGhlCHEFUW1bUtQPoxxEARBEI4dQzYM3XWrPWRnWHawUCjZtsW5F8ektovtulVBVncm0n4YRqZpZDKZOI59P+jj7FJVVde1cpmMxegyTbPXtiwihFqW6Xn+gJ2pILSvqbRo6N2Ib4qZv7PUeIHxfXYvzlNEmaqqOhalQcRwjeO48SNpZpuKw/n6iMuYH8n63ltotDKaYwdTwUda7HEPSr2mUYygk6EXfTjUnDRhnrfccsuGDRs0TbvnnntUVQOAVatW7bfffuJoW1tbZ2cnIWT27NmZzI78kFKp1Nq6DQAOOGCh+KSzs2Pr1m2zZs3qc33Xdbds2YIQmjdvXm1h4bpuW9t2160mk4m5c7vjOefNm/fVr361909s2rQJITRlypRp06YN/442bNjgum4ikegTKeq67oYNG3RdnzZtWi6Xq32+ffv2tra2lpaW6dOn1z70fb+1tdVxnHQ6vffee3d1dbW2tjY3N8+YMaPP4mZMC2FJSEhMIjTsjqegBHFMBozkpJQJv1Ydf44xFgRhS0tTe3unruvpdKpQKIoVAue8qSkn9svGiPgpiuL7wfAvLqI3HcfN57NxTEzTEE+zo2OAUnvi7jzP59xLJhMtLU3FYql3x2KMAMZE3NIwDOGb7WkJhGGUz2eDIBh0twGhlKocoMI+hC53KOvVLgOAA9+dpnLOPc83TaNa9ep+v5ZlRVEUBCE0vkQ6QosttUrJNsKxZH6S9b2XbB4FeM/ktSF8kMFXhVBlUHvPEYethKci2F9Hk6KYw9q1awDg9tv/V1A+ADj88MPFH88///z/+3/fqJ35oQ996NJLv4Ex/slPfvLAA/eLDy+99NJjjz3uBz/4wbPPPtN/xXP33XffeOMNlUoFADRNu+SSS0888UQAOOOMj9bO2Wuv6b/5zW9s2169+sVLLrlk9uzZN9xwI+f8nHPOrp1z4oknXXbZZcO5ndNPP83zus2PaZr/8R8/POiggyil11133b33/r3mGzzvvE/+y7/8C2PsG9/4Ri1MdNGixT/96U81TeUcTjvtI7VrTp06tb29Xez4fvCDx15++eUixRxjjLGiKIqM8JSQkBB8gHMGk62OTxiGiYSl61oY1tOvEoZhGIb5fNb3w66uYm+O57peNpsuFEpjcTtiQh7FtMwYK5cdVVV83xcleYbmjUJX07KsPr+uaRoAtyzD84L+rsLdoLI4nU4Wi+XeHxJCCCG6ru8y/81S8BEJWO0zjzERFro+5mGVLDRVDY8yMplzHgRhOp2s42325pOWZTZsifb+o+HwhLouIBui3nmjEnWAjKRqRIhIfcYoY5PP5o3ylgEyKlpqIb1XlSaEQEHwVgTOJKnavnHjxunTpyeTA4TmL1iw4Nprr7vnnr///vd/sG37wQcf3Lx5MwCIOnWXX37FX/5y68knn3L//fc9/fTKKVOmrFjx8K9+9eva1zds2HD11T+rVCo333zLT3/60ziOr7nmF7Wje++9z3333X/MMce0tm776EdP729Nr7/+lytWPHzdddcDwPLlDw3zdr75zW/eeutfV6x4+KSTTgqC4PHHHweA22+//c4778hmsw89tPzcc88VTy+dTv3oRz9cufKpxYsXv/DCi+eff/4rr6z99KfPb25ubm5uEld74oknlixZ0tbWdvHFF9999991XX/ssUdXrlxpWZZlWbZtm6Y+FiJmEhISk9YOTsqWl0qVnkS1Oi3UMM7lMoqilMuOKGDQO8WOEKKq6hgtjRFCo9N+FA0LglAolAxxWj6fbWlpamlpnjq1GWNECOl9VNe19vYOTdOmTGm2bRvq1K2WZXme3/u3xM+Vy5VdVlAQgbX7T8l9ct8peVURDj4KsDHm91aibREddVczxjiHwURQd+chxnGMJ5XjTMFokaV+JK0t0JHcCZasb8+3dkJzCWDSV27Yvn37HXf8XxQNtXP2/PPP3377bW61msKwyEB9JnUO/OWA+WxyPLjed3rTTTctW3bCTTfdJGxMpVK5++67HnnkkZkzZwLAunXren+3paUFACoVBwBOPfUjADB//vza0RdffAEAlixZ8sADD7z00suaprmu2/vruq5/97tXDWYRwzC86aabnnvuud7RmLvEokWLV65cedNNN4lEu46OdkVROjraAeBjH/tYS0uzZdni4oVC8Z577kEIXXfd9dVq9QtfuCiRSGzfvn39+g3FYvcOtKIoV1zxLQDQNK2pKX/EEUcCgOu6mqbpuqbrGkJI07T6psRISEhMXjs4SVN8KaWuW21uzuv6bhVJ45yrqpJOJ1OppOcFXV3FAbOvNU0Vct9jcS+qqo5dyjdCKJ1O+X7Q2Vno6iqIsFVd12u3n0gkoigGQKVSpbOzAMCz2XQmk9b10evlCE+aqqoD5u9RyjBGQjW0DzRN1XXNtq1cLpNKJateUOgqLrXxIh3VSjtwhF7w2NNOXIrp6DokDMNEwh6LriaEKsqkeqEQUjGeaylpWcerjm+07IKGZX2UEkLIZPdtf+pT/wAA77zzzle/+rXBzhGhj8cee1wikZipgcvhzWhHaCtCqIvCygCOMbne2JtVyWSytbV1wEO33HLLH/7w+2FeR9P6vphCMnvNmjVr1qwZaatuvvnmG2+8YaTfamtr+4d/+GQf85/LZRVVBYAgCEulchxHYokjlgUY4571AW9ubq5Wq9Wqm053CysHQcg5A4BKpRIEgSjmG0VhpeKIHHiEQETXyBlAQkKCMYaxQimZdC1HCIVhHMelbDYThqqYvUcKjFEymdR1vVJxawqWA64HBhDTrB+EBMhYXBlj3NSUK5crURT3LHugs7Mrn88SQgkhqqokElZHRxf0+MF8P/A8X9O0ZDKRSiUdx42iqCcGFQCGtU2AEMpkUoPFOgq3WI/Z4qLLewgm55wHQVQuOzV3q6ng+TbeS2erPdJBASNgCNoob6/SAw22r6niET6XIAhTqaSiKHXPcmeM6brmeeHkWlTqGB9i40ddKgM96/PeyS5oxKeCcY9aF5oUm53CqdX7389/frU4dOaZZyUSiSOPPGr4BnN/Hc/UgPEduzsYgcv4iyGKRr7hUy6Xf/KTHy9bdsK3vnXFWPfD4Ycfzhj77//+L8dx+hy6++67AOCb37x8xYqHjz76mKGv09HR0Z9PiuuvWPFw7d8wWyUo369//euHHlo+derUYX7rkUceEVT87rvv+cEPfiCGJSFkSksLAKxa9dzf/va3V155RTyzmlERYasAaNu2bbVm7zCYXPwhHJI7TLU4gVLGGI9jWbxBQuK9Ds45pWwyUr4eOwaMsVKpLDiGZZkjWrNalplOp8Mw7uws7LJOnUhCq3tYoHgKuq7Wq/xgb2iaKtLqwjDuQ7rKZSeZtJPJRCKRcBy3jw9TsLJSqVwqlTVNzeUy2WxGlIzP53PD6WQRVzJEhpvvB4VCsVAoFgqlQqHY1VWs/bdYLHue1z/vLqnio5LaYRY2eyiiECF/xo0rhI7QoiHP88ci2YExjrEKk9BtllWVKYqkfJL17dEGLwgCPtnSGlpaWpYsWTJnzhwAuOuuu7q6ugDgK1/5yl133b106dKRTHqwyEBGL58+AsAA7ZQ/5TEykk75619vPfvssx544IHx6YEzzjgTAO69994zzzxj2bIT/vjHm2qHUqkUADz99MqXX355iAp+Qv3lb3/722233bZixYra5yeddBIArFq16sILL3zxxRfvvPPOP/3pTyNq23XXXb927dohooCuuuqqGmm/4IJPm6YJAC+9tLpYLHR2dgFAHMeuWz377HNM03zllVd+8Yufv/zyy7WvX3bZNznnn/nMhcuXL//whz8Ux/F+++2fSo2ggqqQUwvDULI+CYn3OMIwnPBaMrtN/BDnvFr1HKeqaVo+n0smE7ukJQihXC6raWqxWA7DYWlvcM6LxbJtW2NxC8LJVm8mqedyGcdxCSH9+4MxVi67AJwQMqB2qPiEUuq6HiHU8/xSqVIsljzP22U9Os65ZZkik2LUfTLg5wpGe5vqh9LabB3RHiWCNgqPuqRtJJl+CIHvB6qq9r0RzmPGfMrKhHXEbHvEtoZ0S0g3hWRjSN4OyaaQvBvS7RErxMwhrEpZxBjnHMMOT+X/Z++646uo0vZ7zvRbc9MoUiVIkQ4CwiorWHYVLKArCmJBRUVFEVE/FewN122KDXdRBEFdEFSw0FcBERGlI0iHQJKb2+dOOed8f5xwCWkkkEBC5vlZbqbPmZn3Pc9bRbFOzvkxQhmiw1aqB06EZ22kfIQQQshxa17VNgwYMOCOO+60LOuGG4YWFhbm5+dnZGRMmPDknj177rnnnp49e+3YsWPGjOkrVqwwTTMnJ+cvf7m+dCO72bNnT5v2Aa9Umd3qnP6j7mvUpv3+TRu+ff3VWDDf0nVZlnNatbr3vvvatGn78MPj8vLyxowZ07Vrtx07djz77DPZ2dmvvDLpqCAWRJfL1b59+zVr1pyCEWjWrNkTTzz54YfT9u7dy2usybKclpYGAHffffcLL7ywdOnSJUuWCIKgqhp3u6mq6vF4Uslsbdu2veeeexYsWPDWW2/y3IOMjAwA8Pl8L7308ocffrhx44aHHx4nCMLll1/Od/F4PDzHHYr51gRBSC1/8skJU6f+Z/36X8eOfRBjzOlccbhcrhIVaDwez6ArB+3bt/fLL78cMWIEAMiy7Pen8ZDjzz6bu2zZ0mAw+NNPa9es+ZFnJF588cW7du2aPfu/L774giRJ/fsPePzxx0tcFUJFMUsAoCiqx+ORJKn4m0+pbdvEJkQEcLr2OXBQP8FpRiKhnxlCgBASiUQxxpqm+nxeSolpWqZpFVfxjAFCIMuSy+XSdT2ZrFoYHmPMMCwe9FiNUxGEcAU858SgaaqiyPn5QR7NVM6paSyWqMR5GUKQ8oUahqkoqsullddwjzfoI4Tytuw1xE86u8SmEtmQpIUUAIAAWqPT9tRurgpC5U5KCOHxvNzwHyeswKa5Fs0jwI511bGi/6Ci0YCjHY+LZgIAGoJsEWsCZAFqrCl19CNqJKHNBjiNHKrBlOOY1Wsh69N1PRKJmKZVV3Te+++/X9yvBQAdOnT4+9//gRAaNerO7du3T5gwoV+/Pw4fPuzgwYOPPvpYo0aNXnnl5f3797/++hvt2rUbMKA/AMycOSsrK2v79u2HDh3KyEjfuHHjO++8QwFGf7xg5+rvv3jpqYat2150533r5s/dvOSbjh07/f1vf5v6/vvTpn0wbNjw2267jV/DNdcMvvfee0tc3rJly5555uk+ffo8++xzzgtWrixASJIlVVEkSWIMksmkYZiU2iUkxL59+1555eV27dqbpjlv3lyfzzdjxkclym2f8JvPGFMU2ev1yrLslHVx4KDesr7Dh/PPUP0OPF1NUZREQo/F4twliBD2+72iKASDoROelaWl+UzTjMeTJchFVTsB8Atwu10ul6bryepqH8cY83jcqqqczD0eS+EUWZYjkWjxu8vICMTjiTIDODHGmZnp+fnBU9AK0qJsfcLeZTM+h6MA7WXURqtUqVXGwOt1A6UH4vqGmJlnA0EnG5jH6WKGJLQWWGNFKKMnGGPoCG+knDnWKorF4IuwYZW67rvaNnEEZpXgzKtqI+sjhFBat/n4hg0bJk9+Y/ToowQsGo3ySif5+Xn5+XkNGjTYv3//6tWr27VrV3zHnJwc0zR//vlnQRBcLlckEhGP5DS70gINz2nb2+vbvOSbnfv25RHUqUMHAFix4vvbbrtt9+5dAFCi8beDSvI9URRdbpciy5ZpxWJxnlxX5iu4YcOGjRs3bty4kf85ZswD1UL5jrA+QEhItc114MBBPdSAlmVxLnQmCluwbTsSiWGcUFUlLc1PCMEY8+KN4bBxMuMWDkd9Po8s25Zlpfw9f//73xYvXvTCCy916NDhuEfAGEuSyI1uPH3OtqutpgjGWBSF/PzC6nKzaZqm68e49RhjwWDI5/PYtm1ZdolVmqZGo7FKtrNnuhGftsDODdpbdts79jFCEQPAgBtlyF3bSm2bua4bgMRye1pIGHV1i94k2WxQCoABtpnMZvY5miBXaM23KYtS9nth/IBFg6ZNAQAB5h49BiICAQFGwFvXF29gz47QS8qAAjAGBIDwzvFHGFzQJD8iyLJoCwWniwIGsBlLUBYiLEpYhDCDAQNQEfgF5BdQmoBcApYRnP64MwSdVGGNTp2SLg7rO9MUHqWUVzuscy/30KFD77jjTkLIkiVLXnzxhdmzZxdnfbpeVMcsla7WsmXLQCCtxEHGjx//009rsrKyPB4Pr4nSRmbbSml/CrA6yc7t2FVRlJ07d27dunXFihUAwBuXO6gk2QMAWZZdLg0A2zbX8XbFdtA//elPl156KW9QIcty9bqj+TsvCIJTrcuBg3qsB898wUspjccTCGFBwF6vu7AwfJJCj/PkWCyekZEeDkd4iZcPPnh/zpzZmZmZx6V8AMzn8yiKSikJh6OEkGrvFY4QIqQaJjbcHMD7KITDkdKDkEjogUAa7wNxdLIrCpIkFRaGKnlThy9/iEXjjLGU14shhiii+wv0A9/rX34X+2BBgwV/q/h+W2tiQCDfxQkgoAC/WSxOSU9PGQVXEYBN6V6DbDNY4ghVgyOkjgK4AHp5RBUjjEAo5odLET8GR+M/CQPGwAawKMu1yE6D6QAYAULAAA4TOBSnCqIYgc3AOhIimjqmziBIGZgMASiIuDF01HCagFH1qXsEQCk1GRiMIQQigIYwQsDKfzo+ATkRng7rO9NAKSWEUkopZXV04isIwrnnnlt6Oc9PA4ApUyrqIvDTT2sAYObMWQBw3XXXBoPBFgrKEMoQkQzgVwNPmPLh4zddd9999xJChg8fzoumOKhYZXLTsizLPp+HUhaJRPhbV0njepnJgdUjj0RBlkWnV7sDB/UWCCFRlERRME3ruEoQY8xLpMRiiTpX8BMhBMBDe6ot4NC2aX5+0Ot1W5ZNCGnWrNn48Y9cccXA8nSBIGBFUXh+9X/+8+/9+w/cd9/9ZXaJmDdv7vbt2/v379+lS9fKXMnq1T8sXPjtuHHjU814RFEoTsOK4/nnn+vTp89FF/Uv72jz53+5cuXKoUOv79OnL48LoZSFwxHGKJSKRDRNKxyOejzuSCTGkycxxj6fLx6PV2ZaFXnlw/jHCwFAbdM84y+XqO1a+C7sllqb/G1v+JtVkcU/xn7YcLD7rd57h3huHVjB0TIl3NPF1unUYIAQHLDZd1GrgYQVjGQEBMCioDMWtGghBZsBQkU0k9e3ThcgXUSNRJwmYbHCiy++Tjya2IcCEm6jsSRl+0x60KJBAggBQmBCEUfkR2UAxYNs8BE2aQAkKSyNUQnRTAGliciNUbqI3JxEVhGEsUMmLST0kM3itMgVyS9eRMSLIUvEfgFlS1gqxfA0jFSApCMiHdZ3hik8y7J4rFudS2RfuXJlYWHh/v37eUH/QYOuLMEGu3Tpsm7dujFj7u/WrTshdjBYOG7cOABo2LBRbu7ByZPfmDjxKd6m5u2331JVLeUebCoBlFVvGGE47A1ktzrn8I5tqqpef/1Q5xU63iQDCQKSZUmWFcZYJFLU76g2BFPxGp6yLDuOPgcO6vW8RMR+vy+ZTEajFU3TKaVpaX5VVQBAVZX8/ILySEXtB8aoWmQw7xhh2zbGaNOmrbNn//eXX355883JgwYNGjXq7hKMBgUvAAAgAElEQVQb+/0+RZENw4jF4kuWLPnnP/+padrdd99TvMhWcd61efPmtm3bVpL1LViwYPHiRb169R4w4GI4kobHW/OVwJgx961btw6Alcf6GGMffTRjz549rVq16tChU0phcY1Wpip5++23JEm86667EonkihXf//77Dq/XN3DgoOMql8MX30cLY4DgrCdvzx41uPQGauumauumDUZfd/Cv0w+9NiP2xqc0L+QbP7yCR9JYEQMiWRa1dUAIQT6FfIPCEZ92cZ9eioABQABDJ1UISPjkFSJGyCWgczSco7Kdur3BZCW+EwygALRSkV/AAqAQIZsNRo4UikEAgMAGyCXsIGGMgYxAQ9BKwc0UgR//uNfAGNjAVkatfHI04rR48qANUEghaFLGwI1IJ01oKB9z76qAVQxJ6ghIh/WdQWCM2bZtE0IprXOsb/fu3bt37+a/r7/++jvvHFVigwkTJg4fPmzDhg1H+rzBmDFjJEm69tprX3/9XytXrgSA22677d133/3444+L7ygdEYWslHELIXR2rz6Hd2y79JJLU6UszyTccsvNU6e+X8mNlyxZ/Nxzz5Vo5cctnZIkXXnloM8//8Lv93ErqW1blekDO2BA/2nTPmzcuPEpePkxRnZ1t6Z14MBBHSR+oiRJANTj8RmGWZZDDPn9vpROQAj5/f5gMAhQ92xGlDJJkgzDrBaDF2NMFKV3350yZcq7XMJHo9EZM2acd17Prl27iaKoKLIoCgCIN+PheW4HDuy7/PLLb7751jIp3wlg4MCBqqpccMEFcKSGjSzLul7SVbNjx45YLPbII49efvkVFRxt9OjR8+fP79ChYzG+VxGmTv0PAFx77bXZ2Q1+/PHHTz/9pEmTJiUs0aUR+r83SWFUbdO8+d8fcnXKqXjjRg8Nw6qc+69Z8Y8XijlnuQZfVMET8SrKnzzen/LD+y1GjuV4RdsAMAYqggwRZQgoQ8IBEVX7y4wRaqVJjRRWYNMoZYyBjJEbgVdAbgGlyFsm4JYKixEWPpLyV0AY90MinpsKEGWwVqfrk9SHISAgr4B8Ak4TUZl1Si1Ctxnkd4PaUBSlye9XQqAiAAQGBbPY8RMAKxOkoUk6aYJHEFLDoCBUF/sNOqzPQUXSnxDCWB2jfDfeeGP//hclk0lCiCTJDRo0SBXrf/vtd1Kb+f3+zz//Ys+ePYlE3OPxZmVlcQVzzTXX9O3bl/cmGjr0hssu+1N+fj4htsfjzc7OliT5DxdcsHjR4nybrTUQa9T4wblFmYG/fv1FPFiwfeX/AMDXtVchYYGyWnn269ev8j3N6xASicR7703ZunWr1+vt0qVLaVenIAiSJCmqwpOxEUKSJIfDEcMwTkERsxMCsq2iguaOx8+Bg/oMRVEaNWoEAC6XFolEvF6fbVspBuh2u2VZKq4oMUY+nzdalItVt/Q+5ayvug5omsbbb78FAG+++Xa7du0QQocO5bZsebYoCt9+++2GDRsKC4O2Tfx+/91334MQ2r79t3A4whjMmjWzWbNm11xz1Mf10Ucz9u3bp2laXl5eauEXX3y+c+dOrvF50uC6detCoZCqqt26dbvwwn4AgLGQnd0AISyKgqapmzZtevPNr4LBoKLIffv+oWfPoha+69b93K5d+/Xr1+/YseOCCy7s0qULAGzatHHJkiXRaFSW5Z49e15yyaWaprVsebYgFFVPiUajM2d+VFBQIMtykyZN/vKX68sch2TSjMXilZxNRf72kf7ND1hTWn34jNw4qzK7NBh9nadv522Dxoaffx83yFD7dirHhCH4/d5QKNzdLXUg9IBFoxSSlFkMEICKQUHgwShTxJqAENRw6RQELgG5BKHirQSM/Bj5AZrxgFqAOGF5No0QFiYsRsFggAAIQCGFQsqzAylmkCFCQMA+AXwClhAkKew1yU6TUT4LYSAANBJRQwllilg+QjQZQJKyPIsWEJZnsQQDjOAwgYVR0lljLRQBIcQAFGdS4LC+M471EdO0EMIAdcnjIUlS06bNKrlxs2ZlbJmdnZ36HQgEAoHAsWIKGECmiPoiWJGEBCuqYrxoclEu9XlDhmZ06/VdgnVRoKWM7HrwqoRCoSFDBo8ZM+a+++4vw6SHsSSKHq8XYxSP65QSzvSi0QgcyYavnbMfy7Js2xYEwenX58CBAy7NeNdTQVAUReHyoXQShCiKGON4PEFI3WN9slxtjdQQQrzaFgDcffeo+fMXNGvWNCsrIxKJ6Lo+bdq09et/5WtzcloDwIYNG0aPPib4Mx6PDx9+EwA89tijK1Z8X/oUc+bM3r59e5lnnzNn9n//OyczM3Pdup+nTv3PiBEj/H5fKBQZPvxoDORnn302b94Xfr9/1qyPJk+enFqek5PTuXNnhNDdd9+VWtikyVmqKi9cuHDevHm33AJdu3aNRMKDBh2TSmcYxk03jShvbG2bzwhQBfVpzC27E9O/AYDO2+ekFoa/XrVz5LNlbt9w7I0Nxw4DAHeXc7rsnLuu+aDCMa81WjO1zI1lWU4kdN4kUBFwSwHDsV68Wv6+chOsV0Re3iqdsTilCQobEiREi7o9FFWdQZBH4DChjIGIqIjA5BscyVQMCNDDJbhFXKIvBAJwCai5gJsDmIRuN8gWk/Fh+iVJD1q0p1sUMZYc1nfy4tQZgtoDVgTCSzk7A1JyfADcAuumgAcxnnZ82ZhHeg8dcf0r//rDiDswQgzQehN+TrIkhbooHCZOnDB9+nQAKCwsvOKKy3ft2lnBxnPmzGnUqPGxISuIe/AWLFjg83nXrlt75513DBs27K233szLO8yZ3osvvvDggw8+/PDDXPEbhvHqq6/ee++9Tzzx+Jw5s/lRVq5cOXbsg2PG3P/WW28WJ5njxz+8b98+AHj++ecffvjhRx99JBWpW12qhTFGCDVNSzieJdKBAwf1E6Io8qj1MvkhT/Ora6yPCUL1FkPGd955Jx+iyy//85gxYz78cLphWKkQjwceeHDRoiUvvvgSACxYMB8AevbsuWjREl52e+bMjwBg165dK1Z8jzF+550p//731MzMzBJnGTfu4X//+z+8gtq99943e/ZnrVrlAMAXX3ye2oYQYhjmddcNAYChQ2+YM2cup2e33XYLAPBUjgEDBqxe/eM//vGvPn3OF0WRB2deccXAefM+/+qrr3r06BkMhoobKj/99FMAOO+88xYtWjJx4tMA8O2331bGdlBB8Kqx/GfGWNoVFxRf6OrRLvO2KwGjVjNfSP2jntOs1cwXAtcOODraouDqcg4wFPvwqzLndRjj0gmN7Niqm3UJCLkFIUsS/uiT/uQTe2tCaxk3EpEHA2PAGCAAjIAAGKyIE/JuEOdI6Hy36BGFilsBygJuq4odFSweGahDNiyN2r8nbSf9oxrkpzMEtYr1EUIwFhizndEoh/ihDBH+IOKVcRph0L7/pceIdQQEYKcF+TbrqTGvgOtW3q9pmtwqyRhLJpMVt60LBgseeughHgnJa3JSSl577TUAGDbsRsMw//H3f7z77hTG2IAB/QVBGDZsGNfToihGIpGbbho+d+6866//yzXXDB43btyhQ4duvPGGdu3at23bdtKkV2bPnlP8XPF4/JZbbn7wwbFNmjQBgMcffxwA3n///UcffeSLL76sRtbH64halkmI6nRpd+DAQVWxbdtvjRo1rltmU8YoxtUZ025Z9qhRd3Xp0nX8+IdjsdiiRYsWLVq0deuW++9/IEWBRFHkITbfffc/ALj++qGiKF511dVvvPF6NBolxP7ll3UA0K5d+zZt2gBAVlZWfn5+8bMIgtCqVU7Xrt2WL19GKc3IyOjWrduOHduLx5IQQgkhvFXvzJkfcT4JAPxQHTt2XLJkyaJFi8aNG/fss8/JsuTz+fbv3y8Iwv/932MulysSiZ199tkl7m7r1i0A8OOPPw4YUJRKx7v1HneYXS4tHI6UOc76lysBIf9lvYsvlDL8SvOGgLH3D52P3rXPXfxPDt+A8xK/bCN7DpV5Yu6aPvNyFhBCmoA0AXjSP6EsRukmnebaDIrl3zGAdAw93aImVvarxBi11kQN22sSFAAQghiDX5OUATjePof1nVGfEO+IWh8ymuydB+zNu2luQVG1YAQo4BOaZsvntTse8QMZ2HkaWp9kh0lJScpTgaMAy3XUWoaz5TPWnY0QDgYLRFGUZVmSxIsvvnjp0qW33nrrm2++GYlEly9fDgAvv/wSAHTr1i2ZLMqh51TK5/Olp2cAQDQavfTSSwGgQYMGmqZt2rTJMJJXXXV1iXM999yzI0fe/uc//xkAksnk7Nmzc3MP7t27V9f16lVmXDvaNrFt22F9Dhw4qCrOPbe9aZqJRF0q8F7tjZoQQtForH37c7/8csFPP/00Y8aHa9as+e9//3vXXfeU3jgSiQAAn3ukgizy8vK4CfIkM8D9fl/qzkqXBHv88Sc1zbV8+bLly5f163fBiy++NGjQQB72lJYWCIXCZR6TX7DX661SoyZKKQATRYFHWpZYSw7kAQNf/x4lVZLfA4TE122LLl8rpnldXdtaeYWlD+67oGvuazPs3/aWd2qE4IwkfseMFUZ+LJzvwUnKYoTFGSMMRIS8AkoTTsSocZYsuAW8I2nvsY4UenEEnMP6ziRQypNmz/AKRfa+w6Frn6hgg7SZT4stGlV8EBeGvi70k053EYyBlZAFPC1yg0ENitrKIGJgdUFcVCms0e12v/XWWzfccKNpGrqeZIwFg4WZmVkAYNu2ZZm9e59/2223lbd7MlnUFYMX0YGiSkI2IaR026sBAy5+5523r7zySk3T5s+fP3Xqf7755tsFC+b/+uuvNfAVUEJsyyKyTJ04ZwcOHFQJqqqKophI6HVoishzOiRJtKxqC/NJTbK7d+/evXv3fv0u4Kqh9JbNmzffuXPntm1be/funZ9fVLKlYcNGbrcHALZt23oyl6EoSqoD06RJr7Zpcw5COBaL8yWSJD366GOTJk16+umnP/541ty5n/Xt2zcQCFBKt27dmp6eUSZVyMlpvWnTpiFDrr311tuqdDGmaWmaljr7MWAMKZKYVpJGpl87IL5my+8jnur464zEr9u3/fn+BmNvLEMdn9ceAVgbfi/zQdB65aNCSBWQKkBmdbzDARF1d0s5hK6JkyhzWJ/D+s60jwV4vN6ZeoPmT1v19xdYqzcBACDw9O3s6Xm0n3v8py3R5T8DY6GhE8WOrZRLzlOvu6gC+5AN0EHBaTZsNZnOEC4VKi4gtMOCwwRaytBEYBJGtZxP33TTiClT3g2Hw6lcfACIx+O6rm/fvv3tt9+aMGFidnYWICyK4nXXXffJJx+//PJLQ4feUFAQJIQyxiRJBID9+/d369b9vffea9myZb9+/datW5eTk+Pz+QBg7969Xq/3s8/mNG3aFAAGDhw4Zcq7jzzy6ObNmwwj2bfvH/x+/zvvvNOsWfP+/fv/8ssvXbt2BYCLL764RYvmDz74wOTJb1JKPR5vbm5uxQGoJ0f8wDQNTVOcSp4OHDioKnhL7kgkWlcumDFWWBhSVdU0o9XVvOGKK/7csWPHc85pY9v2999/BwCZmVmKUkbS44ABF0+Z8u7cuZ8RQlauXAEA55/fBwD69+//5ptvhEKhp56a2Lx588OHDwOAIGCXS6u8Pc62Lcuyb7zxxhkzZtxyy81DhgxJT0///fffx459SFHUUaPuaNWqVYsWLbZv/w0ABEGklHXr1n3WrFk33njDlVdeJUlSgwYNSoSfnHNOGwCYPn16Xl5eVlZWQUFB+/btK278UDTfFcWixLOyxlgMlO05bPrSaBKN61t2RRb+kHnroEZjh1Uw7uUspoKAbSdx50S5X5ooXODFhy2Sa7F9FmW8GigDp7iLw/rqNo70HmV1rvB0ZUDyCiOj/8p/Z999bePHby1zs8LPlu6+d5K9foe9fgeLJlwjB1ZwTAGjs2XwYrQ2iWLASrzN6Eg4+Dqd7RbQuSo0EBipxdaiNm3adO3abfDga2RZ7tChIy9bd801g8eMuf+BBx7csmWLKIoIYUVRfD6f1+NZunTZpEmTBg68Iisr6+KLLwaAvn3/cOGFF3711YKRI2+fOHHi3//+j+eeexYA3nnnXZ/P17v3+XfeeQfXmi+//DIAPPjg2A8++ODqq69q3/7cb775ljsbH3nk0aeffvrVVyfl5OS8/vob/NouvLDf9u3bhw8fNmPGRwcPHrjllptlWe7R47yaYX22bYvcLO3EeTpw4KCqrC8ajWCMa84yVe3zWtO0XC6tug6Ym3swHo+vWrVq1apVfElWVtaSJUvC4WgJwsMYGz78ps2bN3///Xe8jAoAjB8/HgBkWZ479/Obb75pyZKjfY/cbrfP5+WsT5Kk405VYrG4IIijRt0djcY+/3zezJkz+fLzzutx7bV/2bJly5YtW1IbDxkyBCHUq1fv88/vs3Llio8/ngUA3bv3KMH6Bg0alEzqr7/+ry+//IIvSXWKqniYFUVGCCUSidJTLFQBZyMk/M2qhuOGA8b5//k86/arlOblxCKVM7kghHo87mrszFEPoWDUVBGbKNCV0nyLhSnzYdTAoX0nIG3OSIJRV3kRIbFYTNeThmGcYTUMaX448uS79s/bMm8ZmH7dAFfncyraWDf2PT45+PFCAHDdPki7bWBRX89y6TLoDLYZbK8NFJWRyMcYMAAJIFuEFhKkC7XagaQoiiBgQhkwIMS2CTnS1BQkSXa7XIIoJBJ6MpmsTMbFxIkTb7nllpYtW9aht8W2bUVRXC6X1+txgjwdOHBQVTDG4vFE2bF8tfSCwe1WJUkOhSLVpZ527dq1du1aAGjRonm3bt1lWVYUGaAouwwVNeUu6pe2d+/eFStWZmdnnX9+H0oZY5RzZoTQqlUrCgsLzzqrSffu3ShlXq8nPz+IMVJVVVHkSCTGe8GXht/vDYWOVk8JhUKrVq0yjGSnTp1atjxblmVVVRYuXLhv377MzKwLL7yw+L7bt2/nwaUXXnihx1OGFy4UKly8eInL5WrUqGHnzl2OOxppaT5dN0RR4O9GiUnAwe63IhF32f15ib3ia7f8duVDZz13t6tzayTg0NerIt/+0Pab10sf/+cmVyBNafi/t8o8e0ZGIBSKlDdQDqpMXY6kQjVsmO2MhsP66jDri0ZjyeSZxvqYaRVcOBoAMkde1eTpOyu5V+irFbtufx4AXHdcWbHHLyUFDtrwc5LaZYdvACv6FxqK0EEBr4DsWvbuM8Y0VQ2kp1uWSSnl7acsy0okEgghl8slybKeSMRiMR7PWZljPvbYY6tX/zB9+oyGDRvWGRsBpRhjWZL8aWmKIjuSwYEDB1XFgQMHAHBdiRJnjPl8HsuydT1ZoxdcQnEwBgghURQEAQuCwCtCY4wFQRAEjBAihCSTpmEkeREUt9sFALFYnDfaEUWRUztCCM8lxEVAvE0C37Li66npB8QYaJqqqnIoFGGMBQL+UChSYpuDvW4HQtp/P6WEHy/vvbn7n57S7LUH9jzwmtKqSaNHbz740vvtlr1dYvfDb/33wHP/Vi/vk/bMHWXeo8fjrsxoOKgqHNZXVTjRU7XPgnHGITZpBgBonVqf9UQVcq/T/tSn8ZMjDzz7nj5rkTb8MqRIx5HsAI1E8LjwVpPlWowWM2MeHVoEDOCgDQUEGomsuQj+WuP3Y4wJgiArSiwWi8dj3JglybKABVlWAFgyaUQiUdu2q1RU7cUXX6xzLwzGmFLKgJmmIcuSoyYdOHBQVTRu3JgQkp8frP2mbU6fEMI1TfmgVIVw/pdtl6zzcsQfiI4kngBCSFUVjHE0GkuttW07Go2npfkoZakkFf4/SpkkibIsm6ZZwU3VPOVjgoAVRQ6HI5xhJpOG2+2Ox4/xA6t/6Jxc+lNk8ZqsWweVPASlex54DQCMHft23fF8mWexDhcyYDjdV95dxmLxQCDN0WUOHNbn4JjJLpxxrldmE+Pz7wEgfUh/JBW9b+ualJt43XDsjQ2PZEtnjxp86B8zSSSuT/vKdfug458LwIOhl4r2SrAuCSZluJSU5cl+NsBuG3abtIUi5IjgEYGy01xli+tXVVXz8vIAgDEKAEk9iTHmZTZ5O8d6ojYQQpZlJZNJVVUFQXDiPB04cFBVCILgcrlKzO9rp7hLT08rHgx56i+gPMqUIodpaT5BEILBUIkdTdMsKDCPLZFSdDxBEDIy0oLBsH1ClUyOpesnODaiKAYC/mg0xr2aAGCaVlaWr8RbIbVtZiz7Kf/D+cVZX/jrVfsnvlP6mOuaXFF8ogIAef/+HDEQmpbnd2KapkmS6PN5wuGow/0cOKzPAcBJN8apnYhOmAIA3n7dskZeWZzaxVauN3YfzBh6tM16aP4KuUm25/yOxXdvu+TNjb1utbbsrvwZbYDGAqRpsNOEnTbYrAzuBwAYgGG802IHLdZAxE1FSMeA8Wnrm4Ex9nq9lFLerLw4FUwlA9QfbcEYQwgTQnU9yWNjHDhw4KDqkoRgjGp5WRdFUWzbrtgndhpFsaoqmqYlk8lk0igdkHnE71eWLrbtgoKQx+OOx+O2bVfSrspPIYqiqiqiKHA+yZu4GoZRGcM4p4uiKLhcGsZCJBI1TevY9Yzr1tQi7Zo/xt6ek9yy59DkTxvcc23Rc2nVpGFZfRoAIDVRYYzlvjaD2ZbcubV7yEWlr0WWZU1TKWWhUNjj8Wiamkwmnc5zDk4XnLy+WgRCSCQSTSaTpmmeGXl99ra9oRHPIknsvHNuiVW5r02PLv+59WevppbsvneS5/yOGcP+VHLLv07P/duMwKfPCU2qGsDNYgTttWCvzRKMlRfLyTskIsbcCBpJqKmEPKic0s41CY/H4/N5DcOMRCKWZTmfA6VUEARRlPx+r6Iojn3UgQMHJwDLsgoKCmvzFaqqKstSOBypnVIuEPBzF9+JXZ4kiYFAGm8vVMld0tL8kiSGwxHTtBhjoihgLLhcmmlaqe5/FZJG7PO5JUmOxWLJpFGapmZlZeTnB0vY2cmh4OHLxyJAredOcvdoX8lLzZv6+f4n3mSAGq35T+kr8XjcqqqEQhHbtvllBAL+wsKw81VWF5y8vqrCiZuqLTgSPH9GdWm3Nv4OAK7zyhagye17GaWbB9y9b8LbAGDlh8rWGU0bAIC1adcJGDU8Apyrob4qNBWBljOyCAADIIQSgLaZ7H8JutGAU9zaTxQFniXv4Khswti2bUKoruuEEMc+5cCBgxOTJLVculJKRbEW2XlvvHFo6reiyDzbsDh3ys3NnT79w/nzvzx0KJcv4V3gy4RpWqFQyO12Y3yMm+Htt9/63/+WF58CCQL2eNx+vy8UCrVv3379+g2cpBFCLcsKhyOyLAqCUFSajTFee0YUBUmSFEV2uzWv1+P3e3ldnMLCQsMo231apjYRGqRrl/ViiO15+J+JX7dXZqByX//4wIvvMwb+x24ufQqv14MQCgZDxVMzotG4z+dx1JmD0wUnwrOWcb8TjfFcvHhRVlZ2x44dK2CVW7Zs3rhx47XXXnfqbicYAQBv7w6lV6Vd1S/0zQ87Rz7X9pvXjd2524f+HyAUuHZA6S3dXdsAQOzlD9VLe56IQmXMLUJ3ETcnbJfJDhNkA5TnzMMI2YztsFghhRYyyhZAAWA1bH4VBMHt8USjMUEQVFUhxGnmeoSQI8TjngzDUBTF6d3nwIGDExCwu3fvyspqyFgtzaHggf21M7xTUeRo9JgUuBdeeP7rr79K/XnXXXffcMONFYtx07QRMtLTAwUFhSnC07Vrt/bt26U283g8mqZEo7FYLFZea7t4XE9P9+fnFzJGfT6vqvKm84gQ27Is07Rs2+AFrisxmGVskPbC3cYPm5K/7dn25zGNJoxsMGpwRZTvtekH/zoDgLluuMQ15I8l1iqKrChKQUGwxHLLsgiRucfPCWA5+ffTGQSH9dXtdxidkPOVEPL8888DwJw5n/l8vvK2uffeewGgJlifruuffPJxbu6h888//4ILitn8yv8k1VZN2n71z62X3WfsOhiauyyxdmuHX2fgsgp1yi0aAQDoxsnQBwDIFFADFfII2mxBgU0ZK6MLYFFhMoAghTydBjDqKEOGBDUUhY8QkiTR5/MxgGgkSgnlbWQRcsQZAADGmBBi2yQeT8iy08LBgQMHJ4K2bdtGIlHTrKWsjxCCMS6RaXZqzrt8+bIePXp4vT5dT6xatapLl66BQODYiXURKeV/vvfelP/9b/kbb7zZoUMHADBNM5WPsHHjxsOHD+Xk5DRt2owv2b9//2+/bVMUpVu37slk8scfV1PKunTpylmZ2+1KJHTei0+ShKVLFwOgHj3OK8GFTNPcs2fPgQP7XS53+/btZFny+byCgNeuXbt7994mTZq0atWKMVY8/vR4bIrn9ZW9rsGif0VenR6fufDAM1MKZ30b+Msl2rktfRd0TW2Q/G1P+NvV4YU/xH/YCAi8917nueWKEkeXJEnTtEgkWmYaZCKhezxuj8ftNHI4SXi9HmcQHNZXt1Fx0vmrr05asGBB6s/27ds/9NC4Fi1aIIQyMzMzMjJOS3OzwsLCa68dwn9//fVX557b4Z///GdldrRDUezWQMBIErXOra28kNK0QZncqEj5nDRshDJEOF+APIL2mZBHGI//KLPWC0YoTGFlEhrYrIUI6SKICFil6R/GRQcus0gPxpj3zBVFiVIajcW54td13e32RiJO3H8RBEGglDAmJJMG7yLljIkDBw6qKkZqsx2NUqrruqoqup48lee1bfuppya+886UNm18wWDhU09N/Nvf/lGc9XETZHFmMn/+/BdeeIlTPgCQZTllj7vnnrv4j+HDb7rjjjsTiUTxSFGfzxeJFHXJW7hwkSTJn376yR//eFF2djZj7Lrrrtu/f/+RtYuLX+T06R9OnVqUMhcIBObMmet2u2Kx5M03FwVVXnXV1WPHPlT5u2Ys0q0AACAASURBVOa9JSpgW75xw3zjhh0acF9y654Dz75X1MYe8f8gxgAQQwA4O9Bgwd9K764oit/vDYejlmWVF18aiUTT0nxut6t0v3gHlYQkiYLgJKlVGc6Q1UZULAUQQryb6qZNm0aOvI1TiFmzPp48+U1FUU/91QYCgQkTJi5atHjRosUAsHHjhiVLFh9f8hK6ocNQqUG62qJxg/uuj6/asGfs38rc0tx3CAAAVcO7igAYAEbQUES9XNBbQw1FQAA2K9srKSAABAds9J3O1ifBoCBUTj4LgpCVlZWRke71el0ulyxzDx7ipcncbld6esDv9zHGIpFIMFhoGQY39Op6UpJFSXLMMcewfkKIricd96cDBw6qBMYYpbSwMGxZtTdyHiEUi8VlWRJFsVaxU4xxicsJBgu6du1a5sbffLNwyZJlL7748sKF3/IlzZu3WLp0+bffLmrQoMEll1yyaNGSWbM+AYB58+YVf0APPzyuVatWCxcu/uKL+X6//9NPPylx5MzMzKVLl3/99bdNmjSZN2+uLEuEsG++Wbhs2f+efHLC3LmfFRYWVvWtOG78TvaXr3pGXaVdfYHQrhmIR4y4CAlnZWqX9/GOvTF73qTSe7ndLkWRg8FC3m+pgiceicQlSXK5NOcjrboRB3u9Xk1TNc0ZvSrDmVzWPdxzz+jBgwfH4/ErrxyUEmHjx48HgBdeeEGSpI0bN3788azVq1dTSnv16n3//fdnZmYWP0IikXjggTF79+41TTMrK+uii/qPHDlSFMWlS5d89NHMAwf2JxKJjIyMXr16jRp1l8fjefjhhwHgySef9Pl8r7zySl5e3qhRo3JyclIH7NevH//Rpk2brVu3HvVYulUASG7bU/ouDv3jI6lxZqPxI3bf/yp2a51+/+y3QWOD/12cPqR/iS2NLbsBQLn6guqcCgDYgAIi6yGgkMgO2HDQZgmGEEDpsE8BAUZojw0FhDWTUQsJZFRu7CpjDGPsdrsNwzRNk5efFgQXIYRSihDGGFNKdD1pGMbRIiVHeD5jLBKOyLJiWXblkhPqw7wNLMsEAMuyBQE7Y+LAgYNKIhKJmKadan5Ti4Gi0Zjf74vHE8e2GTidhFlRFNsmJRaapllmvL2iKADQp0+fCROeSHEbhJAsyx06dEQIi6LYsGFDAEgmk4FAGsYC3+bHH1cjhC699GIAoJSmXILFBwdj7PN5zz+/z8qVK66++poZM6Z/9tmcZs2ax+MxAAiFQiUCUyvBtI+3gap47ry68mOFMfZ43LZtx+MJqES9U8ZoKBT2eNw+nycajZ92tl+ZAGOMMQBLddA1DONUtqBACEmS5PG44/GY2+3wPYf11X0ghCqTnvrGG6+/8cbr/PcjjzzKf6xd+9MRCxb83/89FovF2rZta9v2999/9/3333EvXAqSJOm63r17d13X161b9/HHs7p3796jR4/du/ds3/5bdnZ27969V69ePX/+/KysrBEjbrYsc/369d9///3FF1/M07gbN25c/ICWZS1fvvzXX3/dunUrxnjAgKKiLEK6DwDCi34s80asA/mbL7iD/y6YNh8AWLKMHG590+8AoAzoUf1aDRBGkC6iDAlyCNpNYIdBLYYwgjJ7uycAbTLZXhO6qihLQhYro84LV3KqqhQUBPlUQxAEjJEgSIoiGaZhWxaltLxZCGNFKQeCINSFmcop+i4QwoTYsVhUVtIRY07TdgcOHFQGHo8nL6+gTlwqpSwUivA2CeyUNA/igjQ/P69NmzZlbqCqcjx+TKeEVq1affXVgiuvvKrqd3dUnZmmGY/HeUiLLEsAcPPNt9x6622pDVKOMj4dwhhlZAQsi9q2bduEMfb22289+uhjf/7z5QUFBYMHX30C91691kOEUHp6WiKRrFKMLvfx+nwej8cdjcZOL8d3u92madm2XbziaHG4XKqiKJIkpfRvLBaPxeKniKuIYlqaj1Iqy5IsBxzJduJfvTMEtWp2yyPOK7/9rl07S3CDtWvXxmKxjIyMJ5548plnnuX0bM+ePSVY37RpH44d+9D48Y8MGjQIADZu3Jha+8c/XvT4408MHz4cAPbu3QsAnTp1BoCDBw+uWrUSAHJyclyuYwphG4bxwgvPf/HF5wBw7rnnJpNFgk+5rBcAMN2ILPmp+Pbhr1cmt+8rg+D9tie5fW+JhbFVG5DXJXdvU4MCj4GKoY3E+rlQOwncCGhZDwIBYAZxBj8k2S86MylDpQrWCAJ2u12maaZ2J4RYlm0YyWg0ZiSTXKpWcDG2bds2dbvdjlOr+OyEMSCExE6zanTgwEGdAaU0kdDr1gXH44m0ND/Gp0L4C4KQmZn55Zdf7tu3b+fO31PLNU2bNWtmMpl86623Fi1aWHyXESNu/utfX50+/cPNmzdv27Zt9uz//vbbthM4tWGYhmG6XC5FkUeMuPnHH1cvW7Z0z5493333XUFBAVd969b9nJbmVRSFMVZYGA6FClNJ8qIo/vrrr/v27du5c+cJc+zqmz8wj8edTBrH7SVY5iwuEolRSk9jYRKEICsr0+XSBAFFo+Hc3APJZCItzR8I+P1+n6apaWn+WCzCcziLm1wxRqJ4KkiELEuMEVEUnaJu1cCfnSGoJWBFOH6RsdGj7x08eHBeXt6wYTfOmjWrefMWl156aWrtnDmzAaCgoGD48GGphbt37y7uncvNzb3zzjvi8YqMNJrmAgDTNAGgQ4dzAeDzz+ddffU1ANCnT98SG3s8nkWLFkcikWeeefrnn38ePXr0e++9x1d5X7s/Ovafv980ocu+L1Pb7xz5XJknzZ8yV/S5G449euWhr1bEVvyq3XrFqZF+bgztNGhF2C8m2mcxVsouwrWRBbDdYgU29HSBho8hfpIka5qWl5dfoogLO9KQsTKwLMvtcYui6LRrL64dCSGGYcqyoSiK4+4rLUAcM4EDByU+irrF+hBCyaQpCILb7ToFXhSM8cyZs4YMGTxs2A3Fl/fp03fy5Dc6deo0efLkAQMuvuCCC1Or+vX749y5n48YMfydd97mS5555rnWrc85gTsFYJRSRVFGjrxdFMUJE57kq5599rkLL+w3cODAyZPfuOGGG7nfr4QDav78ry6//E/z5395ouOMq0tYMsZUVcEYhcOxE5PA3OOXluZzu7USntVTA6/Xw8uk+f1+v99faiqoAkDxjJ4UXC6XJEkFBYU1enmKIqel+RByNL7D+s5EFQVQ2drNWVlZnTt3Wbv2p1DomObmDRs2AgBRFO+8c1RqYfv2x/RJnznzo3g83qNHj549e61e/cOaNWsqPlfPnr1atjx7587fly1bBgB9+/YpczOfz/fSSy9fdtmlu3btTM1BlT4dEq2bkN/27Xv8zSbP3823LM4AK0Byx75dtz8PAFKPtqfsKRAGAkbdVDhbwrsslmuDyViJVkoIQEAQYrBcZ21laCoWrUYIqZoSjycs+6QqBxBiJ+IxTVN5NqDzaaRYH8a2YZiyLDskJwUeMMw7XCGEBAFLksT7FzuD46DewrZtwzDrXAschCCR0L1ej6apiYRe01JOkuR5874osXDkyNtHjrxdEIQNGzaW7jiXlpZWepdly/6X+s2LcLpcrvff/4AvmTBhYuktJ058mjFmWTZCaMSIm2+++ZYUiVIU5YknJowf/yil9NZbb0sFf6Z+KIqyaNGSE5tlybIMwDRN0zQwTTOZPJmmUCCKgs/nDQYLT+ZJIYRCoYjf75MkyTTNU6naGGOJRKJE9FaVDAcul1ZzthVFURBiDuWrTluPMwS1bWp73MCDSCRMCJk8+Q2ey8fTo1MYPXo0V3jNmzcfMmTI4MGDr7nmmoyMjGK7R3jBqw4dOgwZMqR9+3Mrc2GTJk0CgN27dwFATk7rElLDtm3uy5ozZ07qRo5+t3/sBgD5739BIlUzXu6+dxIACOc0rdHwzvKQJkA3FV3gRg1ETBiU5l4YgclgbZJtNBhljN+1JErxRJydNFVLGqYoipIkOtzmWD5MDMPUT05Pn3mIJxLJpK7reiKRSCT0eDxuWZaTF+qgPmPHjh2RSLSOXnwsFnO7Xac3ng1jxBitUdqMELJtu3g4ayDgd7tdkUjUMIzqPTU3FHq9Hr/fGw5HwuFILBbXNNXv92GMT+BcPAPf7XZHItESNW9ObCh0XU9L851Kax1jTNOUqhbCKQ5BEFwurYZmKRijQMCflpbmSLNqhOPrq22sDxA6Tmu6adOmTZs2jVtZrr9+aL9+/UoIrGuvve7TTz955JHx/M+WLc+eMmWKKIrt2rXbvHnzk08+MXDgwO+++27q1KlTp06t5IUFAoGePXuuXr36n//8V4lVU6a8O3PmzNSfzZu3GDduXPENtFsuZ6alv7/gt8Hjz572tNwo8/icZ9uevY/8S1+/HQDcD1x/uh4HBfAg6K5Cng07TZZHES5V+0sA9LsFSQYdFeaTRcuyqqdEOGOGYbrdbssKOx3bj+gATAgRBGIahirLotPfAoBSatu2ZdmmYfJmygghSZIpZW63y2lv6KDeolmzZuFwtM5+1ywYDHu97miUlFdd4xTIW9uu8XYXjDGEMEJU01RZlgzDTNUFqMZTyLLMIxUtywwGdT6klNJgMKSqisfjBmA81bD4XnCs/ToVYMIYiKLgdhdlwSSTRrU8INO04vEE9/GemkcsSaJlWSepJkzTlCTRMKrfRen1eh05Vv0sw5lQ1hLwWL5IJBaPx0v0RU1h//79ixcv3rNnNwBkZmbyaPjy5oLvvffe4cOHunTpesUVR5Pi5s//0uPxXnjhhQDwwQfv79271+/39+hxXu/evY97hSNH3pZIJD76aGbpVdu2bZs9ezYh9kUX9e/Tp+z4z/i78/T3vgCAhuNvanj/0ApOFFn60+/DJ3ASnLny7VrxnQDYlP1uoS0GZbiMaAMC4AF2abZHJLZpWtXyWQmCmJmZEYmET3Hr3lpOcgRBkGXJ7XarquoEMdq2bZpmNBrTdYMn1tu2LUmSoig+n5eHejqvjYN6qE+j0Xi184dTDFmW/X7v6apB6nJpPDGyRmWIpmmUUk1TACAcjlb7jJQxpmmqy+UKhyO2bZd3L4Ig+HxejFEkErMskzHkcqmiKOq6zs24mqZqmhqLxS3LVhTZ4/EUFoYIodU+NoGAPxSKnJqZud/vrZaWd4TQvLz8kzQxlP7NGMnKynKkmcP6zmzWF0kkErxYfe25tmuuuRpjHAqFnnnm2b59+56g8LXsyCOTrRUbAEBskJ457E9a59baua2kzDRAYBeEExt26Ou2xddujS79CQCEsxt7xt0gdWtTqx5Tns02GhChJdv6MQAK0N7n6uGVIpHqUV0IgapqmqaGw2FCnOy+o8RPFCWXS/P5vNy1Vc9Zn2EY4XDUti2uLBljAsaiJPn9Pt5By4GD+gbTNMPhSF0Xm4wxl8slisKpL+vPGPP7vbFYoqYTyzVN5X0LuHGz2uW5y+WSJCEajVfsMuV+PEkSVVXBWMAYWZZlmpaqqlwXU8oMw1BVjRehSST0mvDBMgaKIrndrlNA/DBGACw7O7tajpZI6CcWUM0Y83hcvHxg8eHMy8srkb7koFrghEjVOh5+KrteVhKBQGD37t2jRt11wpQPAJAk+l+731q7NXzPX+1DwdzXZlQkqe+8ynXbFbXw8WSLKEuE7xOsgB6TFIsABIC9iWTfTK8kGZZVDVUEGINkMul2u0VRYAycsi7FiB+xLMuyLFEU63kQI0LIsiwolnaKEKJH6kI5NW8c1FvWJ4oiIWZd/7p1Xfd43KemskvxibiiyAA1rnQoZaIoxmJxXTdqgEExl0sTRSEUihzXPsjXWpZtWTbGKDMzMxyOUkoNw5QkkVJKCEUIpYpm1QRB5bTHMExNU1VVqdEYH8aYLCs+X7WFUAaDBbKsnEA/DJdL83g8pQfToXw1JVUcX18tASGEEBqJROLxGMbCGTxXY6aV/O9Se9dBsvew/esO4GnQCAlnNxKaNxLbNtduvASJtXQqzwAQQJLBLzo7TEsSdIzx5Y0Dfkai0Wh16EuGkOD2uFRFyc8vcL6RlLqilPIYG6erIaU0FArrul5cktu27Xa7vV6vqsq10IrkwEFNY+PGjZmZ2WfG9AYhlJbm13Vd15OnRtzxnuPhcLRG8/p4KRFJkqPRKGPVT6JEUfT7vcFgqOqvAcrOzigoKOQFsUon+J2C8ff5vJFIlKdq19ApMjLSxeqbaHEjYzAYtO0qzHwEAQsCTk9Pd0TWKYPj66t1M1rGTsMsjdnE3rjT/HEzHMNVENJkqVOO1DmnOsWNLGk3XFJXFTAAAKgIzneh9Um23Wa4WFQCofTXUPyyxumWZVZHQjZijCaThtfrVVW1rueoVKO6QgjZNtETuqKqoiDUZ+JnWZZhGCUmBwghxtARG4UDB/UOyWTyjLFoM8aCwcJAIO2UNaLQNDWZNCzLqlHRKgiCz+fLzy+oIUolijiZNE6IODEAwBiRIos0OvVP3DAMv98bCkVq7BErYrXa1rleTk9Pj0SilWyGgRAEAmnlFadw4LC+M5/vcdJ36mew5FCw8PoJkCw/GEZTMpf8q54/IIyxoqgYI11PEmJThM6R4TCBCAUBHeWEB3XzYNzIUDXTtKpFa9q2bZk2FjBCjmf+6LNgjNmE2pYlCgKltB6WdSGEYIzj8QSltHQkJ2O28544qLc4mWL0tRAIoXg8kZ4eCIXCNdqRhTFACCRJDIejNcp2GGMej5unrNfQiQihLpccjydO4Np48+TTarYwVFVRFLl4WdFqHHyer1gzqplmZqZblh2Px22bVDBvSU8POJTPYX31nfid4lm9vWV37B8f2z//xv/MvGWgmO6TGmYIPo9VECIFYX3LrvD8FaAb+b3vVAb28Tw8DClSfXsuCCFZlt1ulyBIooh5u3AA5gLUTbBWxCybHdUPJqHrQrEBDdIEQSCEnPwTxQhZliGJooFxBSXI6uHHQogdiUQJIZIkiaJYr/qSU0oBQSwWL+3oO/LS4hNIsXDg4MxAdnaDWCx+Jt2RaZqRSNTjcYdC4ZrUAszn8xmGVdO3o6oKACSTNdiR3DQtSqksy6ZZZeJECMH4NKvaUCiSluavCdaHMY7FYjUUV8kNLqIoaprKS+CYpkEps23CDZRwpFaQM5lxWJ+DUwpj+bro+Mn8d5Pn78m8udzqKbsffK3wk0XGFysAY+//jahvAyVLckZGekFB0LIsl0vzer3c12QYZqYVbiWyjSakmqkjgN1x41DSPsvvP5yXz2NFTpLeJJMGL6LtSMnieotSallWLBZDCKuqKsuKokj1gfhxxaknkolEosw6crznp/O2OKiHIIRQyk7Aw1M7v3VRFBkrcsERQmzb9vm8sVi8hizEkiRJklTTJUMFAdc8fQWEUCQSc7tdhlHlUjE8kgKK9eg7PZM0w/B63dFoNdsv0tL8vFpPzatpxDteRCKRgwcP5OTkUEoty5YkkcORV6cewlNPPeWMQm0At4Ikk0nuz6lpQWMsWRt78QMwLM8fOud88rL3gi4VyYg/ne/u1cHaf1hftMbeeVDu27HWVlupGUUoCoIQi8UYY5Zl63oykdB1XY/H45QxP4IEw1F6NL0PASKM5vjchNi2fbLROPxNUBRZ13XnMykxMowxXm+AEJtSxhgTBOFMJX6UUi4lbNuOx+O6rluWWSa7Y4yJoqQoiuQ0sndQz2CaZmFh6Mz43v1+v8/ndbk0TVMVRZZliVKKEI90qP7qmjzqktuSapDIMubxeHTdME2rpuc5vBhp1RuII8bA63VrmgKAeMzOaeF+tm17PB7uJavG+YzHc6qroCmKkpWVJQiCKIqKIoui6PTaPV1w5gS1CEeMdzX+NdJIPPrYW3zinDPzhcrs4u3b2d21za/nDDEXrdFbNnLdPqhe8QvTNDnHSNGMo58QRt1UWBpnCUi5+9i+hJFvmF5VTSaTJ2+TZcAwxk5xjjKJnyAItm0zhrmtRJalM7KXAyHEJoQSYhiGYViEEEIshHCZupu/ck4SqIP6BkqNWhXYiRDmaU2Vd80xxjDGiiK53e4U2RAEJAiYN6qJRuNVpzGVPC/CGNXEwYtDliWEIJms8XqkGGOXSxUEXPWnBoZhFBSYsiwLguD1enmPPsuyDcOo6tHiJH+P/iMFe7f+gw0GYxSD2ELrhZHUSOmYLrWo+KGEw2GPxxMOW9X1lDVNc8JAHNbnoLbwvlNzmtizUwHA3btj609fqoIMdalnT3/292FPJv7zpfLn3sJZWfWEWfB4zgoEpYjgbBnWGwCoiJZZFL4/HP7zWemSJJ1kXD5jjFHefg0cWV0mBEGglJqmhTHmfbrOJDsipZQQMAzdMEzbtimltk0IsSsmtwgBQg7tc1CPUFhYSCmcfHhFtUBVFZ+vKHOJl2SMxSrlQ5MkKRBIY4yWjn9DCImiiJCIUI30IZRlxbLsmrYtpqX5g8HQyRAPTqH5+JTviGMej9s0zVgscQLnQggxBqmiqdyk6PN5AViVFPrayEc7EksAAfDa7Igb49jm+FcAsDH2eYbcakD6IxVchm0T27ZdLjWRqJ4i3tu3/9apUydHXDisz0F9AY3Ezf/9AgBnvz8xtTD3tekVtE3vsu9L/sPXr1vGiCsKPviycMjjmaveqRecDwHGxwm4pQDNRLTLgOgRhYmA5Zp0f8Js6vPm5wdPMgfDabd9fJMExpRSQohhmKqqnjGsjzcnjMVilmWZpgGAbNvGGB83I4IxQMgJoXFQj6CqajgcPe2XIcuy1+vm32lq7q5pGiFkx44drVufo+s6j9nj8SO8DJUkiYoiS5KUSCQEAQPg8mgAQjXVOZ27xWpUz8iyTAg9mQhSxpjX6+HF0vjQcf1IKdX1ZCoSUtNclJKT73CY2p1Td97TojLHzDU2rQq/Y5IEIHS297xsV6vmvm7pSlMBS8Hk3n2xDQaJ/XR4doG545PcUd18N7Ry/bG8C0gk9PT0NN5B/iTHX9PUdu3aObLCYX0OagO7SMmRmg3kMxb+CAC+y84X3Fpqoa//eWJG2sFJ0xo9fFNqob7p9/jaLZnDLy++e9MX7in4cD5QZny/Xunb8cx+KDzYRhDEiqPqEYCIUSeVrTKOumsxJVujeitvuiRJJ1BD7FhKI6SmCM6XUgEsyxIEkc+36jrxY4wRQihj8VjcNE3btglhCLGqZMA7b4uD+gJKaTR6+jOfRREHAn6EkCSVLHbt8Xg6d+7MZ96EkGg0blmGKEoul0uSispQIYT8fn/Fp5AkoYZat56CFjiiKJimeZJGTEHAoVC4xPTJ43FnZATy84OUUp/PI0lSYWF1VothjEmSlEjolTkmYdbywr8jgJy0Ppe3HF9ibabWIlNrAQC9Gg79evfftoWWr43MyE1u7Js+urznEg6H3W7PSda/4e5KJ6HOYX0OatE87xS4c8iuXEDo7PeeKL7Q1eUcV5dzDr/5afFKnuGvVtoF4dK1PRs+cEPuazPs9TvOeNYnCIIsS6qqBIPBiokfA2ggoSybHiJHn+GBuHEwafg0jddeO2F5LQoCgqIENuczKZ8bY97OwTStuh7kySmfaZqJRMI0bUptSlkVE1Qcz7CDegRCCKWnWTxqmmoYx3cu8UDNQMD//+xdd5xU1fU/9/U3fWd2lyYd6QpiQEARBKMQjRHEWFHR2KK/JPZYYteIippgSYAENDZAUVAQEwErYEEEQXpHyrbp89otvz/u7rAsu8v2XeB99cNn9s2d1++593vPOd/D1/JqOy7IstxIK4CU0sZOiuYhi/XZg6ZpXMmmwn1LJlOGYQaDfsbAcZxksiEVfRhjiiIjVKOkx33W2i+jUwDQL1qNH9z68uobn9vxtnbePp///K+f7dU/pRb29v2q0pvmOARjrChyfdx9siwfn7VtXRwyU3JvQUsCAhAaOy7L+miFf/gplQ+ciTRJGyXvLtl0we3m9r3JL3+oNNpD6dgGAMiOfccw/eYm0u/3BwKBWCzuOPiIoywG6CgfMhgTgBUHEiCJ9VzapIwyoG73qNnMj1FKjupoWMaY4ziZTCaVStu2TSlhDNyh2oWLajp+s0sc67qGsZOfn1+L6Zcg1MFSCYLQSNzMcbAoio0aUWJZts/nqY8183p1wzAqK1eDCCHRaDwWizd43Q6EUCgUTKXSR3xeCWffl9EXAcG4ro8NaXNFpe0r3OG+uedcfOJfAWBt6v0fku9UdQLpdMbj8dRnZEsm426xBBfuTKLFED6EAJggIJ7G1YhzymTGO6BnpV8FRg/+scd4//AB3ec/l/p8VdHMD0O/HnZ4M7VbewCwv1xzDD8LSZKCwYAsS0VFxTWX7coTkVbeKjNWhFnUofUU0OeS/Xyt0e0p1T84TpkcxzlKo2G5ly+dyWQypmVZtu0AQJ3UCBhj0IB63y5ctOSOL4rNOZ3VNDUYDEQikaaYtNWJK9bkHnLfY6NGhmOMbdvhJdrrYBv9fh8hpJqqFagMjTGyMHZkc/px8UMM6Kj2t57g71tVm9c33IrpIZqceZ4ut/Z7BwA2Z/5r0mQ1nNnv99dtaJMkIS8vz7UVLlzW12KehCBIkiRJoqIoUKZMVVVLUZQURVYURVHkBjyHdg/dkDN+ZMHL7wDA/hdndXz5npwLzqxkhOvSDgCglnEahfam9ZkFFf7fanwWxz+3qDk3AKiqEgwGHAfHYvFazZsFBG0lwPTgkyOE7DGxrmn1GYcIKfX2uHl91UMURULo0c52TNOyLBtjB8p06upqUpAguMsELo6L0bNpqk5XQQkgnU415RFrQj/qPNbIcuPeyUQieXjS4xHHZVEUQ6EgpbS8YA/nqByN/YLxUbh6/GyuZgB+Oa93eFRVbf636+8UyCs//vbn1E+HTh6k7qFhwGCHsbxq1meJoqBpWh1Yq88X0HXdtRUuXG9vy5qzSpKkqoAQOA6XaMc8nIPreaiqwisvi6IoiiInpiNxUQAAIABJREFUEiUl0UoDHuryNgR9npO62bsPAADLWJVSPgAQPLVbqIvh3Z/FJ1OoMh49R+w8InRH81M+YIIgyLKck5MTjycsy+IqYbVjzhJsP2QVj+3O2ANCQUnMOPXIymOMSZLkCrocEZQSQqjjOFr9mHZzLTo4Ds5kMpRgQkg94rgQLzDlZve5OF6mMpIky7LjOE1/aEVR8/ObzouCEGIMNdKebdvRdTWZbNwMScdx/H5fIpGsiYnmmmrBoD+VOliokDEIBn1Z/mNZVjKZrsN4XfO5WTUOxixKnG0IoHdkVDVtNkQ/veXkOe9tfXDu1vtv6vu2LB6cTeV7umyOfRF39lRzK4qLo+FwqLbVDhESVNWNFXIB4Pr6WtbDEARVVTVNUcugez2c5oVC/vz83FAoqKoqIdQ0rXg8EYvF0+m0x6M3VJT/gZfn/PzQ1MDZgwAg9Otha0+dkF614fBm9t4ibkiOuMM4/vmb5L+WxidRwCKS++f++rRWl/2y/R9Hd7xjWNtrB7b6bTtvHwCIku3vFd+6Lj2vmVm3IAYC/kDAH4/HTdMsC3epHYIiai0dDNxHAEnH2W86dagVe8g9t21Zluu5k+Nk6YQQh1LaBAvAjUBZqWVZnLjWp1MjBK7oq4vjDX6/r7HzIyqFz+dpyvk0IURRGmu93nEcVVUbO4vYNC1ZlmoYqcQLGFaoTR8I+AihRUUlJSWxWCxhWbbX6/H5fI309AVBqIl/lQcutfJ0r6ZN99CwD7Y/MbbrY71yzvrn2it+Tq3LftU3MpohtMtcUf2ZWJbt99fuSr1ezaV8LjhcX1/LgizLkiTJskIpI4QwRnkFakpZKpU2TZPXJYOyWETHkTRNU1XVNM2aWgFZqqrl/mffOHn7vNgHX6zpOb7vmresHXsLXnqn8/QHKjTDRTEAEDq0OuKhlsT/yj90Dgw6v/O9VTV7bf3v4/a+Teb/Npn/uzD896avM4YQkiQ5GAxQSmOxeDXhtUfuUQi6KEIBptnf24TuM+0esozsuiebEUKQG61XAzDGEBIchzgOPuoyIRljhpGxbadBaky5ZR5dHFdQFDkUCsZiiSY+biwWa8qMKUmSdF2rYQmB2oJSapqWqiqZjNl4loMHavr93iMWV2AMNE1NJJLci8sNmqZpkiRFozG+qyyT9Pt9klQjp1xtIYqoJkP3PmstAGrr7VlNm3a+Pkv3vPLSmot+0+Wh9dGl+9Ib2vn6lL7Aoi4Aoke67YZh5uaGHcepYb14URTrEBTq4liF6zpoceBSIpIkSpIqy7JpmolEoqSkxDQNxhjGmGt78CmdbdumaYZCQR4oXxPDJLTLLfrX/MotLKUbf3nLnvtepilj/dDrrC2VRxokP10JAPIp1S1oFTqb3y/+AwDkqCdc1O3JaigfAFzV6+Uz2kz0y3kA8GViSuMlLVR+QwRB9+iBoN+yzFgshjGuz3ohBQgLLEc4RHNzj0HwYcpdteUDtmXzjAvXgVN992GMUUooJUfLjeKFPQghmUwGY1J/NQLGGDBoDFUDFy5aNvFTAGgw6G+yI0YiOU0vkpFIJBrPHZdOp2VZblRNF4QQxhhj7PFoR2oJtm37/T7+fyDgDwYDkiTGYvHDzXs6nfF49MYw+xjXKPCHIQYIJKHiRX1zYI5DTABYW/y/5fveOKPtRI8U+nD7k6e3ufoXrS465HXSOhzxMIyxkpKYqqo1vFJRFJol8tlFy4Tr62updFwQeOUxwzAdx2YMKGVVWU/btr1eDyG4Jqtc2tkDM9M/SH+/oRIlT0yyTM/ZX1zVHjjrE1vlVHOUFcl/MqBtPL3Gn/hkTa73lPwL2nh7ztlyTxHevDj+1Nmh+5rmPsuS5PV5VVWNxeIOxg2iAiIh1FqGIqs0qQoBpBxMkCKJIiZ1LFXEl2A1VTUbqUDvMcT6MMayrGCMW/gCJx+zGQCjzHbsTCbDZ0L1n88hhMClfC6Oy3GzdevWAKCqanFxMSGNu+4jilJthUkaBLm5uYlEKpPJNPieEUJ8piFJEiGk8S4BIZROG3l5Ectyqh92LcvmJVi53gE3m5UuaRFCEBIaQ/bMcRy/35tM1sCqA6BDs6kX7Xxuc+yLb/fP+mWHPy3d8/KgVpecknfBKXkXEOqIQsWXR0ByzZ4RxRj7/b5UKn3EUcbv9zXLW+qihRpJ9xa0WIgil41ihFRXWJMxxkWxPB5PTXKBxB4dAGDLxX8uv3H/c2/8cMJ5hzeOL1peYXvyy9XplRsAQBnev6rz+Tz+AmamgKSz2t9c1WlkcLzCltbe7hd1e0JEUpLs3WIsbQJ6oGlaIBgAgOLiEsuyaAMNchigtQgSHKTpKccxAYmiWJ/BiBKKRMGtt1OTJ0sIJoS0KCVPSinvztkK7NxRn0wmY/F4IpGwLBtj0lBL+C7lc3Gc0z9RFH0+b6MexefzNMvVYYwzmXTj2U/Lsnw+T2PHSlBK4/GE13uEA3FT5jhOtoxNVcaNq9E0hruPUmpZtq5rRzhVEAAA04OlnrbElm+OfQEAFMjHuyYPaX3lL1qNL52JCZUwsaj1M9Ts5A3DZIwGAkco5MArs7sGwUUW7gyy5YIxRhkFOHJmDsY4FosHAn5N0zIZg08oERJ4ak+Fn6vD+plD+jrL126/6a+d/1EaeNn69ita337FEU8p+cWqrZc9AADBGfdJvH7DYdhtfVOMt/jk3Gt6Ta3qzIvNXQt3TJIFbXTHO0Nqm+z2tt7eZ7f/48e7Jm8xF3fTz2q8UU2WJZ/PzxhNJBIYN3AoIALwitBdEX+yS8NCEBJSDHRKBaHuAhu2Y+tEF0WxnjGoxwPrY4w5DqGEMrGpE9tYGXgKbvZPQiilxLJtxhglhBDKI1EBgEd18qlqw90Dl/i5OK4RDocBQFHk4uJYpV2BdzdKKS9wUmk0zRHHkaa/LkppLJZoVHleXhdOlmWMG1HMEyFkmhbXq3McXL29qqE1wxj7/cEjesDqgGQylZMTRAhlMhk+/B5+Sh21QTvNFQXG1myq3s7k9+UbLN//+km5o6uqLWkT06EGq9mTZYyl0xld1/PyIiUlsaqoXSDg48XAXLgotXvuLWixIIRQTGqyTMMT/OLxeDyR9Hj03NxIXl6uqiq8BuDhDMH7fxcBQPzDLzeef1utTmnbtY8BgHbJKLlXp6ra7LZXAkDv8KiqzHTc2v/mxj+2951caGxbtOOZCt92zzkDAAwa+ynzYaO88YKgqEo4HLZtK5FIZiNGGnxE66SAWnYHEIIMppIk1mcijhCybTsUCrpd44iPmDvWMMFNdlBaBkIIIcRxnGQylUymEolEPJ4oKYknEol0OmNbtmWalmXxwGzHwVyuUxCEBkzUYYwCCG5enwsXkiSpqhQKBXmtI4QEWZaCQX9ubjg3NyzLYigUCAYDwWAgJydY2y5/4MCB5mB9jb7kxxhLpZJ1q6Ve20EtkzGCwUADWr/GM3qxWEIQhFAoGAoF/H6v16tXkCHVhABjbE/qx+wWh1bMyPihcH6Vc6fUD4xBntyt5teayRiJRNLv92qaJkkiQlBevFoQhB07drpGwIXL+o4OIIQwoQixGmq4Ow52bLuoqKi4uMQwDI9HD4dzfD6v1+sVRbG8MKbUpZ3nDxcDgPHDpt13/71GOy8o2XL5A8ywxK7ttPOHVtMyincAQHvfyVU1KDZ3AUCe3uW63jMEJM3Z/OeoeUih9rPb/x8AbDM+bYwZgM/n9fv9sXginc40Xt4CBdAQiwilGfECQAoTVVXqKejiOA5jzNXjquFDqI8Wa1WPoDyv4yostuOYpmkYRjqdTiQSiUQiHk8mEolMJp3JpC3LtiwLY5u3sW2HEMrnbbw+Z2OoMiCEAKhL+Vy4EAQhHA5rmpqbG87Li+Tlhf1+n67rvOvl5ORwEWxVVWureKHrnjZt2jTHNTV6/AJCyDAsUWwKA8K1KD2ehiogjhpvWGeMJZPpaDSeTKYMw3IcEggEPJ6DYZ9BqR0gtCV2sPRCRG1ffg+K4D2t9WVV7X9Pcg0gyFd71upJ2baTTKYFAQKBQG5uJBDwy7JcdkpChw7tXSPgojzEhx9+2L0LLROM0UzGxJjU1sJjjDEmluVkMoYsy4GAX1FUxghPAubGSzm5Kyiy8+1648et+597Mzh6qJxXpTrLgX+8u+2KB+2d+1EkEH73SSFS5ZqoSRIbzUUAMKr9rVWNTDlaO8bYV/tmdg+dcVLu6C/2zigwtvSJnJ1tkKd3/ubALAq4qzZCRA2ThYwQUhQlJyfEGIuWRHEjS1ohAAaIMtiDQUQAgDQB9crxp9P1yr8nBHP9AE7/3D5SzfAMgERRkGVFEBrA5cUJJPfmOQ7miXmmaRqGaZlWJmOapmXbmItxOo5t25hSijHhUxDERQaEUv9bY0/a+OXXMNHXhYvjAdmuV2mnoJQmEsmaG1WEUE6Ov7n6VyZjNLb95zdKFMUjxl7WH7Ztezwey7LqbfdA1xVCaP2L31R9W7iYSmmetmEYmqbJskwIphSCcrsd5hcJez8CgQd5tvZ0R0gQBTlHPaFf3vm/6nR3VSd2ILN56e5/MqAD/JdrYu1EaPlYk8kYpmkJAlIU2ev1SJKoqoqu627fd1Eebl5fy522UsoAKGO0tvXreF4TYwQAksmUYRiKoui6ByGEscOdDwDguWq0kB8yZi4kO/ZvPOdWzyk9AmedCgD+kQM9J3dLLluT+WYdSRnpb3/KrNoIAPKA7r77r67+0AYtAYCw1uFw05bNMGSMUcCK4J21+a4hra9URI8qVsy598mRlFOcpkWK0KE+41bp2oYo6rquqEomY2QymabhSwwgLIFiAwVAwAzKmCDUs3A2QkI6nQ6Hwy7jq8miCca40tTW6vsdY4wwJgkCr5BS5tujjHEWRxkjlDJAQAmhhAHiMVeHHAghaNigzTrAMEyu/eM6/Vy4qB4lJfFa1XmTJKnp68pmxzVBEBpVYJPDsuycnKBl2Y06YnLrZFlWIOCLx5P1MVayLCqKEoslGt8XCtm8ymQy5fHooVCwuDiqqdo1Pae/vHb8iv1vdg78Is/TRRTk01pfWpN9zt58NwM4K+fuoNy2bveQL+sbhslHIlEUwuEct2u7cFnf0UT8GKu/8WLc9ce5n8ej5+SEMhnDNE3HcfQxQ7TRg1NPvW6+/3lm1UbO7vY/9+bhe/Hedol+yaiaUB0A6B4advhXi3e/NLL9zQISl+97Y2Xh3PM63VuQ2bJ8/+u6FLygy18qNG7j7bU59mV9SgZlvSuCIPj9PkVRSkqitm03pZ6VjqC1BHscEIHZgAhDqqIY9S69gLHj83mSyZTr7jvSwgdzHOeIqqelFRQYK/PmMUKwxRh2HNvGALzsuwPAKKXZPfPW3IMgCEKjiivUAZRS0zR1XW8WwQkXLo4iHDhwoLZDra5rzbimoyhKE1Rg47nHapOUC7Is2+/3ybKBcV3YLGNMUWSPR08kkk3/ONLpDCE0HM7hlfRO1EduMZYu3Pn0+Z3ui+hHXrYm1Jm37RHGWGulT57arf7nw0mgKEqGYfh8PreDu3BZ39ExceXzyAaZ2TNGAZBlWY7jZDKGruvBYIAQkskYjmP7753gvfUi4+3/MYc436xntgOMAUJCwCuf2gMA9KtGI6UWkZYOMQ75k1qf7vnnhujSDI628fZcV/Lfczvc3jkwsEtw0Mm5v9KlQKV2sD5sWZIkXdd1XSOEUMosy04kEo0m3FIlBIQ6SGyvA4BQxnZiNtZEgd/bOu+TEGIYJqfujSqwdrSzPh70YlmWquqCcIi7L5ueJ5Q69ChjzHEwF0dljGFMGCOMAaUUAHGlzSzf47M9QRBAEFr25eN4PO73+yRJckM9XbioCoFAIB6vBVuglO3fv69Lly7N1bsVRU6nm+JAiUQqGPQ3AeujlCaTKU1Tk8l0HTx1iqKEQoGSklgTSN1UeqNM07RtW1FkSukpwUu3GEvj1v43N/3xnPa39QifWc1v9yTXzt36AN/LkNCNDTb3EASvV1dV1e3dLlzWd7RMW4FSAkAbaG8oa1u5fiAA+HzecDiHEJJOZzKC4L9xHCEYbh5bP6qKAGBdyf+Gtp2Q3fhj0UcboksBYGfy+53J70eccFP3nFJnoEcOVbqfnclVZdS31hBF0ev16JpWEo1xmtfgqh415Z8AOQJ4BDAYYMZilt1aEARRrKe/0bZtQoiqKs11XUcFOM+xLAdjR5JEztZ4R+Ahm/w2ckUWAGAMGOOvCgFAnBlm3cUV+lHLJ70IIe6fTKeFQMDPr8V9K1y4qHS0rc18GoXDIUVp1YwnHItFWVOVpOHVZ5pAPyaTMWorowoAXN5M05RoNIYxbi4TzdcETdPiJ3Bx639+FX3lZ2vVx7ue35H8ro2318m5Yyr8ZEfi+x2Jb9cUfQSAcuWuIyN3N+wpuQUbXLis72hCaV5f4wg/cOOYSCbT6YymaZqm6rpm27Zp2rZtlVf+rS08YgQATJIsP07sSa0t32Z7/JuTIudWvx/CbADwCrl1ML6SJGmaFo3FueRJ887UZQQeAdIEEKCNiUy7iE8QBEpJfQICGWOxeMLv82YyRq1++OSTT/bs2XPcuHGlbPzHH5ctW9a/f//TTjvtmOxEGGPGIJGIIySIosDT7g3DtCyTUooxVzYq9elxWsjffK66crTTJJ78Y9t2KpXicT4u8XPhohIrLSs1XxbhelrNe8KhUCgajTcZo2maCY+qqrVdD2WM6boWCPgLC4ubfayHQ5cFT8+5aT9b+fmBqRujn2+Kfv7ZnqmyqPXOOVuTA+uKPk46RYAQAgYAvXyjT/KNbdgzCQb9bjq3C5f1HV2sDwEwRhtFfr1UVYUyTHE6nTZNUxAEr9ebkxNkjMXjSYydrGhhrU5AFXwSqBisDdFPe4VLy6yn7MLybXYmv5/x0/UTe0+raidLdr8CABLSFcFTh6sLBPymaWHc1JQPYzxp0lPLli0zTXPo0NP/9Kc/RSIRQCgi0P0YyQgOmDYTEca4nuMoY4xiwjMZLMvmGzds2DBz5sytW7eUlJT069fv3nvvjURyy89jnn/+ucWLP+natWt2y5o1a2bPnqVp2rHK+kRRZIwahinLMqVcP1NyHNu2HYyJICDHcfgE7qjz5tWwm/OMRFEU0umMz+dtCRMjFy5aICKRcDqdsu0jx8wTQjAmzZsuq6qqpqmmaTXI3ios8jaLiRAEIRQKxGLxWh3d49EVRS4sLKaUtTTDxhi0EQZe1rXv2oLF+82fCp3NNjFXF38IjMsVoKDY9gRtQGuld0Tp2uAD36ZNm0466SS3X7twWd9RxPooIZRS1NgTNcYYj3CzbVtWZFVRdF0VBA/G2LJMx8E88anmO2yt9N1jr9ybWpdlfW19fYqtXdkGJ/hOHtv1kap+nnHiG6OfAsBJnnF1uBxZlhVFiccThDR1vbKCgoIlS5bwz8uWfbVs2Vd9+vT9+9//7kGAEDBGiSgV2VQTBC75WJ9jEUps2/b6fI4T40/n66+//vbbb/i3q1evvvTSSzt27PTcc8+FQiEASCaTlmXdf/8DI0eOPK76EQ+8wZi/40hRMX+lARgAavY1+8Y3I4wxZlkWIQwhpOvaMX/JLlzUYZYsiiLGajAY5FJn1eh5Ukrj8bgoCjk5zSmQKMty/VkfQsjr9QiCwAWtyhtMnhfNZZCb4HIURTYMs+YVFxACv99n25gnZDb2UG/b9pgx52KMP/vsi1oNPYLtO739FdFovLbxU9FodNmyryRJ6tSpU48ePWv1W0kSe/Y8+JN+/fqZprlx40a3p7sAt0p7C56tAmOsiQOybMtOpzPRaDSZTBGCg8FgOJzj9/tkWa55kbGIfCIA/BRdkt1yZrvrPFIOAAggntbqsmooHwCsLV6Ema0iXydtSK3fZkFQFNk0zWaM77/qqqsXL17y4IMPAcC6dWunT5+eIyEFWNGuHavmzZk9620zk+I0bOnSJbNnz/r888/K/xxjvHbt2tmzZy1duvTAgQPZ7V9//fXs2bOWLFkSj8f5bN60LE1VK0zix427aPHixS+88DcA2Llzx2OPPcq3+/3+s8/+ZUlJ8c6dOyuccDwee/bZZ/nnDRs2fPzxx3PmzNm+ffshJJOQtWvXvvfe3DVr1lT4+fbt22fPnvX111+3XBtXViUPBJQtXnT8xDoKgkAIxdg2TcswLHDhwkVl8Hq9oij6fN5QKOj1eqqZpmNMml0aUZal+o9xiiJLkpRIJJPJZDKZSiZTiUSSK1LquhYO5+Tl5TbBOhFjTFWVdDpTqxI7CAmGUXmOw86dO4YPHzZ8+LC9e/eW337bbX8aPnzYjBn/rn7nTz89afjwYf/5z2sVhuY6XJrjYMuyvV5Prcjz/fffe+GFFzz99KQnn3zihhuuHzHizIKCAzWfOgaDgfJPrQnEeFwcRXB9fS2Y9yFoyjIDULY6BQCWZdo2SqczqqrKshIIBICBaZuWZWEHZ8UMK7XRndShe6xvivG2aWuvvqrXK6roEZB4XZ9/O9QSQBCF6oYQA8dXFc4HgG7aqDqcP2NMkuRomYhLM2L48OF5eXmFhYUrV3535TUTnx83mhICAJ8BrFr88XPPPX/RReOyBZd0XX/hhb9169Zt3bp1jz76SFFRUXY/Tzzx5ODBg//xj3/MmTM7+4zuvfe+UaNGEUx4pSCMsSRJPOJI09RwOHzKKf3HjRs3d+7c9evXA8DevXsffPAvnMi98sorgwcPfuKJJwGAl22cN29ebm4uAJx33q/KDw9Dhgx57LHHEUIFBQWPPPLwhg0b+PZ+/fo999zzALB+/foHH/xLSUkJ3/7KK//o3r17i+5RDBilLa3EQhNAFEWe4AfARBFxf7hrYV24qHQQlGXZsqycnJBt27z6WWXEDzej2zyZTNYn/f7g/E+STNOsMJRzyTfLshBCkiTyUPFGpXyiKHIBrdr8Cggh3LIdfnp79vzMP1x++aULFnzk9XoBYMOGDd9/vxIAbNuuzwln06RriHQ6HQgEZFmxbbsmd/KBB+778ssv/X7/sGFn5ufn79+/b9OmTXl5+TVm8pqbv+2iGrgvRwvmfM36gHhSn2EYqVQyFoslUglVUfJyc3NzI4qiCIJQVRk0AQlnBm8HAJMklu97PbtdFtTqKR9ldPq6a2yaAYDunl/W4Y5JkpQV1m9e/Pvf/yosLASAiROvlRFwyvfH9/5727uLnnn+b7Ikz5z56sKFHy1evGTkyJGGYXz11VcA8Ic//F9RUdE99/x50aKPs08BAK6++ur335+3ePGSyy67jDHGGSAvRqcoSm5uhPtj+XiGkDBnzpy5c+cCwAUXXAAAEyZcuX379gce+MuHHy7o1KnTihUrZs+e/cEH899443UAGD/+4lmzZvPBHgA+/HDBvHnzAWD58uWcFl5zzdUbNmy4+eabP/poUa9evVavXv3IIw8DwFtvvVlSUjJ27NjFi5e8//68Fk75AKBZRL1bEvHDlmVnMoZlWU1Q4tmFi6MXPp9P09RAwB8OhyudqTdv1Rxd15PJBijdIEmiYZiHX2A2tKcsyLNxpzqBgK+25QcRQjy7stKnE4tFswPoBx/M559vvPF6/mHbtm3ZlvPnz+dewT//+Z4KO5k+fdrw4cN+9avR5TcOHz5s9uxZAHDXXXfyH5599siff/4ZAHbt2sm38Dv20EMPDh/OtcrRpEmThg4dPHPmDMbYmDHn8ma///1Nhy/rr1mz+osvvgCASZOeueeeP0+ceO29994/Y8ar/DInTXqK/3b48GEPP/xg9ldPPfXX7PannnqCbzz77LN79OjRo0ePCofYu3dvjzK8/fbbfOPSpUtPOeWU7PaHH37YNQIu63PR1KSLMUCo+eepvLIZdnAsFi8piZqm7ff7ONPQdZ2XAjvc8g7x3wwAPxZ/tHTPP0rMPUc8ytbYine2/BkAQmL783Im1W1eGwoFTdNs3hnta6+9OmrUyDfeeAMATj311EGDBmVvjSCISFZ2ixpfS37//fdeffXVdFndpc2bNwNAXl7eOeecU2EVWdf1zz779NVXX/X5/AAQi8UB4JVXXj799KF9+/bt27dvUVGxYZgA8M477/Tv3+/FF18EgB49elx55YT1638CgEgkctZZZ+m6zt1006ZN7dq1Gw/993g8FY7l8/lOPvlkANi6dWthYaFlWV6vd/z4ixVFefHFlzghxBivXLkSAH7720sAwO/3t/w+RSlhjLaEPtVcxI8xapqWYRimadVzwduFi+MBiURMECpZ36wm8a8JYNtOg1Tg5F4+SZK4PIwkNUNVT0FA3OVYB3uuaVqlX8ViMQDo1q0bAKxatQoAvvrqSwDgUS0lJcW82YwZ/548+Rmv1xsOh5cvX3beeWMKCwsq3eE335TmzEcikXbt2gFA27ZtI5FIXl6e4ziXX37psmXLOnToyJfCd+/eDQAbN24AgNWrfwCAhQsXAMAZZ5zOBcbz8/O9Xu+6desuuOD8VCpV/kB//euTANClS9c+ffocfhqBQCAUCuXn54uiuHTp0ttvv41v/+ijhfzcgsHgwIEDAeCWW27ZvXu3pmnB4CHFMPbt2/frX/+a3wpBEB555JHXX38dANatW5fJZCRJat26tSiKb7311qJFi9zuf0zCjfBsoZQPoPT/FqK5l5WFsG07nQZZlj0ePRQKAbBMxshkMrw+WDZIo7XSZ2zkxfeKb11b/PHa4o+v6TXVr+RVtfMvfv73D0Uf8M/DgrdJqNbhZ4IgeDwex8HcPdWM8Hq9Xq9v5MiRV155Jc8iK/8AKWM70k7Jxu/v/NMfK/yQD3uHh94RQs45pxLPp8/nz89vdeg7A7ru8fv9AwaccsMNN3Tq3DmZSK5btw4Asi35GMAY692799Chp2fjNiuAV3ctLi7mjtMKLNRxHIwxP2E+jh49Peu4NiyCIGCMMUbJdDro97lF/Fy4qB45OTmJRIqQip54LqnoAAAgAElEQVSo5h2X6390hBAvVxMKBXjwDh9BEolUVclyjQRFUWzbprTWUx1CqKap8XilrNgGgDPOGLZz584VK5YDwHfffQcAZ501cs6c2dkcipkzZwDAnDnver3eG264fuPGDR9++OHEidfyb3/3u+snTLiKj3f3338v3zh37vv8w2233X7bbbcDwMsvvzhr1qyNGzcMHTp0zJhfffDB/E8/Xdq+fft9+/YBwLZt2/v1659IJACgZ89ekUjO/Pkf8oXp8ePHFRYWrlmzeujQ07NnzhMRhw8fXukl33zz72+++fcAkMlkxow5d+XK7wzDyCarz537vqKogYAXAD755BMAmD59+sCBA8u7+0aMGAEA//znP0eMGBGNRgcPHvzkk09eeeWV/NtOnTotWLBgy5Yt55133qpVq0aPHu1aAJf1uWg6UNoSS3Dzc3IcHIsl0umMJImKogQCAUCAMbZNy3ZsHkrHGBvq//3XyWkEnJnrbwgqrXvkDJcEtUdouFcObYt/W2RuTznFm2NfOtQEgDy5x6m+K+tA+RBCqqpKksRta/PioovGX3311ZUyDb6wmsbkhx9+BIBx4y66+eab585995VXXgEArrO8d+/ef/3rX+WjZ7kyZ/fu3Z99drIsy2PGlBriCRMmTJgwocLRx4wZc8sttwCP6MPE5/d17twZAHbs2M6P/v3330OZlknZjL+6l6xTp04AkE6n0+m01+vloSx+v58/9EQisWXLlpYf21l+5eI4zOs7xOJLEsZEZCyZTDHGFEWpKlTbhQsXgiCYZkYQxArx4c2bGXvgwP76pG+JopDJpDnZy7rLOOmSJCE3N5xMprIFxxvbJsuynE4bdfot5YNaNfOkJ5/861133fn739+8efMmv99/7rnnzpkzm2ufLlr0EQDk5eXxrL8hQ4Zs3Lghk8kcvhNZlu+4487Jk58tv/GTTz5ZtuwrwzD279+X3cjdgJZlffTRQs5mCwsLFi/+BADOPXc0xiQajc2a9daaNWscp7SAUzYxvpx9xuVnMqNGnYUxvvrqa6699rply776+uuvCwoKdF0vqwtvZlkfAAqF/OXfCu73yyJ7rLfffjsb20kIqeBv5D5SNwvAZX0umnp6yo1ayyyxxRgFANt2HMfhiQGiKMmKpGqq7vEIAuJ58G2EPr9Rnz9gbyywN2w1l35zYBYALNt3iDSWCGov/bwO6mkeMVz70wBBQB6P7vf7otFY8+ZaVHmS5T4gAEIIDeYAwMKFC3bu3FFQcDCk5J133p0y5e+zZ8/ikZwcXbp0BYBNmzbdeecdNQ+k5COHoijdu3e/6667nnnmmV//+vxu3br9+OOP4XB4+vR/AUDXrl0A4LXXXisoKLzrrrsq3Y+u6w888Jcnn3zi4ovH9+zZc/Xq1ZqmPfPMs4IgXHfd755//rk777yje/fumUymX7/+N954YwvvVk0sj9RiJ7KEUMacRCLl83l1vVTl1L0zLlwcjtatWzsOjsXi5efB0WiJrrdtrlNq3759PJ6w7RrlwiGEFEVxHIdbP0EQPB49L6/yGA1OgUKhYHFxCcaNPu/ngjF109ymlBFCBQERUiXrGzTotNzc3HXr1nIGGAgEoCyDPRqN8gGufPtKWR8AjB49pjzr27lz52OPVSJFPmzYsH/845Uff1zz1ltv9uvXv7Cw4Msvv1i+fBkA3Hff/QBw0UXjuA8wiwqR9vn5+Xv37v3oo4V/+MMfDyXqoiAI997758NuwsFn5PGo1S8EZK9u6dKlbr8+ficA7i1omUAIARJa+CQ1a6gZYxg7RsZIJJLxeCIejwuCmJsbiUQiHo+3tdq7X2Dchbl/Gxm47wT1F+2UAe2UAScop57ivWxs5MULIpN7esbUgfIBgCAgURK9Xm88nszWK28uaJo2YsQI7hyr8ChHjBgx+MwRCAn8pp1y7q8ff+rpgN+/cuXK/fv3d+7cuX37EwAgJyfnwQcf+vjj/7777rv8t127ds3Pz1+8eEnPnj03bdq0cuXK/Pz84cPPPPzonTp1GjFiBF+lg7KFW9u2k8nkxRePnzJlSiQSWbt2badOnZ5//gUe5zlo0GlPP/1Mfn5+OJwDAGeeeSYP/wCAk08+ecSIEXl5eQBw1llnTZo0KRAIrF69umPHjlOnTjvxxBMB4Pzzz582bXooFFq1atX+/ftbPm1gjDkOdm0Ln/kxRjF2MplMs6fCunDRwoGxEwj4BAHx+XckktO2bdtmPB9RFAUBybJck3Agn89jmplIJCcUCuTkBMPh0BGdhAghURS8Xr2xi/VpmlpDZctK7TnGzhGVVEeNOpvz5IEDB4miBAC2bQHA4MFDAGD//v084JPn1fOEBU4Fsyn3UK7SD1eCefPNNwDg+utv+OyzL665ZmK22QkntM/Pz+d5E4MGDbr88st37ty5bdu27LjMKd/8+R98++13PLCTyyJkH+Ptt9/J6dnnn38OZaFVACDLUnFxIQDIsrxu3U8bN24su/CDt678reARHBUqKvEBHQDuuOOOjeXQ7GVIXDQlXF9fSx1mCGGUiqLQvFnjtQWlFIBSihKJRDqdlmVZVRVd1zF2bNsWhPanqdc2IJUVBCEUDPKSOM1+7eFw+C9/ebDSk/zLXx5MEfg0U5q7kMa43/BRH4w4M5U+ZGVx0qRJyWTyxBNP3Lp1KwB07dotP79Ur/mll16u/ujDhw+vNBmAEJJOG/37n/LBBx9IkmTbNlfy4G7kU0899a23SiM97r33vuyvLr/8ivI7GTDg1LffnnX4zrt06fLaa/85it5PQrAguktd2bksRggZRoYxqut6g+hDuHBx7IHTgHA4J5FIBQK+lhAUHQqFGGPJZCqVSlfP4lRVbdOmDScY5SlB9cjJyYnH44oi2zZu1BubStVdjDSVyng8+uEypHv3/pz9/Nvf/nbbtm18QZPnq/MZSOfOnfv06btu3dqLLhqbbTxkyBAA4CzorbfefOutNwHgs8++kCTJ7/cnk8mJE6/+3e+u/81vLly06KNp06ZOmza1windc8+f77jjdgDo1KnzGWecwWvhnnHGsCxdJ4RccMGvyz0dJT8/kk4byWQKAAYOHHjeeectWLDgL3+5/5CZuiT16tULABzH6dOn9+F0FAAKCws7dOhQxnVHffzxx1dddVWFN+GNN9644oorJk+ePHnyZL5x1qxZ/fv3d/v48QPRVWhtgeChaLZtc+//0Rh8xS/BcRxCiGEYlFK/38ejRyilsiwLQgN4MnVd83g80Wis5TsrZAQFBAwGCIABpAnt7Nepg3msLMff/vbC5s2bVq9evXv3LkmSnnvuOR6RUv9nQQjBmFiW5fF4fT6vqqqOgxkDdjzJmyCEZFkUBNH1+PG7IQgCIYRSgpCoqoqr7OLCxREmTKIgy3ILGZERQhhjr9drWXY1mSC6rtVtQUfTNE3T+NjRSJfg93s526nb5RNCdF07XI54/fr1GONTTjmle/ceHo/3nHPO7d69VNHku+++zcvLGzlylCzLo0ePKSkp2bVrF8a4X79+119/w2mnDQaAjh07Wpa5a9cux3EikdxLLrkUAE4+ud+ePbtLSkrGjBkzaNBpBQUFO3bsoJQqitKmTZuhQ0/nITCtW7dZufK7SCT36quvURQlnU4xxi688MJWrVoBwLBhZ+7bt49LtgSDwfbt2w8ePDQ3N08URa9XVxQZAI0aNer0009ft25dOp0mhHg8ni5duowdO7ZTp04FBQV79uzhknWRSOTEE08cM+ZXiqJ888037dq1nTBhQpbPn3TSSYZhRKPRZDIZDof79Olz0UUXAUDbtm29Xu/+/fsTiYQkSW3atBk4cGDnzp137txZWFjYrVu3c889FwA+++yzAQMGnHLKKW6XPwaHfnacq9q1SFBKMcaJRJLHYR8DszEew6BpCpddYZQxAMuyeHRZ3QZRURRCoVAmY/A6sy39DgDbYLGNNggIAQBFaEzrkMdIOU2Vi8inBQghTVM1TZdlybZtw7Kw7RBCGzuSp4W8hJqmSZKYSqVdu5d9KxgDRZH9fr/Ho7vZfS5cHI0Thng8UVXAS05OkPu46oadO3d6PL7GWFdFCEUiOUVFJfXZicejM8YyGfNoN12MMVmWAoGAosg1/5VpWpz6umt2LmoI90VpsVMxRikVj5VoNF6LwjStZDJVVFQcTyQsy/T5vD6ft87RMh6PF2NsWdZRMoNHJ0ggoiwJhO1pMxgINJmx5hN6xphhmNFoNBaLiaKYGw7n5OR4vB4u6HF89C3XwBzyVlBKCCGO4xxdweQuXLgoncYJAkIQDAYqteH1DNHs0KGD3+8FAK9X9/k8iiIj1DBmVJKk2hZnr5T2eL2eZqk02OCm2HGwadq1ureUEk1TXcrnwmV9x8DMFFFKAY41bT1KKQ/MMAwzFouLkqTruiCIALBu3bq33nprzZrVNbk/iqqoqpLJGEeLKiMD8Angy7I+xvYaDpPl5koRsW0nGo0VFhY5ju3RtXA4HAj4VU1Fx/T44TgEjs6Q6caDKIoADGPsEmIXLo5ShEIhXddyc8O6rh1ODOrTtbNxpIIgmabl8eiRSFjXtXqaC8aYpqmZjFnPCyeEJBIp7vE7BogfY7hWUuQej8fNx3bhsr5jYR5GKaG0eco2xGKxKVOmnHPOL3/724v/85//NBKtYozZtp1Opb1e3e/3KYqycuXK6dOnrVr1Qw2Mo1BYUHjJJZeceeawhx56iEfJZ7F48Sdjx1547bUTd+7c2bI6myDkCCg7NCUcvCVhqKpaN6vNLNv6YrX1yXfWJ99aS1aSvUV1YOC2bXPZ1UQiLklSOCcnNxLxeHRRFLm22DG2mIKxIwiCO0xWmGpQShkrrX/l3hAXLo7emYMoCuFwSJblrJWrYYGHauDz+Xw+D6WE1+mNxeKSJIVCAV3XJUnMlpqqlSkWBEEQhMNT8upgvizLQgjJsnQMmC9KXSPsonHhani23M4PwAghTTlDpZS+/vp/3nzzTR53UVxcPHPmjHXr1j711KRGOqJt2yUl0WAwKEk1FUZDCOm6Nnbs1bbtRCKRL7/84ptvvp4y5UUujvzSSy/Nnfuu3+/fs2fPzTff9J//vB6JRFrIMyUM8iS2xQFZQAhAAFgZTXZoF2bpWqSz4027zI++tj/5lhbGKn6nyMppvaUeHfQrz0VaTYsIM8Ycx0EIRaMxSRIlWdY0zev12rZt2bZt2WVv4zFC/ERRdIfVw5dRjofEThcujnlw/UlNcxASUqkMpYSLNtUzqAQhlJWxwZgkkymEkM/n8ftzMCYYO6Zp8cTCmqwVIoT8fh9naw1hvpBpmqFQoLCw5Gh/fDz33n2NXTQeXF9fC52bmqZV2/Wz+mPx4sWvvvqq4zi/+9318+d/MG/e/AkTJjz++BONelDHwSUlUYyxqioAIAiCJEnVxKmLoqiq2quvvbZgwYLZs+dcd911tm2/8MIL/Nu5c98FgLffnvXmm285jvPhhx+2qCcbkQRFOGjTMxTtt3DAX1OhzsT9/4xd9bj51v9KKR+C3Im/bvfXW6TcIACA7dhfrM5M/yA64dE6vHKUUsuyTcOMRmMlJSWMsVAgkJsb0XVdkiRe6ehoB69z5ZanO+zpU64l6/JhFy6OAXi9Xo9HdxwzJyfYUKKjqVQyu/zHd5hMpg8cKEwmk5blqKoaDAYCAb/f79N1TZYlhKoUC1QURRAE07Qa6noty7Ys2+/3CQJq1HlTLBbjVdcbb4TKPizHcdasWZP9aurUqe6L7aL+cH19LQ6UMtt2bNuhlDRx0teqVd8DwPnnn3/ZZZfxLdkKpMlk8oknHv/2228BoGvXrrfccmu/fv0A4Lbb/pQ1TKqqXn75FVdeeSUAPPPMM4sWfcS3jx495q677nr00Uc/++xTvuXSSy/lusYbN26cOnXqDz+syp6Drms5OaHZs2c//vjj2d1OmvT0SSedxDmhqqqGYQQCAe6c0DQdAPLz8wBgyZIlANC3b18uOZ2Xl/fzz3ta1MOVgbWT0C6HcVkXgZKtabNbq1A6nbYdp5qx2Vm3PfXU62TzbgDIuXiU3rtL/vUXZr/Nm/ArAEh9vz6xaEXBy+/Q3QVFg2/w3n2FPm54rU6PB/sBAKXAK0GpqqrrmqaphBCMsWlalNKj1/XHdQh4cqlraspz/vLVfl24cHEMoF27dpxiNYi5C4fDe/fuL78gy3frOBgA83ICPJjC49G9Xg8AwhgbRsa2nfJVgriTMBqNN6hhR8lk2uv1RCJhjHE8nmykQWrbtm0LFy4cMmTo4V9t2LAhPz8/HA4f/lVJSXFBQWHPnj1rMv3L3uG+fftefvnlJ598Mv9z8uTJN9xwg/tWu6gnXF9fS6N8lDFqWQZjpOmX3b///nsAOOmkkw//6sILf/Ptt9/+3//936WXXrZ169bbb7+tqKiIs0EAeOaZZydPfs6yrBkz/r19+zYoK5N65513vf/+vPPOO4+Tydde+8/f/z4FAN5+++0tW7YAwIoVy3/4YdXAgYMWL14yaNBpAGAYRiKRbN++/W233fbJJ59MmDDBsqzvv1/JLTunwbZtA4MLL/zNqFEjX3rpRQB48MGHAOCjjxYCAN8PAHTo0GHVqlUtq78h1Elm5bx9sDdtxwk9ogxX/Lq/csrXf8+Cjs/fXp7yZeEb0KvtfRP771ngP+tUAEg//Yb56fd1pgGcHRmGEYvFS0pipmmpqpqbGwkGg5qmH7VZf4gxUNzadBVey9K74RI/Fy6ONdTfUPO6u/F4/IjL0HzdMJlMFRWVlJREMxlDkhSfz+f3+0KhAFftDoWCjSTDlkqli4tLCCGKojT9fb7xxusXLPgwO4C+8cbr2a/mzp375JOP12Qnoihwa7xixYqbbrrpvvvuc19gFy7rO8ZZn23bhmE1i4p6YWFhpds3bFgPAK1atbrwwrHXX3/9L3/5SwD46quvyrfp37//0KGnA8DGjRuzG3Vd9/v9vXv3BoC+fftu2rTpp59+GjRoEABs2bIZAGbNmgUAv//97wGAr4RRyizL6tWr95lnDv/00099Pl+nTp1++OEHAJBl2ePxWJZVIUKvTZs2n3322VHxfBlAUEQBdJDRY8a+LojLqlblKxFLFf/yTwAgeLUeH0+pyVG6/ufRVn+4BABSf/6H9cm39TxnQghjWfoXxdjx6FooFPR4PTx26Oiif4QSAQluKONh0zUQhGM8pYQvZPAyFRhjjLFt247jHDNpqy5cNFLHKSoqsayaqsJwM8InM6lUKplMJRLJeDzpOI7j4Gg0ZppWY5gahBAh1LadZil51aNHz2g0yj9bljV16j/5mjinzePGja8Z6yvVcRg8ePBtt90my7L7+rloWLgRni0OqVSGEEIpbXqlwfbt2+/evTuVqigusn79egDo1KlTGctqCwCGYVRo5vf7AaCqYP0bb7xh165d2T8xJpxRAECHDh0qNJ45c+a///2v7J+9e/cWBEH36IlEIqtr+v778/i53XrrLY8++shHHy3q0qXL999/H4/Hs5a35Ui5HDTrjOUKECMglo2oex2WoKyq4kXmO0tZMiO3jvT57rWaH6XN3VchSdz/3JvJR2eoZw+s51BaNqASQoht25IkCYLo83sDfr9lWel02nEwb3AUzPsJkSTRslzWV/4RC4xBs9icpkFZ3DKllBKCHQdTyhijAEgURU1Tm8U54MJFy8e2bdu8Xn+dl8mywwcA1FzupT7AGDcIWZox49+LF3/y+utv8s8zZ8747LMvqml/zjnnZFP+brrphmAw+Mwzkx599HEAWLToo3nzPkin07feeovX62nbtu2pp/7i3HNHv/zyS8uWfTVq1Nnbt2/bsGHD3Xf/eejQwYSQ+++/f+/evQMGDFi4cOH5559/zz33lD/QpZde2rFjx0gksmTJkvbt20+bNg0AXnzxxZ07d4bD4ffee++JJ57gS/MuXLisr0XPRwEgkzEwxlx3q+nPYfDgwbt37168ePHo0aM1TYOy8np5efkAcOBAAW/GozdrZVjnz5+3a9euq6666le/Om/GjBkff7yo9P2TJIzxzp07O3bsWL79+++/BwB33333sGHD7rjjToRQKBS0bftwhZtevXoFg8F4PG4YxllnjXznnXf++9+PufNw8+bNo0ePaXEPGkG+hLYSxqB09LNse1va7qOph7M+sqcgM3MhAHSYctfBdYHla1LLf6x0574hJ/mGlAbo5l0/Njrvc2vrnuTjM/0PXNOwwyoAjpbYqqrKsuTz+RBCtmVbtu04dlmpyZYLVdXS6Yxrcw6+ZoQqyrHg6OO655RShEQAyhgQghljGGNCKCGEMUYIJoQiBIwBQkhTVdtGDaV44cLFMYZQKKQoajKZRKi+c5Im6GIIIcchXm8z9OXx4y+eMuXvALBy5Xfbt2+fOnXaDTdcX1hYKEkSn03t3r1727at99//wNln/5JP8GzbHjTotIkTrwWA1atXP/row3Pnvv/226+tWbNm6dKlADB+/Pjzzz9/4MCBI0eOzB7IcZxJkybxCdLIkSMTiUQgEPjd7343Z86cffv29e/f/9Zbby0fcuXChcv6WihM0zRNw3FsxlizhCgMHjx4zpw5P/207je/uaBfv36MwdatW/r27fvoo48BwI4d23/44QdC8CeffAIAAwfWwoPEJ9nxeCIvL8/n82a3n3vu6Hnz3p8y5e/PPjs5nU5nt/PUcFVVg8FQMBjgdCidzmQp3yuvvHL22We3adPm6acnceeez+fr2bOnz+dLJpOffvrphg3rDcPg5RxaGFBIZAGEErTUaSkAbE9m+vtzZJmzpoOI3/Y3wETQVf+Qkw6SruK4uWlX4tOVgRGnHqSC3/6knJCvdT/oNRX9nl6f/fOHE86zPlym/Xak3L1Dg69TGIZhWYIgGADM5/OFckLAWCqVsh2HYkJaJPdjjCmKXI2+3HEIhI7uyvWc6fEP3CONsYExoZQ6jsMYkySJUooxppSV/SJbDRWhhpC2d+HimEQ4HI7FYpIkHy3Sx1yyq1kO3alTpx07dqxZs6Zv3749evTMyclZtOij3Nzcfv36A0DPnj1nzJg5ceI106ZNnTPn3Qq/7devXywWY4zt2LHz1FNLR/YTTzwRADZv3lye9ZWH3+9PpVKBQGDAgAGuNrULl/UdNeBL1IZhYIx5AdNmOY3+/U+5+eab58+f//PPP69cuZJvLCgoAIBZs2bdd999d9xxOwDk5uZee+11h4dlVoPLLrtsyZLF8+a9P2/e+3yLqqoAMGbMmAMHDqxYsXzUqEOM2lVXXfXKK6889thjjz32GACcdtppyWQqa8o3bdo0d+6777wzh//ZuXPnG2+8iQen3Xnnnc8+++xjjz0KAN26davKVjYvFAE6SGxdOX6XIjRKmS6LGB9kI7QoRncXgij0+mJa+Z+Hzh8WOn/Y+rNu6vSPe7Mbt018JP+Gcb5y5JDDO+Sk9PIf7a9+bHDWBwCcO2GMEULxeCKdykiKpCqqqqnYITxvijtY+ES72akFY4xQyquD2LbtuneyzxEJqP5r+U1mKrmF5GQPY0wIoRQIwbZtU8oQYpTyhozLSziOIwilyZyCIGR1a3jIJ6UUALWE99OFixaIYDCYTmdSqfTRswbE6t+dVVXlk5+a47TTBr/44hTbtl566RUAuP32Oz/9dMncue9eeOFY3qBLl65Llnz6/POThw8fViFe1HEcXdcppR06tF+wYAHfuG/fPgA44YQTqj/uzJkzCSFLly5t27bt008//a9//ct9aV24rK9FGykAyGQylm1jTJo3tWb8+IvHj7/48O25uXlTp047fPv06Qfty91333333Xfzz88//0KFltOmTT/85yeeeOITTzxR/WkEgwHHwZnMwZC87t27/+9/n1R6/sOGnTls2Jkt/YkD6qCK2zAxWOn0k1K2LWkOzQ1Ylp1dsTPnfwkAaue2cusqsxO3XfWwsX5bn2+rTPnzDzkpvfxHSBmNyhn4B0wwNrBlWIBAVVVN0zwe3bJt27Js2xEEoW6Rn+UH71LnDDqk7xypfwFAabUGhLhbC0mSSKnkLo5CWc6bIIgtVpgnu2rA/+VLY47jOI5DKEUAhHDydtCDhzGGMmkEhFD2Q+ULAYRSSo95MRsXLups4XVdKx9r08LPFhoimrR9+/aWZc2ZM/vii38bj8f4Rp/P99NP6/bv30cp++tfn5wy5cXyP2nTps2sWW9nPXVnnnnm5MnPxGKxHj16AMDevXtXrFg+btxFXq8v+5Nly776zW9+QwidOPHqiROvDQb9Y8eOnTJlyrPPPnvnnXc+8sgjAMBV0D0ez08//cS18SqAK+R9/vnnl156qfu6uqge4sMPP+zeheYF15RLp9OO7QCAO/MoD0EQVFUxTaMsNOvoJ/nAREEM+fRizOIO5U8bARiEdfLrEqXZ7D5n5Ubn+025V5/nH1pJLY2SOZ8Yaza3vv2KnLEjCqfPS3+zLu/6C0W/p+LbZdqx9z6lxXH9klFNOUfHGNu25ThYFERJknRdkySJx95kfTX8X4QQQkJ2zs2/5RBFUSqFKMmSqqiqqmqaqmmqoqiqqiiKIpdCEkVJlrPtJUmS+T+yJCmKzCmornt0XRMEQRQlURR5ctdx3ukopaIoeHQPD3xtCRyPB2pSigB4Sh5xHGxZpmEYlmUZhpHJmJZlEUIJwbbt8DbZpF/+PvFX6ojHopRJkiBJsiCIbj0PFy6qolIYY67B1vKhKIptO/XcSceOHT0ez44dO5YsWSyK0uDBgwcMGBCJRKLR6Jo1azp37hyNRrNlojhatWpVXFx07rmjs9J3Xq/X6/VcccWVABCLxVasWP6///1XFKV77rknJye8YsWKVCq9f//+1atXDxs27NJLL41EIsFgsHfv3ps2bfrwww/btWv39ttvczvWvn37eDx+4okn7tu3b/DgwXz/+/btGzRoUHCfV4oAACAASURBVPv27YPB4Lp16xYuXEgIGTJkyOmnn+6+tC4q78tuckuzT7ls204mk5blEIKPVQ29Oo80qqp6vZ5oNNaUAiGCIMiynPUkMUYZg9L/GDBGs9wGlSGbVnTEKxJFMRDwCwitL04sTzoIlbn7ADp61BH5gXhJCd9bZvoHmekftL798ta3X1HJYkEyvfepV6VwEAlC+ruf2j/zB6Vt3uHNcDy1ts8lAJC7YmozPkdBQJIkq6qiaRoPzCuNwGMHl2bLOBiD0kA+yDbjTXjGFv8Vd+kghLI/qclp8MYIIVmWRVFASJAkSRQFxphhmKZpHof2kFIqSWIoFNJ1vYlZX7YsJKdbZRqblMdkElKqtIkx4e8GpYxXNM2Ga9bfP8kYkyQxEAjwFQTX6rpwUSkymUwikarzkIoQEkWBZ9s29qn6fF7DMJql/FWt8MILzwuC8Ic//DFri3TdEwh43eUnF40HN8KzmcEYyxgGxhhjx5UTqABOkDDGTUb5OCvzeHSfz1eOxbFsyhOnKoRgTv84MCEEc38DFkWJZ7txulL+QYuiKIpiTk6IEBKLJ/IBR0QopqWsTwDYmbGLHBrQtIxhHJF+iH4viSakcBAYtbb9LLcKV97Mo7UE9o6QwAujcR9dGa9jDsa2bVNCuD/HcTB3CUJZwd9sXN/heRr1YWg8F5F7hADA49EDAT+lhGuLH1eUDyEkSU1ddzHr0AMAXkqBO+scB1NCGDAAIAQAKCGEvwllDmAEUGW4Zh1ACJEk0cFE190VNxcuqusp2eCIWvV0v9/LV5QKCgoMw/B6fY0duUMplSQJY+voCuJACJmmYVmZVq1aue+bC5f1HZuUz3Ec27Icx/XyVUL5vF6PIAhNI7KPkCCKgqqWBg7ath2Nxsp9W6rzXhqJWDZFLg0+lCRQVR6RyOUlgIGDHe6tchyHMqYqiixL3NOVSCQxxoixPiosMyDLaBGwTUljRJ7ftC1ypFia3fe/nFjyXdcbxwm6Fvt4xfbfPdF5+gPoMOlXY/MuAAChSQe/spVdkbtMOakQBAGA2baVSqWykvqEEgAQUKk4hyAgSklVI2LDjq9Q5lwCgEzG4I/vYD2N4wMIIUmSZFlqpIJ15aMusz5eQgglFFOCHQdjUtaElTl4SXmGz9+lxlv85kGeUM7l6MKFi8Ph9/s1TYtG47VahBVFoaCgsEuXzgDQunVrbnWLi6ONmlNNCFEUparSwS0Hf/rTbYdv9Hi87svmwmV9xyB4KfZUKu04zanbWQdEo9EHHnjgjjvu6NKlSyPNxARB9Ho9qqqWlJQcHqB/3XXXTZ48ORQKNdDsHymKrCiKx6M72DENk0shc92/GtAbASGglFJGRUHk7ghJkiWpNE1I09SyIESWSCQty2JlgYa5AguJUEKyrA92Jo10xK9rBwvKsSqWReMLvjp5wzsFU98jyUzPj6f8dPp16W/WHa7h6ewrAgDplO5NZFBkSRREj0dXVYXHZGKMLdt2bAdjIoqIUjic11HWzKE4GGPHIXKZm/F4WluRVPX/2XvzOMmq+u7/e5a7162llxkGhm2QZVgEnBEEBNmMCkZRDBrXmOTRuEWFGHgeJWA0qEnARJPHn0sioAIqGjECE5EI+ARRAREY9mVgRmbp7lrvfs/y++N01/SsNEN31a3q837BvLqrb1ffOvfcc7+f892s+Y3t7FbOVIG4KlBTCOXLzaUEKSQXXPXO2K4KCyG9Tq6biRPWmQ4azfPf2qr68dx/pVz2x8ZGt3toGgYxDCNJkgU9zwEd5CAIDYPO7JlqNFr1DQsIoTDsducbJEcfY+yRRx7e1U+TJPnJT34ShtMJAO95z5/swdg4juM4TrPZ2mlO9rp1T8/LB8EYm6apynukWd5oNFV3L1Vtci52sBACQMy2dNUWptplnHEKYoSma0lvr/wR2pvILXzrfZhL+MWmxmlLfAgjsv9eADD1nTXL/uqdO7kKk837lp+tvt78xWt2dYbhbx4CAOPwA3swn03TKJfLUsosy5rNlnLjqMg9NZiMbU3kK6BJQwyLELJICntKqfZWnFKp9GKcad1WCsoDwLlScSJnTDAuZrqiw3R0NFfBXcqxNquVQt/ophTqR5JGs3tM03RdOXfVpyo57/i62rHtdHAQRAvxNJASKB3U4CmEULsdjI7W9HzTaNU3PAghkmS6DN2Q1Q/86lf/v7vuuuvf//2bjuP89re/3TN71LKsqan6gppiCKFarWpZVhB0wjBTT7KuPskZU+Gac383mJVp1r2mKn1pl58UYBlFazMpuh3EQD6Xi8lMVBxb/sHLOxd/nU00ot8+6h576J59zMkrbwQAVHEX+kFlmGa1Vk3iOAwjJZy6DpxZM7y4k11KoAQvnmKeqn2F4zgqqLU71eeowZS0A0BSCjaT1Mq5mGnPKAWXXHKQEiSSMC3+uwHSu2ml0HvV1w091Q8mjWb3tNstz3OTJBWCAyBKqZQiz9lO7+VGo16rVXZ966FqtdxqtRfCvlI7WQPqwxdCBEFUqfh6vmm06hsGOOec8zCMsiwTghff0ffpT3/6kksuAYCrr77q9a//w90cuWXLlnvuuefaa69T3x577LHqixtv/MmDDz5oGMbLX/5y1U/vS1/6UqfTkVLss8/yt73tbY7j/Pzn/33vvb+NovDMM1997LHHfPWrX202W6WSd9ZZZ69cuRIAvv71rz333MZabese2NVXX/3000+7rvPKV558wgknzN3Os23b8zzG8omJSdX+a7YoEUJwphIDkoUeWwvBUSa6L5XdFg6CsUeD9PQxN00z+21nJNfd+tib//qYp2/o/sqmK76z6YqdOPee+KOLtiv42fjxHSKIAMB+3QkLdP7KU23bdrnsJ0kSBOFsX9kAiSghBMFk8UT6qYzTZrNJCMUYUapaWahmhrTrAeuKwFkOW9UVXSiNN52mx5UTT05HOwspJWC8NXKyyKuclFIlE+pnk0aze5YsWQIAvl+aKbA8fQ8RQpIkmV3k0zSNsbF9d/NWnucBACF4aqoxvw+LmcrPgxq5jRAyDKIzjTVa9Q0JUsogCLMsVyXIi3/Cd9xxu/ri/vvvP/PMV+8m3Pyqq64644wzt3vxtttuu+KKK2699b8feuihj3zkw1deedW+++774x/f8LOf3QoAb3zjGz3PPe+8t955552vec1rV69ejTH2/dInPvGJPGdf+cpXfvGLX6xcufJ97/tfq1e/XInPG274kXrnd7/73QDwwx/+8FOf+uQtt/xsLoOJMXZd1/dLzWYrTdNdbfBzzm3b6oHqAwQHmLCRw2Y2XXIFAfw+Trcw17VM/+NvS370/yBJN33xmr0+/nb1G3ud/46d9nLYjuy5iWc++AUAqF59MR6tLNDpE0oNalQq5TAMwzBStTEH8a5kLEcYG4axSCI81c0Sx4nqW0ipoYKQCUGGYQIgQjCl1DQNdWTOWJ5ljHHGWJ4zhCQAESIXAgCElNNleGZV2hwY2S8Ex9jc6m7XaDRzWEC2e+C6rluv1x3H4VwCQJomlNbm8j5Llow1Gi3G2Pyqvm7Y+QANqWEYExNbarWq67p6jmm06hsGvQcASZJmWa6MpCGLKNvpx3nmmWc++MEPAsDhhx++bNnev/zlnfvu+9buT88666xms7ndr7Ra7e9+97osyxjLN23aFEXRk08+ecEFfzV7fTRN4+ab1zz33O9ViEiSJK7r7ljfH2BrbzdKaankEUKmphpZlu5WAzBKPUJwD3r+CICDDdjCttaPTBm/e6pzSs1BSeb/zZ90/s9Xt3z1h9i1l7z/zXOdaTl79qOXA4Cx6lB6yL4LMZNVCI3nup7ndjqdMIx2OviDghAijiPDMJIklVIsklDPrmHEWAoAqi9CnocqFJNSg3PTcZwwDPOt9TZVFRYmZT6rbx4MbvkEKRHncrvaoRqN5oWyfPlylddtGMYcd7TVujE6Wtu0aQvMa0cWjAfmXlbGSa1WwRjvJiZWo5mHh74egl7COc/zPIoixvLBqts5R17/+rOffPKJHV/vpnRblrWdL2XZsmXbhWEIIf7t377xzDPPfOhDH/6D1/xBmmbKMLUsi1Kq3mpkZOSBBx649dafXXjhhW960znq4bGrohTqdcuyxsZGhZT1+vNIPpgJXOy26VtoRigap6g7DAjg93E2JZBBiXX6arzvEhHEz33m36a+97M5vuHvDnpT8MsHAMD72FsX6ClFCPH9kue5zWZTSb6BnrqqoK5lmYZBF1V2n9qzJwQTgmcqEoksy7MsT9OUMRaGYRTFSZJmWZZlGedcVdlVEaHTrr3BHjG5q3pLGo3mhS4plmW9UNsGIYQxlEql+boHGeMFX5TUJzVNs1LxEZJK8un5o9Gqb3hQ0qXTCVRizADZSStXrvzd737XLVBpWRYANBoNAPjWt76lvlAcdtjKTZs2XXfdtWEYAsCGDRsAYL/99rv22ms3btz4xBNPbNiw/qUvPXr3q7/jOGmannzyyXme7bV0GaVk2bJlL3/5y2+88cZSyVPD1m631qxZMz4+Pjk5WSr5AFAu+9Vq1XVdwzRg1pYhQsgwjHK5XCp5rVa70+7MLepDcs4ty+rVZZIHG0ARdJ94SMIjncTzfULQyPc/a5x4JACsP/+Lm674Tvrspl1uK7TDTVdc89Ar/xyEwMuXVK/7ND14+QI8qxCltFwuE0IbjWaaZsNhLjPG0jQr+aXBdVvNC4SQbpofAJISVPCVen34TBPl8Bzc4GSNZghYunSp41jVanleYuwZYwUv40kpGR8frdUqjuMsWbJESz5NjyaeHoKegRCKopixnHM+WK0azj33Leefv7WdaLlcPumkk6699ppVq1b98Ic/OO2002ZXWPnnf/7Su9/9rq9//evq2zVr/uu0007jnL/zne8AgKuuunr58t3pEISx75dOPPGkCy44X72yatWqNE2++MV/uuCC81etWqVezLL8ox/92Fvecu7JJ5+sXmk1W4RQ13XL1I+iWJVIxRg7ruOXSlmWtdtt1RpxjpcrTTPLsqIoBuiBpEFjVB5qwtp0OsYMgdgQJhsrzohlhVFcueIvO3/7zfSmX2664ppNV1xj7DV6xN1Xb/cWE1f+ZONl3xTRdC5i5SsXkPH5r/6sfDu1WjVJ0zAIh6nyoUq4HRmplkpeEITzmGcyuPLPtq00zbYtxDpsSCkZ4xnLOBcAcpFrfo2mf0KIEkLGx0fr9eaLtLWyLNtVxkff7cBSybNtK4qiwbIDNUOiRHRMS29QsZ3tdjvLcl2aaVe2F8bY8zyEIAyjPZATKt7MMKhpWoZBu/3ToyjeTeGWXWFZVrnsN5utPM97dj/eFYstfNoFLwF8Sl63tJwHAeMMANJb70l/+uvs9q39MJyjD6ajlfDXa0UQd190P/Rm912vXaAnluu6nufGcbxn12ggpE61WkmSNIqixbw8IoQwRqOjo/V6Y6Yfw9CuPEIIwzAcx1F5v3p91mj6xdq1a0dGxl60WpPlst9ud4pTpUkZJ75fmgmj0Gi06hteGGOtVitJsjzP9F7yrjAMQ8Vhvkg5ofxRqpQ8IWTPZBtCaGSkFsdxFMU9G4Emh9tCSfD0k0pifNyIt4KIKIq7t6qYbLUv+gp78KntT7jkeh8/zz77xAXSAITSStknhDQaTVW7f1jnoWVZo6MjjUYzjuNFezNijB3Pdkyn3mgshl52UkpKTds2tVmm0fSRLMtepK9P3c7lcqnTCfv+cYQQtm25rhNFUaVS0f49jVZ9w4/qzhdFkZIf2p7YKaZp+n4pDKM0SeV8BFV2m+/t8YCrHg9TU/XeBftJ+WSGHspk95RLJn3DPiNJs5ltq10l5/z3E8AFSACM8GgF+wtV65kQ4ji2ZVl5zsIwnG7HNsTLIkKWZXpeqdlsLpJGDju96OPjY61WO0mSxfCYUJ/Rtu1SyTNNUxtnGk1fCMNwXtRaqeR1OkG/zC2MkW07pmls3rxp//3315dVUxC006kXki/P8zRNVJSUjh3axRJJXNdJkzRN50fydc24F7Pop2nq+yXLsnqn+hA62IIpDpvEdJxnkPM7tzRfWXPy1jZJiYgQut9ePTgjy7I8zyMEN5stxriUi8Ltk2W5ZeWu6wxrIOvz6l7HdYQQaZoukp1BhJBaq7Ms301LUo1Gs6Dk+fw8bftla0kJjmP7vqeKG2vJpymWsa2HYKERApIkYYwXv5Rw/yQf9n1PCBkncaFMTCFEux1YVk83/gXAS0wgANMjIeUzMdvEwTbNHhvBhmH4vl8qeVmWKYfnYpB8CuWfNy1rMQoABJZlOY7dbLYWWzCIyvHTITAaTV9gjCVJ+uItCtXnqWdJfaqNqW1b1WrZNInvezpKXFNMtK9vwdeCPM84Vz0PZHESiws0BSktl/0kTeMoLpqxJYVI08S2Tcu2enl6IwSON+HuDHIABCCEuLsev25Z1YZ2kqYLXZcMIWQY1HFcQnAUxSqkc9EJH4QYY0EnqFYrnXYnXhxRjgrTMGq1arPZyvJMikXUuFw5BzjnQmjVp9H0wV7KsuxFvgMhuFarSCmjKO7N0kUIIQRVqzXVF77bnVijKeJjTg/BQtuOCAEhmFKC8XTnK10RfrbkGx2tpWmaxIW0qhESQsRxXO1xEjZCSw3Yl4JQQaoA9TS7a6pjew6lC7uDSCn1PG98fDzP804nSJJkEUq+LlmWtVptzy8tqr7tpmFmjGVZBnJxJSGrD6v6N+jFWaPpveozTdNx7D0zBqQEy7Kq1Uq7HUxNNRa6FhdCYNtWpeKPjtY8z1OST6MputWth2DBhTXGAECpgRCRkktpcM4xRt2m5127alGl/CGEKDV8vxQEUVQ8L99s0jSLosi2rSgSnPcoTJcjtMKEzRwCARgBBlgXZgd69lLbDsIF6SigomIcx2acb9kywRjTcW5SyjRNjZiOjNRUD4+hV0GEENMyg3ZncZaxEUIgXeNMo+mTsYQxVqpP9bh6gWsX8n1vaqqx0OEwqgz7yEi1a7NZlqUvn2Yw7jI9BAuNSo6qVquVil8q+Z7neJ5rGJRSalmW6iyHMVYbRcoTOPTeFYyxbVvj46NZlhW/K5qUstVqO47T417VHpbHWEDQtN9BCn5/I7L9sm3baF4tU4SwaZq1WrVU8jqdTrvVzvNcW74zV1+EYQQAqpPbcEtcjHG5UgYAxvLFesGRlEhv22s0/cI0TUpJrVaZe48rKSUhxPdLKhV54R7TlNJarbJlyybXtXVlPs2APuG0bdcLVIUAtTZxIQTnqmTcjMyTnDPOhdJ7qtGcEFLKrV0Heiw5Fg5CiOs5lmnHcRTHgxFAqNrHY4TanY6Uomf5mRjk/Sk8mQNRjzbAh1Xc40fcTrPN2LwIM2QY1PNcQkiWZXGcFKEfd3rHffyx9dvvnqw61Dj2kH6dkmGaZb8Ux0kcx8O6ZhJCPM/FmIRhuGctLocDSo1arWKapi7GoNH012qq1+uci+ddcQ2D1mrVRqM5X/U/d1gbsWFQz/MopXpZ0GjVp9lD1OCrqnEKznmW5cryllIyJkByCYAQCCFVwonaylJFgQfRsiyXy6ZpNJutLMsGZ/pJSo2x8bH61FSW9dQgToW8PYQEQLkfGEKnL6kcXLImJ6deZAweQsjzSp7npEkaRCFn/dd78Q13hJ/79i7N8cMPLF/+YVzz+3JulmWNjNSazWYcJwsdQdSve7NardTrjUX+UKCUVKsjpkn1Xr5G0186nQ4AUtEWuzKiLMt0HCcMwzxn87osI4zBdV3LMuM4tm3b7G0ZbY1Gq76h1X4KjLG6HEr1KQegkDLPGOdMmfhKInIuMEZSbrMHVnwbxbIs3y8xxoMgUGljg2Q6I+S5LqWk3e70+K6ZyuHXqeAzDkbPoKcvrdawbLdbjO258DNNc2xstNVqx3HcX4+rlDK7/b7k+p/ndz8CAKRS8l/1Mvsly7sH8HZY/+FtvN4CAOP4w/2L/wSPVXt9/TF2bMdxrFarM6wBkGNjo5OTU4t8QaaUVCpV27b0pr5G03fiOE6SNE2zXT3FKpXy1FRDiBe1B2qaBmOcUkIIzbLctg3btnXfTo1WfZqemsJCSIRgJuxTMMYZyxkTQjDGuBACIYIQ41wKLgAhzvncQ+F7CcbYNM1qtdJqtbMsG9BCEaZpeCUvCuM0TXs6eoAeSsXDmTQQAgAJYFF69t61MhKtVnuPS8Kapjk+PrZly0Tfw/mib/xn9I3/VF/v83cfHH/P2Tu9H579xJfq1/1Ufedf9n7r9FU9F/6oXPYppUPpEEMIqfmwyFddw6CVStVxdPl1jaYod2Wr1Vb1XdTCqzLbDYOWSl6z2X4xb27blu+XwjAslUqzF0O96aPRqk/TtyVPgRBSOhAAOOecc8Y454LzXAipsgSFEEVbsAghKkwiCII0zdQZDui1KHkeobTT6fTYOZZK+E0k6gKpOE8JMGoapy2rOjxvt/fwZCzLHBvrv+oLv/qj+Js3AcDYe16//O8+8Dzj8OSGZ//6S+Gv1uKlNe/jb7NOPbb3k7laraiyrj0r6Noz1Tc2NjoxMbmon4gImaZZLvu6KJ9GUxzUTrHKggnDKMtyADQ+PtJqtV9MLh+l1LIM3/f1CGu06tMUXwrCTJofCAlZmkVRFMeJlKIg0Z4q/7BarWBCGvX6iwlHLI6CHRsbbbVaSZL2+E8nAn4RihghdWkFgEfw2ctHcRzH8Z7UQbUsS0X09dh1OZvoOz+Nvnw9AOz1f9671wffMsff+t0h58ooAYDqdy6hB+3T8zlAR0dHWq1mlg1JpVMVXk4pLZfLk5MTM1NsMYIxMk3L933L0jk8Gk1/iOO41WqpineEEMfxoigCAEqJYRiEEFX2nDEeBOGLu9+JbRvlclmPuWaxPOP0EAyqXkcIY4QxJoQAIIyQ46hs4wKZoa7r1GrVLMsa9cYQSD4AEEK02x3btntfxN/FcLiNEYASGhgg5OK/N7eQ43heac90/szeQf+e7tfeAgDLLnrP3CUfABz92A+8VxwFAME/XNN7gSQEb7fbvu9b1mCnfqkoKVVY2HWdSqWcZSnGQ9WdQs5McbFr1DHKYY4xoZQSop+MGk3fMAwDAHMupUScSyX5AIAxHsdJpxO0Wu1ms/0iJR8ASClmB3ZqNEOP7tI+FNodY2W1yL5b8TP2JCHY81zbtoMgUO0ZhiMWTkqZJKnjOBjjbo5Bb+AAy6nMuHyQgWodgQGmkuz/TXZeu88IRhCE4QsK9VRXRMq+1XGpv+0SOdnCnrP0w+d1X2zffm/y2LM7Pb561knmPuPq6+V/94FHz/ggu+9xPtUio5UeK6U0TYWQlYovpRyoUrTTEEKU2DNU51BKMUZBEKQD+Fl2CmOsm+GsFh5C8ExCEKhoeYSQqqOMkHodASDDMCglunqnRtNHkiSDXReom0dbQkrJudD3u2bxQC699FI9CsOhRoSQYRiqNn99lFgIIdM0KpUyxljVbhm6MvcSIahUykmaCN47NatM0xGKEinrfDrBDwF0GH82TMdLTpmiPGdzt9kpJZZlhWHYF0OfPbMp/sZ/AsCRD1yHza2l0sJ7Ht78T9dmGzZjy+TNjvpvy5euE0lWPnUVHZkOxTHGqiJn4a/X5nc9aJ/zKtTzttqqlK6a54PV3Q4h5HluueybpokwEpzneR4EYZ7nMBTx/pxz1V8LY/UvIYQghAklBjUMw7As0zQtwzBM07Qsa/of0zJNQ31FCNG1HDSavpDneacT9OypZJqGYWj/h2axoOf6MKk+LgTvr9mGMXZdt1Ipt9udOI73uLxkwYmi2PdLlmkKLnosmSTAESZqZVCXQND0tZ9Msp9vbv/B3rVymXbCgM8tmHbG19efKZPd8hsAqL7+laTkzH595NzTJ6/8Sfm0VXud/47ui1NX31g9+6TZvRwAYO+/fveWL3+PP7VRtgI0Uu79HZemabMpqtUKgAzDUIgB0EwYY98v+b5fr9fTLJcFChCYz89o23ap5GFCQALG26Svd/f1Z/n6MADg6Y0DLfc0mj4zZIWyNJoCPR/1EAyR6ps24foSrqBq31WrVduxJ6emVEe+YR1thFCj0VZxnr3/6wShV3h4jEBX2yGAMM9v2jC5noHveZSSOc+ZvoV3iiAGAOfog3dzzJZv3DD5nTViF52aAKHK618JAMkPb+/XTZdlWbvddl3XcZzimykYY8uyTMPMc0YplVKo1qDDdG8KIQCk8mObM+GadBZ4GwghhBBMCEZIV2vXaPpPHGe9vA+zLNNjrtGqTzNgEEI4ZwC4XzacYRjValUI0ag30iQd7tqwQggphZDScR3oh51oYHm0jUyExCzhl3HxP5OdLZKWSz6l9Hnr+vTX15euuQsA6MhOUvKWfPCPNl1xDQ8T79hDxt7x2i1f+w8AsA/df8cjnUP26/tkSNOsXm+4rlu8EiCye6GV+0v54YMwmGrUHccGCcOX0KLa23TznKdV3c5AWudpNEVbs6SM46iXf1H1u9Ijr9GqTzNgayVjXErel/WLEFIu+3ESt9vtAe3A/kItyzzP4yh2XZdS0hfhVMLyOEs622q7nPNbNzfX5dIveYTQOewU9M/Vk3MA8F959I4/qb7uhH3+7gMPHvlWoGTy2zc3vvezg677O/+knRwJlBbj1mNSSuVH2nGQbdvui7RQ5Sht2y6Xy+Vy2XUdjNHExGSSpDxj7XYwMlLrfSnaHllyXAjdlEijGSg45/V6s8ePpKEpNafRzAWd1zckTHuf+rR+WZbFGO+0A4BFZGllWcY5d2xbcNEPsY2WUDjCkncnW4vlIADO+Z0TbX+fkYrnBsEuq3oihBDC/ay1IyUAmPss2ekPx9599sS/3ZA89PTUt2+uveUM/5XH7PxTkKL0pUQIEUKkzLZ7vVTybNtuNJq9iSPqBnjbtu04jmkaeZ6naco5Z4zNbmecpqnKwu10OkPmmUcICc4F5zCkOSzMBQAAIABJREFUmlajGQLyPBdCZFnWbDabzWaWZa7rVau1Hj+POJdSCoT0WqHRqk8zOKgCxEL0IakPY2IYNMvSRSX5lNIOOp1SqRRFcV9OgAPsTWG5AetzwAi6j8pciFs3Nc5YWvFdJwx32cAdY5TnTLX96IdtDgAQP/y0s/LA7SezkOvefxlw4b3iSFLzf3/xV5FBlvzFuWiHuS0L1wQSqbtAxRY6jk0p5ZxTauT5nrR0V40idqUzt5P03UhO27YAUJalrVZLSgkgd6w0I4RIksTzPMdx4jgeJuEnpVQDI7W7T6MpKmmahWFEKbUsZ8kSq183KyGYMW6aWvVptOrTDI6Vk+csz7O+ZKkQggmhnU5nEQ57luWcc9d1wxfYK2/+VAY6xkI2kk/mM43HABBAnPPbt3TOXFrxXAijaBfKAXPet3wGY9Vh2R33df7n/h1V35Nv/yRIeciPr3jmY5c7hx2w/7984olzLyQld+zdZ293ZLZ+cxFmAudcSsgy1t34wBg7jm0YRqvVNgxaqVQZy1+Quw8hMAzTcWxKDUrJ7OQTKSXnHAAJIfI8V30jHMcxTZMQnKRZq9WeS6keznkQBJVKGUD2a+diIcAYIaT1nkZT/Eeo7HvbGylllnHT1JdDo1WfZnDWTphp3tDjRB3lWsQYcyFmeZsWBUphR1E0NjaeJEm/MsIRgqMslAE8k0kyK9Szk+U/29I+a2nFzPN0Z3oDY9THJEx6yL7ZHfdlz27a8UciTKLfPvrg0W8HgM7P79nylR/ALtx6wa8eBIDet23YYeODSCml3NrGw7Kscrk8OTmlXHyM5YYxV3efctn5fsm27SRNwzDMsoxzoepMztzpwnGcWq0KAHnO1L2fJEmcJCBfgI9LCNEJwnLZz7J8aIruIoSlnB5G/XTQaIoJIcTznDTNuwaMMmd63AJHiOlSxjq7T6NVn2ZgYCwHwL23cqSUjmPneU4wWYSFsFQRnSzLbNvinPelyxAC4ACHGRBxOckBbxV+spNmv21FJ434stXZztHUDRHsVy4oOXAZAHRuu2e716P7HuPtcMfj47VP5ZNNY6zafaV1x2+zp58DAPt1r+jvNLAti3PW1VqUEtd1JyYmGWMIIc55EISe56ZpuntlhRAyDGpZtmFQxli9Xk/TXPWRQwi2u7/iOM7z6Z9KCXme7yoc9HmWjjxP4sRxnL75q+d7L0ZKiTEwpvfvNZri4jgOAJRKUt2z3Vh0ISRjvNls9syeUftoRKcBaxYBeit0GISH2qyCfrjapJSO43LOFvP4R1FoWRYhpI+bhQ5GxzukQrCcbQADPNGJHwlzz3W7jzSEEKXU8zylUft1zubpqwAgfer3D7/yf81+ffLqG9MnN+x4fP27tySPrJv9ytNv/xQAmGefgByrnzIDkOu5WZYryYQQchwny7LZCkqVTsF4dzMEY+y4zsjICMao3e4EQZhlOUKwmy7qjLEsy7NsOshzj9PYkiQ2TdMcFpHEOZcSCcFBo9EUG7UkKs+8KjtsmkajMdVLDcZY1mq19LXQLIo7Tue7DzqqLVW9XldhYD1295mmOTo6Uq83kiRZtAESCKHR0dEgCNK0n40KEcAUl7+OIAPAM5dCAhCMThmvLDdQ0OkAwrZtWZbFOe90Ov1ts5He+UDn/C8DwIpv/2351FUv6Hc3/cv3Nn3+KrJy/9o3P9nfq28YRq1Wqdebyttm245tW51ORzn6YKaupm3blUp5crLOWN6NJlKldAyDWpZl27YQstPpqEDQHkccmaZZq1VarU5/5/C8kOe5Zdme5/i+r4M8NZqBgzFWrzd7FnoghIjj8KCDDtIjrxl69BNxGFQfY0xK4LzXoXqqWr0QsmvgLlrVl6RJuVzp72lIgFECqyxkzCplgQCEkL+cCphhjY2OjIzWLMtstztF6KxonXiU/ZbTAOCp91z6gn4xvPvhTZ+/CgDss07s+9WnlHCuMvqQaZrVajmO49mxvip+SUXYlsslMgMgME2jUq2Mjo6WSqU4jlutluqlATNb4L1USo1Gw/f9/rqs5+t+VCFjuvmyRjOYVk1Pb16EcKPR0MOu0apPMwDMivDsg3VlmuZ2wWyLU3inSUoIsm2738IPLTXhJQaIbaMCE8Z+vGHi7k31iS2TzUaTsbwgl8w+52Q0WgYu7j/ivPbP757Lr9Svv/Xxc/4KANw//0P7Taf0/SNwzg3DMAyDUuK6TqvVTtN0p5NkaqoupaxUyq7reiWvVq35vg8Sms3WxMRkGEZ9rKcipcxzHsfR6OiIbVuDLvx6XBBCo9HM7yO1t5YMBEGkh12zGNARnsOg+lQWUJ5nlNIe/+mxsbEg6GRZvugnEhodG82ztNMJ+j4UEuDXkdzMt8Z5TusTCUspWmVJAxfLpq//0afE+i0AUD3n1AP+5RO7OfKx1388uu8xALDPO710/tsKceERopT6finPGcYoCMJdbcEo3zjGuNuGwTRNrvpsFuP2UX3bSyVvaqquTmwQb0XOuWFQ27bL5fLcl0Q5DSAEOi5Uo+kjnU4Qhj2VYZVK2XFsPfKaoYdceumlehQGGiFEkqRKd/XYWMEYe55bBJ1TBNM/Z3mpVArDsP8nA7AXRVMMom4Lv+mThI4ACXIpKVaXDXrkgQCIP/ps8si6xg235xsns42TIohJzUcYhb99NH7gyfr3f/bkH38y3zQFtun+2eu9D765ONfetsxSqSSlfN5USVXotfvt7C58RUBKqcLFq9UKTJdFkYN4MyKECMG2bc9lSVRtD+M4ybJMBatjjHQZd42mf6qv3WN3vWUZhmHokdcMv7Gq7fVBJ8/zVqudpgljPW3WhxCyLMt1nXa7MzSdvl4MhJCRkVqz2cqyrO8mIwKYYvKOWO4kSUvKE1w8RqBod352z6PtD13+vIeN3P6v2CrQ45lSOjIyAiDr9SZj+RDMZIyxZVmVSjmO4924LguOZVm1WnUuvr48z4Mg4FxwzgihlmU6jtPjuAmNRqOYWXYWfDtMSmkYhpQSY+S6rvb1abTq0xQdKWWW5c1mU5Vu7zHlchlAhmE0oHbhvKs+3y+laZYkSSFuKymfymBtBtvJPgFggzzBRj4tojcj+c//4c9uYo+tz+95FFRndpOaxx9BDlxmnnKMceSKYi2gCPl+yfO8RqORplm/mh/O+6qCMTZMo1Iucy5UWdGB+xC2bVcqFUpptzpO99Io/6rq0MW56HTaysvHOTdN2/Mcz/N0kKdG0xcefvjhanWkNwvp0qXjsxc9Pfgarfo0RSdNU+Vk6LG5qVxbURQFQaijoWCmURulpDghrxjQryPxnNi+ahOXcj8KL3OwvvlfJIZhjIzUVAWX4VtLDcMolUq2bTabrSzLB2hzR0ppmobneYZhdsM11fVBCAFIhBBjLM9ZFEWM8W47DdO0yuWSKs+jp7dG03vynE1N1V/EvQ+uazMm1E29myOFEI3G1BFHHKHHXLN40EEsg42q3okxEoIT0tOrqUpTLPKeDdsZmmmaOk6lOA4fCfIlFkzEMpeAZ50SRuj3TB4soDQsm5v1ev3RRx854YS5NnLgnD/66KPPPffcmWeeuZvDbrrppkMPPXRXfZwopdVqJUnSbruFoTO/8na7neeO7/tRFEVRPED1XfKcdzohIbGUgDFgjBHCAFItm0IIIRDnTAghBFfb/BhjjEFV3NELmkbTFzhnGGOEQEqQUgAAIQZCgDHCGAuBCIE0TXcVAmrblus6hmHU603VL2c3RJEu3anRqk8zUEpD9XTufRMOlUOY5zqjb5vLAQC2bRdEBkiAEYIONdDabJuTUc6OJzKx2sFsKNTKn/7pezudzq23/vccj3/00Uc/8pEPj4yM7Eb1rV+//vLL/xEAbrrpZsuydtz1sG0LAIIgGOLOJZzzKIoYY5VKxTTNVqsjpZgudllgEEJCcM6ZWqbULgzqNvKT0w1vZmxKAltDvBBCSKs+jaZfxHGcJBEhlFJCKVW7MOpfSqm6N+M4yrJ0ZGQ0TbPZ8eeE4ErFV8cwlmGMd7M4Y4yPPvpoPeAarfo0A6MxEEKcCylF731LhJAsy/VV2O6KCCEppc+7xdgzBMAKQ04I2MwBwdbKnQjguRw2EzlGQW47e5IkOfvss2a/8rKXvezNbz73hBNO6M05n3HG6bO/PfjgQ84663VveMMbezx0tm2XSqUVK1bsVANQSk3TajSaQ5/UyjlPkiTPc98vVasVlueM8yxLlXYCtScPCNB0DKUys/ouC7tXTUrJOZ/tflcrJ8YYgMx6ETDGtm0NQZ96jWZwqdVqtVpt98csXbq0K/MwLnU60yXlZjvqlyxZkmVZo9HSeUwajVZ9Q6IxGONciDzvvd053Z9dX4Xtrgjn3LLMJEmKIwYQRocYciOTZFtbliH0u0yeQtDzVnW5995777333rl70uaXxx9/7J//+bFDDjn0sMMO6+XfHR8fv+GGH+9KUVQqFZXLpyTEEM9q9ek4561Wm1Lquo7v+wA+QsA5F0r8SQmAJEiQkgshhVTu7izLpAToa71YFYv+vIeRaah29Gk0g4LjOADAmGXblZ12mvE8r91u7+qm7nF/CI1Gqz7Ni9IYQgjB+fRue08NKUAIsiwb4ti2PSNJktHRkWLNE4AaQYeb6JFsG68eAggEeo6j/fHOrfKf/vQWQkie5+ee++YwDH/84xve8IY3XnrpJffdd18QBHvvvffVV39rzZo13/72tzdufA5jfMwxx3zkIx/Zb7/9AWDt2rXXXXft/fc/EASd0dHRAw444BOf+Ovx8fHPf/5zt99+e5ZlK1aseNWrTn3nO9+5q9O+8sqr9t13XwD4sz/7s3Xrnr7vvt8edthhN91045o1a9auXVur1U4//fQ//uO3z94Vfv/737dixUEXXnjhRRddCACf//wXAODSSy9ZvXr161//h5zza6+95ic/+cnExMSSJUu6v9VoNL7whc8/9dRTU1NTlmUddtjK9773vUcddRQAXHTRhZZlffrTfwsAt91225VXXrlx43OlUumMM8645JJLoyjazok07AuOyPO83WZhGM3eU1dJcjPaCRNCAJBtW5QaUoowjIq/UHDOTdOklFiWpR19Gs1g4Xme2rjZTvWZpgkAlUo5CMKdevwMQ9vAGq36NAMCxpgLLoXofdFhwzB0AdhdmI8syzLHcYIgKNBpITjUhEDCerY1pg0BAILHM7GEYHtn02fNmjVSii1bJtI0BYAjjzwKAH7xi18AwCc/+Sl19VesWPH2t/+x67obNvz+6quv+sAHPvCTn9yIELroogujKHrf+96/dOmSz3zmM1NTU0EQjI+Pv+Y1rz3uuOPSNLvuumu/+c1/X7ly5Utf+tKf/eyW7h993eumg0vvuOOOSqXcaDQnJrYAwD77LL/++u9/5StfOeqooy6++OIHHnjgBz/4wWOPPfZP//TPn/vcZZ1OR/3uGWecAQC/+c1vum947733LlmyFABuuOFH3/zmN4866qj3v/8vHn/88e9+9zp1QBzH6viLL7543bpnvvWtqz/96Uuvv/4H6n1c1wWAX/3qrs985m/333//T3ziExs3brzyyivVn15ks1tVwpSMsV216Oym2KgQStMwXNcplbxms13YZoZSStM0LctyXRdjLfk0moFdoXbYsjFNE2O8adNG3y9zvrXQGkJQKnnqYa3HTaNVn2YAEACSCwlSCNH7qCQhJdNt+nai+kQcx6ZpEkIKlfElEbzERBsYSJCzs/tCAc+k/DCH7Kjgr7hia8/0VatWrVixtVfe6adPp94dcsghIyMjExMTy5bt/YMfXN9ut6WUv/rVr6Io2nfffd/61rcCwGc/+9nuBsHRRx+9bt26NE2PO+74DRs2rF+//tBDD/3Hf/zHHVXfv//7v3VfHBkZPfnkky+55G8A4MwzX33qqaedeuppP/rRjx544AEA6HQClbV/zjnn7GYEnn56HQAcd9zxp5122tKlS7uqr8upp56WZdm3vnV1o9HYLm7ziiuuAIAPf/gj5bJ/9NFHX3/99epPa3YjpTjnMec5Y47rjI+PTk5OFbDvH2PMNA3TNMplX3dm12iG0Myl9KCDDorjeOPGTaOjY3meEUJLJVdX69Vo1acZJJCUOWN96S6qGmBJHd65M9I0s20HY1y0Oh8+gsMN+XAmt2vc/jRH+whZ2sHL8a53vQshDAAHHnjgKaecstP3/OQn/89dd92lVG4cx+rFJElgVjmNLo1G42Mf++jGjRtnJ4Wapvnud79nx3c+55xzyuUKAOy9996vfvWrASAMQwAYGdk+gPayyy4755w3Knffbmg2mzs9q+fFsqzJyUkA+Ju/ubj7ot4hnrusCoNQCun7pVarXaibQghBKTVNs1Kp6Cul0QwxjuOsWHGgHgeNVn2awqEcI6pEAkLT324XuqBKkOd5JgT0WPWp6giq6LlmRzjnnHPVzLBQQbAIwQoTbeSyMatvO0YolnIzA9/cPrvvXe969/OWwbjrrrsA4Oab1wDAuee+WSmrU0899TOf+dtnnnnmkUcecV23Owjf+MY3NmzYcNlllx1//Cuuuuqqq6++Sqm+97xnp6rvTSqvr4tKxnv88cdPPPFE9YdeEPvsszcAzNHd1C0BghDyfX/FihVPPfXU5z73eZXvp3mh4iqOY4yx57mdTlCkm0IihEqlkvbyaTQajUarPk2vzSPOeZ4zVY1qxjySqtOUKikuZ1w1M72Gee99fYQQ1Ytcp/btVDBkWea6XgGbd1MEB1JUT6WctY1AEPp9LldQ5dh7wR9WSnnVVVfBjItP8epXv/qWW2750Ic+OPvgww8/fM2am2+55WePPPLo73533wv9W6tXv/y//uu/fvnLOwFg7dq1AHDiidNt2Q88cMX99//uggsu+NM//dMjjjhi6dKlmzdvvvzyfxwbG+86FQ8//AiA799ww4+EEBMTE7v/W7Ztq3Z8Uspms/X+9//FhRf+9cc+9tE/+qPzlJfvda973eySMJrn3QqJ47hSKZumqdJEC3KzEkLnUuFTo9FoNBqt+jTzSZ7ncZwo4QcgAIBzSYhqMUxmbGyJEAghOedC8N7rCoQQpbSwtRmKIN2zLKtWK4Vq3Dd9bgB7G7CewQTf2rsPAzQEmhRyCUYvdDK99a1vu+66a5XXbjYXXfS/P/ShD8dxZFn2m9/8JgAolUpnn332VVdd9fOf72EHiNNPP50x9oUvfP7xxx9X8/CTn/yU+tHf//3fv/a1r7nvvt+qUMzzzjvvy1/+8k033TT710855ZSPf/z8L37xih3PdkfKZb/ZbM3cldnq1avf9773fe1rX/v+97+nXqxUyuec8yY92+cOYyyKE8u28jwvQklPzjkh2DQNfWk0Go1GsxjQvpoCmURSyna7k+c554zzaato9gXartEwxrgvSX2EkLGx0SAIoyjS82dX+L7PBY+juGhDhAACBncmIpmV3icklJE8yUPGCy9bv379+meffTbPs/Hx8RUrDlKusJtvvjnPM0qNiYktV199NQCodn9CiHvuuTsMQ9f1DjjggD1wl01NTT3wwP3Vau2YY46Z/Xqj0Vi37ukDDjhQ9XJot9sPPvhglqVLl+61cuXK7mETExNr1641TXPZsmVLly5VJTq7YIzLZR8hHATBjgG6jUbjoYfWCiGXL19+4IE6ReQFgzGu1qqtZqsI2X1CCIyR55X8sk+1u0+j0Wg0WvVpemN/5HkeBEGW5SrvqMilpTDGS5cuabc7URTr7L6d31cIAchqtdpqtQvYqYwieCCRj2cSz9J4uYQTHVhK56dy/Rvf+IZu7wrTNK+77rvFL5iBMa5UypZlqWqTum/bAtwXuFotc87DMOq78FO+Ps8rlcu+DvLUaDQazdCjIzz7D+c8y7IgCBnL81wUXPLBdIt2ZRDrLYNdynhqGKqjxqz8zKLAJBxgwNM5EttKwQ0MLaNSwDyonc997nOPPfZ4q9VaunTp6tWriy/5KCElv0QIaTQai6r3em9QnTBUNzzDMAqyFYIQliD11qdGo9FotOrTLDh5LpMkjqJIFX5ECPakpEbPjSV94Z7PmkScsTTNymW/Xm8W8AxdBHsRWM+3adq+OZeBiTw8D2r+8MOPOPzwIwboevll3zTNRqNZtFTMobkjCKGlkkcpbbXaBRFaCKm1TAcsaDQajWb40R0q+4kQIs+TJEkY44wx2KE9g2bAJX1OqWEYRdxbkQi9xAADYLb5zUA+nEmxaFwfEiQCRAipVMoY43qjkeVa8i0IpmmWyz7GqNlsFalXu6qOrJ+DGo1Go9GqT7OgRqeUaZpmWZbnGcZ4UCSflLBN4X/Nbq+vbVsqzrNop1cmcKS1TdFOhNBGJptisVxZBAgQlCtlSs12u5NnOQgd7Df/usow6NjYKGOs3W7neV6ce0EIiRAS+qJrNBqNRqs+zUIaHIIxlrNcCD5otQSklEKLvrlc4jAMTdOEYnpxEdqHyjEsu0YvAhASPZ0JtDjcfaZpjozUpJCNRn3aAaWn9QKovkqlMjVVD4KAMV6oc8MY6Zw+jUaj0WjVp1lw5cQYE1yo/ebBOvk8zwkhugrC3KxeUMKvgBCEXmJhOSvMEyPYyKDOh1/9GAatVMtZxlqtQjQSGFbJRwjBGGdZpgq6FPAM9WXSaDQajVZ9moVVfVICgCx4xc6dnnmSJMqY09dxp+PTNSgRQgDItp3CjtUYkQca23g8OMADmUyGusKFZVmVajWJkiDo6M2LBUUIIYQooK6eXVZUo9FoNBqt+jQLanMohSAH7szznCGEKNU1YHcyPBgThJBhmJ7njozUTNP0PKewY4URWmlAaZbuQwjVOTybSzyknTksy/T9UhCEQRhpybfgEwwjKUHvEGk0Go1G01+01d5HYwgTQlTrKiGmHX+DYhupdluEYISQtpu7YgkADMM0TZMQjDEWQgZByBgrl33LsgrbEsDEcLCJ7k0BI0AACIAgeCqXSwiqkGHr02Hbtue5QRCmaSqE1PF9PUEWdKGQXYe8RqPRaDRa9WkWBpUX57ouQijLGGMMIVnM1JcdYYwxxl3XTdN0UYs+KQEhQogQwjDMUslFCKVpFoYhAOpGtQVB5Li2aRpZlhfxQyC03JCbGDzHJUEIABBAKuGXiTzNA2uIZJ9hUM9zm80W53xQ7rUhuUswlsUL8sQISQl630qj0Wg0WvVpFnj0KQUA0zQ5551OJ00zIfigWKJJEo+MjFBqLLau1kotTHv2TIMQYpqm0nhxHGdZJuW0L7RLmiau62z3YqFACB3rQBBBIKdFHkYoA7g/QatsiYdCHdm2YztWpxMoNa4lXy9vGoxQEWc/VtNAR59qNBqNRqs+zcILPymlUg5pOkjyKcvyNE0ty2KMFVnPzKs0whgj0zQxRghhSkme54yxTieQM8V5diUU0zR13VK704aiOhYoglW2vDOGDKa7VmOAjVz+PIKX2TBCBjjJjxDiuq6UotPu6HKdvd9QKLLGxhhRqlWfRqPRaIYf/bQrilU0cL4HIUSSpIZBh7tOg3LrmaZhGIbj2tVq1fdLCKEoilqtdhTFSZKqvMzdvIlSfaWSW/ArXCZ4lbPNooABIgF3x6IjBjXQEyHkuo4QMgwjxphecPp1FQoZSIkBdISnRqPRaBYF2tdXCKSUQoiBq5uRJInrOkXrvDxv9wYlCCHTtAghCIGUwBjrdDrb+TbnItblDJZlJUlS5E+9hMBBhnw0A7J1NwJiif4nloebsB9FcqAmKULItm0pZRzHOpGvX4tbgc9O6Auk0Wg0Gq36ND01jAbRHGWMSSlVZfZB3y+fad6FGWOUUs/1bMeSEvI8T9M0z3Ol9PbsYyKE8jzPc0ZI0f2iEvAhJjS53MKBzMxJjCCTcF8iWxQOt2FQ0vwQQo5jW5bVbnc451ryababHoxxxvTE0Gg0Go1WfZq+WN2DI5MwxlwISmme5wM63CrnSEppmCYl2DRNQglIlOdZq9VmjCkdOC8mZhxHhFBCSMFTywiCVTb8JoEpLrtV7RGABPQkg1YMK01ZI0WPSEYIe55jGKZqnqEt+/4tFNPLRQFVn5QyyzIhBMZYzxCNRqPRaNWn6QXKkzRY50wIkUIOruojhEgJ1CAlzzMtS3AZRkHYihBGLGcz12V+YsAQQkmS+H55IIxLE6NjLHlbDHxW2DFCQACmOPwilvsTdIy77VJCKczEKvfdxEcIuZ6jvHx5nmuDvq+qb3o6FO0qYIyllHnOGGOWZekrpdFoNBqt+jQ9MFK7km+QzFMpJYAcOLGKEOKPPCu3NDClhmmQip8d85IgCPOcKRsV+IKMFecSYTQoBUU8gl7lwr2xbEqEZs1LjAAAPcshjOQBBlpCpImRaVm2bSmvqVJ9Kvtxhx4JCKFpt0/3XyEEIEDzN/MxJp7nGIbRbneyLNOSr/+LGwIhirhKSCkBRBTFpmmCbuah0Wg0Gq36ND0wjTAeMIMDIcQ5xxjn2WA4+qSUKM0bf/45/sTvd/JxSk7tuk/jseqCjphyfAyKcVnC6DgH7oxkRyKy7SljBFMCNidyhMBKSxzieb7rAEiQM7sXCAFAnucqgk5KhJCQcjqsTkoQUgjOORecc4QAIYwQ6voJhRDdqo/q6zmeMyHEcRzDMFSArrbj+44S9UIUNKqZMZZlWZIktm3ri6XRaDSaYRYbumh1MQwj0W63gyASgg9WI4Tx8bHJyaniz6L4u7fmdz+S/eJ3XQXmHntI6YSj0mc2tdbcCWw6jJMec7D5iiPcPzlrIc7BMIxSyWs2WzBQxeIzIR/P4BkGTALawSUnpASAEZPu5drjtjluEZNgmxCTYDQjdAFmfIVb/dlotsdv5i7gjHGlCbngnAkAyViulOFcQm0JIb5fQhh12oEO7CzEAwYhLuT42MjExGQxVzbOOaXUts1yuUIp1XNGo9FoNMOK9vUVCIyRHKi6+K7rci6K2omoYXDBAAAgAElEQVRr2ugEgPg7/xV+6Xr1ivfyww/+j3/Y8chnzr+i8b1b2X2Ps/seZ09sKH/2ffN9LnJmoNBgxcSaGB1pwTJDPpTABJcEo20a+iEEAM2c19uRbEc2wRbGHoYSJa5BbIwoxhQhrFx8AEyClIJJ5RVEQkqCgSBkYuwQ7BnEo4ZnqLYR055Dznme50mSJEkihNzVZKOUVquVPGftVkfoip3FQEqJQCpHbjEXCkKIEIIxHkVxqeQRQvRV02g0Gs1Qon19hTCMlK8vjmMlogbitAkhIyO1NE07naCYs4hS4phW86s/avzr9QBQOfuV+/3DX5Kyt6vjeTvc8Mn/2/iP2wDA+9/vct548nyfD3UcOwwjIQYwGRIgFTAh5Poc6hyY3Frec/v5PP0/YIy6CXtKxUnZVbzTqg9A9SxBgBAGhJGkAJ5BfYpHLWPcNkYtwyF4ptxiHkVhkqQ7+v0IIb7vc87CMBJCSACt+Yqz8zI6OhJFURTFxTxDzgUh2DTNcrlMKVF1iTQajUaj0apPM88IIYQQrVYnigIpYSAiPDHGpZLn+6XNm7cUrUu7artn27bvlzZd8Z3JL30PAA767mX+SUfP5ddZvfXgS98OAP4XPmi96pj51cmO46RpouIYB3XJAAgkPJSI5xiQBduhkACAEMHEJugQzzp61LdnWh12OkEYhrO7X5imWatVla4oeFeMRQil1HUd27br9UZhw26FEIZBLcsql8ta9Wk0Go1mKMF6CIphc0gpBcZFDy5SgopSUip5tm1PTtY5FwU5K/WvaZqe59ZqVdu26s/8fvIbNwDAPp/5izlKPgCgI5WDrvksAHQu/L/5756Yd7WM0GDfdAKghGC1jVZbeBQjkLAQ1RkRAJJSMBZl+X3N8NqnN/98U7ORZkLKUsmrVMqmaSIEGGPXdXy/FARhEIRa8hUQxliSJIQQwzAKG8iAEMpznud5mqbz1axFo9FoNJpCoTc1C8J0rcKinZZpmhhjhEAIyTnDmFiW6bouxrjRaKRp2v8ZTGm1WiGEzPhIEees0wmSJAm/dTNEqbHvkvH3/uELek//lGPd1YdHdz+U3HSncfRL5lXyTbfpGFxUjCZCaLkJ+xliHYMHU8jEdL/7ea5EO10DRmZcPtqO1gXxcSP+IVXXdV1CaKvVMgxaqVQajWaSJDpsocjCr9lsOo5b2MuEEJJScM7jOKaUUkp1gp9Go9Fohgwd4dl/VFuzZrOltpmLE+Fp206p5G41i6abzglVWoPz/ocpUkpr1WqcJmmSzTQPRABCBZ1OvfZ8JORLH/re7F/ZdMV3Nl1xza7e8JgNN6ov2rfd+9Q7LwbTGL35cuTNT0l30zRd142iOM+zobnvMEBCyBSDiZS1uQwFMIRyKZVkUyl9cxR3z3ucBECA9vGso6ve3p4FQuQ5C4IgyzK9jhUcSonvl+M4SpK0mGeo8qsNw1T1PAnBuiCQRqPRaIbqWayHoO+SDwA455wzKFibYNe1syyb6aiGpJR5nnc7qvUdQohX8hhnURjNdpOqhnjJf/6PbAZLz3/7dr+11/nvAIKzZzfvd/nHui8+cvoHqm88Za+P/nH3lfKpL3OOXBE/+FTjTz478v3PztsuCwI8XFHVxDD3HamW6vV9EHBAmYCOhC25kIAiZLQZz4SUu23CLkFKAIkwmz5yl6sSAgCQ68NkY5KvrrkrXaPV7nDOpRS6ekvBYYzHcex5Xp6zYgbiIoQIIZwzxkgcx6WSp6+aRqPRaLTq08yb5EvTNI6TPM/znEtZFEeflJJSSqmRJEkcFzQoyzQNgnGj0dzu9JRyjr52AwB4xx+5m3cI73lY5sxbtXKnP933C3/52NkfE+u3zOOoIoQG1ymliu93py7GxDQN13Xa7XbOuASEAGwMFsAYJhJAICEMEBJUuc9ubc/ZOxsSACQSUjIEiUCxkAmgJhOBQJGUYiZkdLakwwCc87unAhbAPhTk9j/XFBRVysUwDR4XN/1SSpmmGULIti2MsY7z1Gg0Go1WfZp5sIHiOM6yPE0T1bChOLGdGGNKKSEYCtlPHCHkOI7nuTtKvq2KeqIJGJVOfOmOPyodf+S6q26c/PZN1orlyKCtn/4qeWK9+9KDtzvMPfpgMCjkLLv7EXP1YfNlVQ7odDVNw3YckNPaDyFECGaMBUGY53n3KshZypsAqFbts67cTi/n9P9lPCMJDSwAUkBTXD6XwySXudwmIxIBcCl/E4PlwBhFOrhzIOCcN1stv+TnGVOhDUXd2oA8z5rNVrVaKdSyrNFoNBrNizLv9RD00QbinOd5JoRUJSiLYPFgjKlBTcv0fV+VxDQMg1JaqMqTlFLHcVqtNmO7sx3p0tGdjmrpFUftdcE7N1z0r/lzE7Tmr/vA515y/RfKp63e8cjqWScBgOxE8zrGgyj5zNrICEgIgk6z2Ww0GvV6fWJistMJZku++ZLFEgFCYCNYTtHxNpxk4zEiVSDobKmIAR7JJBJa9A3Oosc4QrLIKXPqxBjjQvAwjHS+qEaj0Wi06tO8ONNWSgDI87wIze4kSBXL5LpOpeKP1GqjIyOGQYUQrusuWTI+OjpSqfiWZSmTaCEsIbnD20opt76CtlEglUo5juPn1RvYNnf1o9HzzkSmwert5LH15T94Rem4I3audvYeU6cyX5+x4BGes8YTzdbYnud22p1OpyOERLNY6Io+EkAgVKFwgoNX29hCIORWbylCUOfwYAbaNB8gkiSt1aoF74mHEMqyPMuyNM11OxCNRqPRDAc6wrNv5nWSZIxJIURfU0cQpYRSatu2bVuEEJVqGAShCsHCmBiG4Th2qVRyXbfd7oRhpDTa/A0FUEoIJRgQnunELQQACCmVyBRdD5lqFZimmSoBv3uPgWiHu/rRpn+6Vma5t3qle+yh6z78hY2Xf2fZBe/YiYX6+PppeTF/H7bIzj6MsVJQhGBCCEKAELJtByHcx5r7EgAhWG6Ah9HdiQgkIrPM88czUaN4bwpa+Q3EupemWbWKy2W/EwR5lhe2kQNjLM+zKAopLevsPo1Go9Fo1afZQ9NHSilEH8q3KMmhPHuWZVJqGIaBMeKcJ0mitrellF0fDkIoTdMoiizLchy7XPYt04yTOM+ZlJKx/PmU1/OcDKW0VPKU2uScCyGEUKoDuo5ohKgqASkBgZSdTpikyVx6G7Kp1k6VYfu2e6auWXPwjy/P1m9OHn3mJddd9uTbP2Xuu2T0vFdvf+R//wYA8F4j8zP4AACyyGlC5XJZJXMihAAQIOCMCyGCIOh7M0kOUCHwShc/ksp1ucSAEAIEgBB+JIUKBlcHLgwCjLGpqQY1qGValmlJKYoZSEkI4VxwztI0VZsg+tppNBqNRqs+zQtWfSpvREohX4xsmvOfUzKPMYYxdl3HdV1CiGrG0Ol00jQVQs4ortn1OAAAhBBCCMZYmqZ+2Xcdx3ZsIYQQfHKyvsfhTyppsPz/s/emUZZd1ZngPsOd3xwRmalZQhImNSCBjIpRGAlMGYzLNsbQHhDtYQFVlO1qyqbbtdzQplgYVht34XK53GW7DAZcDG0bZOQCJCEQg5gtpgTJUmpKKTOGN975TP1jx7v5MiIyMuYh83wrjZ9u3HffveeeYX9n7/3tRj3P8yRJlNKnhHSOwypXbJu124jl47PeRQeXHEzvu18n+WP//j/l9z8KAN5l5xPOxZPzK3xfGwBwDl+6ha/DdZ0sy/ZanySEEEo9zx0MBtglsZGllEvey67dIbYeget84gHcLxePUAJDA9/MzbN94NSKee514EZSWRSEUkJoo1F3XVkUxR68T2NMWQpKszAM7IuzsLCwsLCsz2IjNMwYrZTe8ni/SQ6JmVfGGM9zGeOOw13X45wBgBAiSVIhhJRC67Xa9FLK4WCYZ1mtVnNdV0lFKd0A60PNmCDwGWO9Xh9dfKd/og02RfS//1LyBx/o/e1nD/3ma065oFJGaZ3mSPkAoDj6BAAYpXUpqOtUZz7wyrcAAL300Fa9mnWxVkKAEGoAKAHKOKMUwEgpkR5vR59s1mt5niulV9fI2Qvc77AHlJgflOjrIxRgXpkfluRq384u+2QOBNBKodtbG71HO9tikVKVZVkQBNbdZ2FhYWGxr0GsEMKusL4sywaDIRaw2irih7XUESgK6vuu74ee56L5opQsCpGmCUrIbCxmjxASRVGr1UySpN8frKv/cM4ppZTSZquZxHGW5duqlDB/079xphpXf+39kwePv+eDx9/zodN95frHP7nYmMPkO1f9PAB07vpjGnpb8todxw3DkDHa7fbO2FAAxvP9IAgYpcYYJRVllDFWlnI4HGwtMTPGcO4cODDd6w/yveeHXBEU4Iel+UFxcpvDANwQkguoTfDbN6CUtlqtJEnLstibK5HWmhAaBF6j0cDpy741CwsLC4t9Cuvr2x3Wp5SuSNQmL0UIQf7GOSeUMMo455y7rst831dKCSHyvBSilFIKISilWusN/64xBn9OCLF2244x5vue67qMcUIgjuM0zcw2p4p5L3t28ff3LFFqqd/0DBqe2SX02Fv+GACcFzx9iygfABB0rjpuSAjVWiEVh4lkS0IIlspgnDFKpZRZmgohMemRMcY4j8Kg3qgP+oMtTLTDBEtCiBQCBWf2/iDSAE9ziTDwQAmUAAEAA99MjePDAQ7G1m3fVzPiXualSimldJ4XUWR9fRYWFhYWlvVZrBNKSQCj9cbVXHATmjGGjhogNPAd13UZY5RSKXWel3meS6nKUqBdhRRxqzIJ17I1TwjxPDcIgiAIKn3IOE7yLNdKbXdCY/CLLy3+/p4Tf/QhVgsOvP5n8WD0o1dFP3rV6l8sn5jr33YPADjXXbnVhB84Y5wzKVG0hiEDdxwnDAPXdbXWZVlmaYaZThWlBwApJfL2ZrNRr9eGw9GWuEeMMYwxx+FFUUgpYf/UE1QAh10oFDyqgQEQAhrgO7m5KSLckj5L+bZuTwQDJaSUNshzxZXIRgxta/PCxM7gZJb1bstBr77tSMBuvVnspWncRmpY1rd7Zo6BtWfTTU794+672Ic5Z67rEkJ83yOEGtCiFEVRVEyv8iZt7eCBRQ8VzuxmhRMACCGO60Zh4HkeABRFWRQFIaTZbKA8zA6sWPyiA+4tN5R3fuPEn3wUGD3waz+9lm8VDx07+mv/EQCCN/x0+Esv3dpbyvO82WwEQYC+PkpRihK01kKIOI6xY1Sve3kNQ61UPIpbrabv+3meb6YlF0UwNRgA13WHw9F+nMqv8U2ew5wylBAKEBv4agY/GoBrTY79YNFqbbTReza8czzuNOeONRosdn5+w41dHCCWXVtYWFjWtx+ncgAAShnnZlV7SFcMilLCOdfaEAKUMgzJC8PAcZy8KMBAksZj7xBTSmmtcLXYFtZKAAA45/grp7IOAwDo3HMchxCSFUU8HKEKqOu62phKZmYHmrrxjtd3v/sWdaL3xNv+m+yNzv/tX179/Nk/+9sn3v4XABD+2ivC171sq9m+CYLAGHBdR0oqpUzTVCnNGFtd0mYJo5ZS9vvDZrOORHrtv14lfMI4C9TxXM9x/cBP4ngvi7isAoeSw67pZkQBUABKyJwy9+fm6QHRdrN570+GlGCxlj0FNY5EcBwOQBmjZq9KzlicxcAdwEqFu0rdtwzQwsJig2uunTt2HlLKshRpmmLMXmWIT0z0ihCKzjrGOEZ2EEIdh3POCUEThAghlJJlKbTWUkggJ0M+tnVb2vO8ZrPJONXKaH0ygpRSyh2HUYqBi3le5HlWFKXRxoBBojgzM52m2XA43MmON/y9/1Z+5msA4F50sPPql0y95sf5wc5JFRBj5Gyv9/HPzb//k+XDTwKA89xrGu/+14Rv5Z6IMSaKoiDwe70+ruKTPr31gjEWRRHyxjMSRfwtx3EAgHPGMPGTL24hY5HGoij281RgHhXwndwYtIcAGJine+RCB2yU0R7H1FS73x9uq6rT2kcoDgEM42SM4v6a4zie63KHo+VtX9kS2AjP7euQuKpiXjd+RmsB+6qN8LSwWCvVsRGelvXtqmFBAIwQQkpFyGR0Ph6X1bmU0kr3EoBorbBunlJKKSWlxh3oHZ79CSEAJgyjIAiq+sWEkHEQipFSjkYjIZRScglXmZrqlKUYDoc7XPW7+Ny3Rm/508klyb30/PDay8vH59JvPwDypNFZe/uv+S+5ccsNoyAIOp327OzcVhm4yL17vb4QxSrrq+s6jUaDjqm41qYoCiFKrUGIgjGulVZa7feRxQncm5on1WJDaAAG5nk+tLid6Pf0StzptAb9odwDrG+sicUY457noq5SZStYi8Gyvl1BWZZJkuR5bow5ePBgFVyzM1kSFhaW9VnWZ7FWdofOHM64AYzT0ABESoXHpRQ4a3POxzorBEALIQihhFDGqOe5lc0hpUqSpChKraUxRiljjN7Cwg8b4n7AGGOMwsmi6ljhSqzYrwghrVaTEDoYDqRQO3zjujfKP/EF8Z0HxRe+vQJtuPoy9znXuC96Jr/8gi3vDJ7n1eu1qlbHVrV/vdFQUiZJcrpzKKX1eo1Smue5VEoKicwcuw2aa2eN6dCX5p4UgC4SPwVwgJpnB8TaRnt5JW61WmmWlbvqajbGACwGUwRBEIZhFU23JBDDwrK+Tfa0JYosKKYFE3Lc6NzDdT/P89FohLkbnPMDBw7AWNNlM1Jwmx4sJ7P3AaDax8TBopTCD8hLJ8+3sLCsb9dh8/q2ie+BEAJj8gtTao3OOa21NgaUQtqmMS8O+2K1Coz38Aznblm6aIjg4ooyLVrLqijf7j4pLApLniSBqy//uFZ5vkt2YxWg7Xp4608s3onSYAwA+l2BcLZ9reQ4TqfT7nZ7ZSkoJVt45TzLoijMMno6xyluDCdJuoSHV2bH2bQYtxlc7sI/y0XWxwBmFRyR5GrHVvDbuyuxUioKA1GWu8gctNaO4zgOj6LI932cVzm3i6PFVq9B47JJyIsqaoRMaYmFmqYpUr7qT5OL7A5P3WackF+piQohlFJpmiZJopTyPK/RaERRhI9TxaDiI9tXb2FhWd9ZBdzuQm5XFKVSGqndSfUtbYAYrcfJ2WMv33KmNK5wQIQojdFC0KIooiji3MHgjr25/bxGo60oCj8IAHZO0GVlc5PRnWkNznmj2ej1ekVRbCHlwx/BUn6O4+Bm8HKTGt3IZVmeExsuhDzNNSeUScw4u5WQf87NDIEZW8lhT0JrnWVZu90KwyBJ0p2fENDmdl3P9916vW7T9iy2e13AGRt5EUy4IPBPuCxSSouiGAwGGBuC5FApVZal7/tSSs75rlCpyZvsdvtSSqUUyomXpRwMRmUpPc9zXYfSRe5nveUWFpb1nW3zOM5uY3UWbYwSQlaV8Sbn98qzB6tmOlfhE0IIpRYLBYdhLYpqhLA0Tfbp5hkhRClDAJrNRrfbPZv6wJL/xaUO1Wt6/X6W5dvgmCXG6CzLfD/A1XfJnymlURTF8ejcGYyckguZ/p4kfGKIPVgaW7d9z0JKubDQnZrqEELiONlJ4qeU4pwzxoLAx6hOa55abPdKgTtxWmvsbyjWXTnEKo6XpqkQotJuqXpsJeWyw8H5yE4rIod1ZfHOkYJSSqWUcRxjxkGjUa/Xa1JKZIk2C9HCwrK+fQ8skFCWUohSCCmF1EYrpYzRhNCqJPpm9o9RgWMxNlSPKK03GjXGaBzH+zGbQmutlBRCeJ7nuu6KHqptRRzHlNIwDDe8ZiN1J4RQAoQyXJUppYzRKmhnHAZDAMxwOMrSbPsWPCFkFDHG+GSuCMJxOKVkLA50TkADXODS+6VRQKrNlQUFuQbPhvTvVTtYaz0YDFqtttZmlSTVLZ+LGGOO49Rqkeu61iNhsQOoUvIcx6m4H67vyKmwExZFUYkzIxvEOkxlWSLp2pVxisuf4zhISmG8uYkmymSlKNzsxrBVm/NpYWFZ39lgqUip8zzL80xKZGUnE5oBtnJSrqZ4pdRgMCyKslarhWEwGsVpmu4vpx+uEEmSYA5Ar9fbTI04rfVdd9117Ngx/M8bb3zW4cNXrXL+H/7h/3377be/9rW33nrrrWv8ibIsUcevonzT01PItbRWuJyNhVVVxcMnI3thmxMwjDFxPGq322UpzGLlArxbzTnHjItzamyGlFzlwncKA+O2UIQcE+YKj9jkkj07nZal6Ha7jUY9z/Od6bFosNbrNc/zdlETy+KcwqRDD8P+p6amXNfFvOtq31AIURQF9kwcDqiRhoyr2mrcLUKVZdns7GwY1iZXOiklhjIphQsiDQLf87xJTRcLCwvL+vbr3J2kcVmWoiylVDAu8bQDv5vnuVKy1Wo1mw1jdJbl+y7asyxFmmZRGKKs5cbuP0mSW299ba/Xq4588IMf+P3ff/uzn/3srbrPn/zJl2dZdttt/1D5Bj3PA2Nm5+YnaCycjtrtmB0phOx2e57nGiCwSPyAUppleZZl5+DwPI/DA4KUYzODACxouHKs3GOxN4kfhsp7npOmamd+kRBSFMLzPNv+FtvUy+CkktRi/TqtwXH42HYwaVYAoYQw3KUqhUzTLE0z7nhKAyEAhAGANsC4W5RyOEoajbpSGoBQsigBipunm/QBLlmwjAEgRKnK06i1AQASJ1m/P/SDSI9luxd5LIABUFoDIYxzqbSQWpvCcVwCQChbwvsmd1q0NkpJxjghoLWhlIJRaBhU5Nbuy1hYWNa3O8Ck6rIUUgil9A6HBmmtytLMLyw0Gs1Go+E4zmgUK6Vg/xi1GNDFGA2CQEq5sWSeP/qj9/R6vYsuuuhFL7oZAPr93ic+8Yn/8B9+973vfe/VV1+D5+R5/vDDDwdBcMkll1RfHAz6R44cqdfrF1544eQFT5w40e12Dx061G638chyyuT7/pPHjz/wwAOO487MzLRarT3SpCvm9cFEWM45NUIDAm0KT0qo1HNSDRKs1bDX51WtNaWMENgBxwCSzLLMhfAqf76FxfbaW5xLqZXSWZZj5MtgMBgOh4yxIAh83x8MBnmeu67LOV8eCKO1Ho1GruuGoa81GC0reZUtd/1prTEXuhoajNE8LwaDwRqXpIWFBawxiOo1nHO8kjFgjCmKIo5jKWUURfV6jTFHSm0MMEalVJydlDnFZ7Sdx8LCsr5dAE6sWZYrKaSUlO685hsxxiipRsMhadRrtRrnvNfraW32URCFMWY4HE3PeLVarRSiLNat2/7Zz34WAP7dv/vfrrvuujElCz7ykQ/fcccdyPrm5uZe+9pfRvnKyajOj3/84x//+McB4NChQx/84Ifw4O/93u996UtfxM833fTCt771rdUPveIVPwkAMzMzH/7wR772ta++8Y1vrP70O7/zlpe+9KV7qmeu0F3OQXOWwDQ1x8al+whAomEgTZsTG2a0Z+E4nHNeFAUmxG57HyFEKYVFUJvNpm1/ix1AkiS93gD3OCilmAuHrCaO49FohOIouIW3fOpGatfv95PEaTTqnutUAZZbLpdCCDEGqorwlBKlTJpmQgiM5Fx9ya6I6NzcHKUUnwtDolDABrP6CSGj0ShNU8dxoijEiFBKSZUuMVkuwsLCwrK+nQZKVwlRKqV217cmpRwOR1LpMAimp6dHozjLsn1E/KSUvV6v1Wy2W61+v1+sh/h9+ctfxg8V5QMA9Lw98MADAHDkyJE3venfeJ73C7/wi1LKw4cPV6ddd9111113/ac+9T+PHz/++c9//qabbvroRz/6pS998fDhw8961o1f+cq9n//852677bZXvOIVeP4tt7yYc1av113Xuemmm171qlcFQXjs2LE777zjAx/4wN5hfRYnCTCQJgdWmsr9rQkpbLvs+Z0gLAK2M5PYWJNQSynLUniereFrse3AGneMMdd1pVz01GHPr4RezkhyUEiz1+sHvuv7vuM4GOS5tdSIMkoMqWrBG6NHozjPc9ShOWOqHlalqjTMhRDVo+Eju65bVTHGh8qyLAiCer3OOcP99Kp9LOuzsLCsb9dMkzTNtDZSql0v4yulTOK4LIpOp91utxijaZrtF/UOY0ye5SPKWq1ms9mcn19YuyrpZDpfhfPOOw8ARqO4ooWvfvVrlgu3XHfd9bfeeqsQ4m/+5kMPPfTQTTfd9LGPfRQA3vSmf/u0pz3t8ssvf+tb/8/bbvtExfp+67d+KwxDY4zv+0VZvv71b8AV6M477zhx4rgdEXsTNQIRJbE+GdY5MuSQbZe9CkopIVRrUxTljll4KEAvhM7zzHG4dSlY7AA8z8OtDUKIGSsCoPsLxrl5q/CcyvclhBBlnqYp57xer/u+v7VhkEJIpHmw6Oujk/kCZ/wtFPbEog5VXeJKzAYJMApiw0QmQpZlaZr6vu9w6nke6tnYPmNhYVnfLhItpbXSWu2RjWGshzM3N99o1Ov1uuO4o9GoKpKz99szy1JKSb1en5qawqK0a9nbO3To4PKDs7OzAIAam3Nzc2c0+AAAlVcxf+/yyy8HgBtvvBEA5ufnl3NUzvmHPvShD3/4I4888rCt5rzH4RBoMoj1ordPGdOXoDih1oTYq3tAtVpUFMUOKxMSQoyRUnKssGrHtcW2ol6vRxGcOHECq9uR00iVrL78TbAvgsFH3W633W6HYZjnued5xhhU1FxD5zeTtgSWkXBdFxMIkySdpHnr3RbB+FXcW6lKEC9/liWPTAgpikIKiOOYMdZut4MgwLBSvA0UsLGioBYWG4ONaVkHtNYYobEoM7UHgBO3lLLfH8Rx4vve1FTH87z9Eq2ktYnjJI5j13Xa7bbv+2vJGXjmM2/AReIf//Efq4Nf/epXAODSSy+FcXjJWhmC4wDAwsICADz22GOwTJEVKV9RlO9+97sfeeThv/qr933605+xw2FPz2sEOhOVGggQuQO5YhYbfl+UOI4jRLnDxhwhRGujlCqKwnoVLHbAhOCceZ5Xllvg065omNjF1SsAACAASURBVFJqOBwWRYGEraoFv/rXMfayqktUrYaj0ajf74dhiHGnuCLvfENVz4VewWov20ZiW1hsBtbXt1ZgfEIpyj0YaI56dKPRSClZr9dbrUYcp/ulmp8xJklSrU0Uha1WsyiKLMvLsly9lN/NN99y5513vO99f4Uuvscff/wb3/gGADz/+S8AgEsuuRgAvvzlL1977bUAptlsoSvvdBzyrrvu/K//9U9f85rX/I//8WEAeM5zngMAl1122dGjR9/3vvf92I+9MI7j5z3v+QAQhuGRI0eSJLYjYo+jzigHUw0AqY02wKxlvydnAMdxpVRlKXbl13E+R0Fm+zostnmjAYIgSJKEc77JHY4qKBQTYufn59vtNgrSrkVaHMMvK+UY/EqapoPBgFIahhHyrtO56bZ7VOKPCiGEEEEQVJ5JuztjYWFZ305Aay2lVEJi2Zq9aTylaVaWJVbz45z1ev19MUUqpZIkKYqyVgvDMAyCoCiKoihGo7gqRrQEb3nLW+6998tzc3Pvf//7qoMf+MAHzjvvfAD4uZ971d/+7d8+8MD9v/3b/x4AXvayl7/5zW8+3a+//vWvv+uuO++555577rkHj7z2tbcCwO/8zlve+MY3fOxjH8XEvy996cvIA9/1rj+ww2GvEwkgbaZdYvKx5JIkVFsJzz2JsbmZ7MrMQwgwhkFo9lVYbDflI1Jqx+GLMYqb63OMMUwIxOAUpVSapp1OBwCklGfcwkAd0cmku/n5+SzLMNSZUlqv17G4wg6Xp4Jxzi3e2GAwIIRgXc1zsxaRhcVWzkI2PHrt9kFeFPEo3pLYjO0jfjiPNxp1z/OyLBsOR/tF3wXnetdzfc/3fQ8zH8pS5HlelmUlUT2Je++99+GHjxZF2W63n/vc505PT0/+9e67P/voo49yzq+99unXXnvtD37wgyeffOLSSy+77LLLHnrooUceefiSSy59ylOegid/4hOf6PV69Xr9JS95Sb1ex4P/9E//9O1v3+e67vnnn/+CF7yQELjzzjuPHXvcGAiCoNPpvPjFL7ZDY6+OBf3ZxKRAAUAb8Am8IITAJvbtPTBGo6iWJMna9Zw2A601hugzRgkhrutw7kRRuCuRbGcBduat7dNJaHmVdmOI1mp2dm4LWB9d9IZhTgRGdU5NTaFA6Bk7M2NMCJHneVEUKCiKMaKMsTzPwzBqtTuDwSBN0503eAho1P9E0ysMw1qtFgQBTEjL2O5lsa4NFzu9W9a37rUtjpMkSYUo937v4ZzX67UoiobD4WgU76+3zBg3RkdRGIYh55wQkqbZaBQbo9Bi2+H33mg0gsCfnZ2zW4z7qReB+WJG5pUBAGOAEXhhSCI77e/J9bjZbA6HI2O2lz+gQ4PzRXZHKXcc7rqO7/u7LshsWd9ZyvqWmluEUK3ViROzxhggdHP9WVNKjV6UKjbGgDGtVsvzPMd1wJz0jBECBsBoQykBAKWN0Xo0GmH8JG4WG2MIpUpKQikYA4Q0my2t9XA4xBKCO7n8Ga0oY0brxcBOQhzOm83mhFSpsQGfFpb1bYQd2CZYl8VgjK4q2OxlSCmHw5hSGoahECLPi320MCslASBJkjTNHIf7vu/7/vR0RyqVZzkuVLgLuN3BHthorusgc7YLzP5CRMwcLFZq18ZoA7tbY9PidLSBMYqCuts9ljnnYRj4fkAIEAKMOYxZU8Biu0zN5aanMZoQUq/XkiRRm8u7J4QaAxV1JIRooxl3SiGVNriRQSkllBgDxhjKqFI6y7I4jtFDCABAKHJCIMQYoIxXNy6E8DwXedcOL3+EMnw0vDEAKEoxv9B1XTeKoigKYKxTamM+LSws69tG1gewb+YXpWS/P5iammo0GlL29nJg6mlsQQOgtNZFUcZxGoae7wfNZkNrXRRFmqZCSFQh29bbYIxxzosiJ8Rah/vL4CIMdGV4GbCUb4+CUmYAOOerCzhtfgJnjDmO02w2J2Xibftb7KQVgf9br9ellGlWbOWMN9Y7UUqORqOpqY7rOlrrLCuyLEOah4XR0bl3xltFdWvY/t3VNT4dAGC6R1EUtSioMhJtv7KwsKxvO0wToJTsN+KksyxtNptBGGDg/j5dJqUUw6FI09x1Xc/3fM9zXVcIkWWYk6C2T5Y/CAJxUsLH2oj7asyCOfnKCBhi7Bvcc+ScEM45GNjuAApMfGo2m0qpypy1sNjh5cxxnLIsAcDzvK1lfUopLLhnDAghZmfnKiqIWx5CrEMjl1Lq+/5wOMT6ELtrPOANVBl9eZ6DUVNTU1UdP8v9LCws69t6G5IxjjVy9tEak+dFEIh6rUYIiUcxSn7t0x1uDOzM8zx1ncD3o1rN8zyldJIko1FMyNZP/QYgCIMszcC6Bfbj7Haqdou2lG9PwnUdANhus41z7nkeY4xaRR+L3WMvFXVxXXeLDRRK0YlXlWhH515F2/AERKX8uSpB5ZVzcneXP7wBvGEppVLK9+vjlEUrTmFhYVnfNkBr7TgcJYz3URy5EKLX6zUa9SgMXcdJ0zTPS63VxqLhH8nvnZf/PFseyc1gyZ9a7KIp5/IZ50fOc69d+wVT1Xus+MqcfGBO/HD5X89znj7lXH6R9yyfNmBi27LICylElmWu6wWBX6/XwjDIsrwoyrIsjAEDmmzaxDfGOJy7jjMUQ0v59h0MAY8yc4qMnsXee03GoG1qtrO4qFLKcbjruqjbaZvdYhdZH3IVznkURXEc439ufjcWL4J6RUj8JkOmJ6kRYwxPXn1goqRnmqY7X7lhRQOsIreNRiMIAiS0e7B+soWFZX1nAyilmOIlpdizJftOR/y63Z7rukEQ1Ov1ep0UxWIZdCHkGiu5P5Lf+1D++b56FACm/Euubfy4Q32XhcboXMWp7P2w9/l+/tiD+d0tdtGl/vMu9Z63+kQ8lE8+mN/9cPFFAODEu7z5nCn/Yo/VGOHKiELFC/mjR4dff1J8+7vp310bvvKK4EWnmnFaqbIsRRzHjuN4nhsEQa0WSSmyLC/yQiq1ySL1xhjf91E8xvb/fQdlwCemium0ZsEenlqJ1kptm5oLelc4567r2G5gsevEr/rcbDbTNF2xKNGGN1CKoqjVahgvPflbk5/X8ouEkCRJwzBETrXrzArvAeVb0E1qvXwWFhsZSnbYrMOOVCpJ0tFoKKVkbP8RZkIIoTQMglot5JwbAyjnVZZnYDXfT2/7YfYpAAh561ev/u+nO+3+3j2fevQ9+PmpwY9fHf7U6dcn/ffd38DPh6KnveqKd57uzPcdecOwPIGff2bqP6/CyQkhQRAEQeB5rtZqOBwVRYnZjBtYsXBcTE9PpWmWJInV/N2P6ElzdwacYOeHFwSkaV/j3puUWq1mUZRo/uJAM4tsfXHYVmFmK5qwKw7eJXaqMaZWq9Xrdc6ZbfMtJ9XWitgg9yP0+PETW6VHjUGbxph2u62U6vV6q8dwrgXT09P9fh+l4HaR9VUdDH2kBw7MgNFLjttOZbH6iLNWnGV9G5l6iqIcDAZY4mY/TjRoDGEl1iAMAt8XQvT7A8wvXxFH0tt/kN0OAM+c+ennnPdLlKy2kCgtvzn3d/ce/xAAXOm/5JroXy0/Z0488IXhfwKAQ+GPPO/8W8+PDq9+z0/E3//4Q78vTXHAedrzGm9axc6DcfaO67q+72mtkyTN83wDUp9ogE5Ndbrd3g6XKrLYKvSl/mwGnBDL+vbyjNRsNiYEPAlG5GIJa2OA0slFilRuCkJgktRNnoBfSZJUSmnAGA2O49TrtSDwN28HW1jWt1WsLy/EwsLCpFTJJu0TQoiUstls1mq1EydObPImpZQHDhwQQgwGg921mHE5xiBYzvn09DSWcbcdycKyvvWCve1tb7OtsK5+U5alUlpKuX/7EOZDl0VZliIMQ8fhRVGuuHI/mH3ue9nHAeBFF7zhRw++8ozVCyihF9SunvYvfWDwxa58yCVRx7l0yTl39d+pQZ4fHv65K99Zd2fOeLd1d6btnf/Pgy8len4gj13o3XC6RRRNECllnudFUQJAo1EPwoBRhtGe67JOgiBwHB7HyaR9abGPUBg4WgIds75LHOLb17j3IEpZlqXWSkqllNJaaYz4VFqOIaQUZSmElFIqJZVSeIJSOJkpLKeKwvRaG9/3UH1XKUUpdRweBAHKxlhsuUVuG2GjrK/MsqwyJDa5yiAvQskWz/NwYGzyzXLOgyBI03QvVG5AWou5i56N1rZYZ/+xHcayvo1Aa00pQ8/Y/s0hruKmtNZAIApDQkhZiiXrtzbqy6M/1SD+xcHXPOPAvzrd1TI5dKg3eaTjX+ix2qOjby3Ih670XzyxJa/v6v9BZno+q//U5b/nsdrprlmqjFFn4oIX1d0DR4dfjfWJGptp8gtWX6wAQClVluVYI9uNopAxDmDWmJOJLoiiKIuisFtE+5j1iZOs72LL+vYmbdBGay0lsj6J+cYIZHFS4v9pNQF5KoSQovqalGVZaK2jKGKMuq7jea7v+1a907K+PbUEawN5nuNnDM7clDHHmFIK3eaO4+AO9SZpJCGk0aiPRvFeMNkrhVIhRL1eI4sTux3UFpb1rWdc2yZYb9fxPNdx+NlhQGit0yTNsiyKok6njduE1V+/MvpzYVIAuPHQq093hePJ/X/+vVtn0weXHL9+5iddFkmT3z14d3XwhDgy1McA4NeveX/DPXi6a35j9u8+/ej/s+TgVZ2bbzjwSgB4srzvjC+pMkfyvBiN4vn5hSRJfN+bmpqanp7yfY9zRildRd0RqxUVRWFniv08XG0T7K/XZFbEelVYjTFSqizLB4OB1iYMwygKLeWz2Av2Q7XIaq19z5meavueA0ZpJcCoU/6Nh0MVArr6xdGtjf1fCBEEAYZETip5rhdlWQ6Ho06ng17EJSEzeFdbpUZzRlsF28FxTnr5JvN+LSwsLOvbhvaiFACCIFidM+wjKKUGg2Gapq7rttst3w9wJh3K48fFdwDgXz/9o6f7bioGn370j86PrvrUo++ZTR9a8tfXX/MBABioxwfyGB45Vn4LAK6d+olV7ue+udu/9OT7e8Wx24++KxHdyT8dbr8IAI6V/zRSJ9b1gFrrOE4W5ru9/kBr3Wq1Op1OFIW+H3DOl/M6TH1E9U7L+s4OGGsanHtvXCnkfsMkybTWmwx4s7DY/GqLHAxXJeRmnU7HdV0UqKzMDCSHuDwppRzH4ZyvxTjBea4oCillu90WQvi+v4HJr8ozjONYKdVoNMqy5Jy32+3zzjvvggvOP3To0KFDh6Io2oHEzkm2TAjxfR+LT0xyPwsLC8v6tov4ce5wzillZ4cZgcRvMBi6rjs9PeV5LqX0WPlNALiwdi0jp11sPnH07edFh195xTvOjw5/+IE3j8r5JSdc0XweADwx9s4dK74JAAfDK1a5mS8++Ve/8NT3vvzStzw4vPcLT5yiF9r2L6CEA8AP0/+5AROwFGWWpgsL3V6vr7Wu1WpTU1PtdisMA8fhlNEqBsAYEwR+nhd6O2uIWewoB7Bl+85JaK3KskySpN8fqE1Xc7Gw2AwqrkIpdRzHcRw0Idrtdr1e55xjdSjkeI7jMMZQnAzjls+4xqHzDYlilmW1WuQ4zgZy2vEOq5JFw+EwisJ2u93pdACg2+12u71+vx/HcRAEzWZzu5MgJm8eXZrVSm2L9VlYWNa37eCc+X5AKTXmLIku0FonSdLr9fM8a7VaURRqWgDABbXVSq7/y4vffCz+3ueP/eVzDv3y4fbN/3D0HUu8cwfDKwFAmhwApCkUlABwuHPzKtc83L75Q/f/xqA88Ys/8sfz2SO3PfSOTA6rv77+6g8CwGPl14xZt/V2ssh7UXS7vYWFbhzHhNBmszk1NdVqthqNGqqbcs4453shhd1is1Rv4rO1+M/FFY5SDHgrimI0GmVZVvlbLCx2fp2tHHqoBF6pd7ZarZmZmYMHDx44cGBmZmZmZubAgZmZmenp6akDBw54nrcWalR5wwgheZ4rpaMo2ljECnoa8Z611gsLXcZYnucLCwtCiCzL0jRN07Tf70dRtJbb2yTrq7L4tNZndHtaWFhY1rfFc5DveygNdzYFjuV5PhgMiqJoNpuz4vsA4FB3lfNb/nmXNZ913/xtX5/92Isv/reD8vhtR98xeYLPagDwWPE1ABjKJwCAkjPI6D33/F8GgH84+g6f1a5oPffh0dePdO86ybfZ4v2UJt3M69Nal2U5GAx7vV6/3y8KEQR+vd6Ynp6amZlutzuTO50W+5j2keqlgzSWxJ+LQCNYSpllRRynw+FISrWWRCkLi83NPmDIKf+EknlZxGmijWEOh4nMtElH9GKynDb4/wHMWmgVIQQpZZU3ODc353nexhxxyK8qulWW5WAwGA6HnHOkqSg/o5RKkqTRaOzAKMab4ZxHUTjZXDZ438Ji7bBbJhviyiiO7HsqkWfTjIMqCMPhUAghlQSAK5rPXXJOJgdz2dGL69dro7705F8f6d5148FX3zf3D9/v3nEwuOJnrnj75MkX168HAAUCAAwYAHjB+f/r8t99ePiNSxs3AECh0tuPvmsmuLzjXfgX3/8Vn9Wff97rrp85pdr7lH/JQv7IFsXrGdT9K4syjkeO4zgOd10XybzjONYnsH97MpmwdbAGnCXx5zj301oJYbRWUgohfM/zKdWTCUIWZx+QGyDzkVLupJuIEIBxpQGHOwvdhaIoMJ0vjmPOeS2MfN/HXQnMO3WcxV1RIYTjONqgq21NWcmVow//EyU9jdHT09Nzc3Ow/vy3ycS5SkITI0ixVdHt1u/3OWfNZrPb7eKiuXk9UvwtDH/FnxZC4BFjjFLa4XQtlBVvgzFWicForT3Psym+Fpb1WaxvNjTGhEGQJgUh6mx6LgBQSidJqo0GgCX19JQWf/n9X6NAf/2av/76iY99a+7jt1z4pqumbnla+0VHh1+9fuYVSy4YOu0lR5Yn9T3U/+onH3nntH/pa576h3/xvdd1/It+/sp3U8J+pP3Cujvd8S9acv4q9R42znWVAqWEEIRQzhkAzMxMdzqdbrdrid/+7clhVHNFqSVuOpDCjEuAW5yTXaKyrbXmWps8z6MowqBuS/zOViADwSW7iq7cGRgDeZ75vu86bl7kQoiqzjhS0G63OzU1VQVhIuVDaso5V0pTxpTS3W6vLMv1Uin0yKVp1um08cpbS3UqHmWMKUtRr9crcoWMa/NF56sLYsEGfHzXdT3P0as+C5JSznnFhCs/oZQSG9MODYtzEzbCczM2BHUcwhg9+/aNjDGop/746LuTxz/58Lu0kdKUf/qdV983/8kfu+ANV03dAgBN7+ByygcAs+kDAEAmpNm/PXf75AkPD7/5yUfeCQDz+cP/73d/uekeesnFv0kJA4BLGs9YTvkAYFAc384H12UppJRpmroOD8PQFuvbj3Bdd6rToZwZrZHoUQqJBkv6zvUFj1I0JcuyRJdLmmbo8LcBn2frSr0zpQVWXE+iMDp27NhgOBgMBhUDqWIjHcdB7x+KdmInxEgiZClK6bIslVIbYynGmCzLylKEYbjl3Ru3UZRSYRiGYZhlWUX2EJt/a/gTeDX8QAgRQpSlXMu9EUKyLMOkFWxVVIKpHKoWFpb1WaxjVqKUcO6crTHlHqkBwIns/uqI1OKR0Teq/yx1evXULatfZCF/FAAiOg0AnPgA8IP+3ZMnPND/wuQFOfU73kWrL2OJXAAAsm1uakJAa52mqTYmDAObOL7v4Dg8DIM8z9NhLKTE/QsKEGujLemzGLuCy1LkeZGmyWAwTNMcg8ds45xlQGfRrvy0lOpTd3zGEDIYjbKikFoDpVJr/AeEVMGQyJdc10VOiAyNUGqMoXSRIq436gR9boSQhYUFz/O2vG8jK6OUIqUcDoeVO33zATL4yqSU4/gjhYGyAIAyp2u8Tp7nSZKMRqPJpraDwsKyPosNtR2lQeCvMgHhFFNFwO+vpzvoXgUAw3L2JCtT8ZJz/vv3f/2x0bfPyPoOudcCQJOfjwcHxclqe0eHX5s8fzZ74I7H/niVCx7p3g0ADoQuDbbVKBRCDgZDSmmtFtlokP01Kn3fL0uRpumkoUMAEk0Ku+JbjMc4FkMrirIsyzRNRqMEHS/WLtzvb3YSWHaVMVYVGd8xcIdffPHF2M0YY47jnJJ6R4iUcjgcDodDzMFDsoQ6n5xzJSXnPAh8JFeu625gMkQdIylls9ncpsd0HCfLsiqMdkucq8j3HMeZnp46//xD09PTrVYrDENci8/4HidvgBBSlmWapugyrcI+LSzOTVg/xsaBszOlDDfnloQ0KKVw1WGMAhCtzWSdmb0PLNP3ePydk32FLpURK1W2evG9J5LvVZcCAJdEpUmODr92/cxP4pFp/9JjySlBpA33wCoXvPPx9wLARd6ztvvxjTF5nvu+F4ZhluVZltkOvy/guq7n+d1uV2tNyCnbWgXAgiYXMBvlaXGSITDGMGVIayOE8H03imqE2CJg+wMGgBKijQYg6NXX2hR5rrSmhCqtjh17vN1uA0CtVqvX60opAAOA/ATwHEaZVIozppY5BsmZf3+FtQMZl5Sq2WhKIbXWlFFZSrIYd0CBADHAHZcAJEmaZbk2phZFjDFtDBgjpSzK4tHHHjt44GCj2UiT9FSuQk7365O3gZYJViGampqK4xjdhpU6y2ZavioKjxvfOI7wA3LsjV0fvYVYyVAIkaYZpSzPcwCo1SKAmpSScyqFmCzdvuy3CBAwBoBQIFRJGSdpluVACABopTqdtud5u+gHtrDYLVhf36ZmPaztNrk0VMpRjFHOuee5tVqt02mHoc8Y3UebTE/xX0jB6RdP3PvkhxbtaRZe2Xx+dcLlzef8+jV/7bLwdFf41twn5rKjFNgl3nPwyBX+zQDwg97d1Tk3HPiZyjJvOAefd97rbjz46tNd8Ej3swDAwLmu9qodaAEsdKu1DoJg86JkFjszJHHjGZdzhxB3Yk3XxjwojLLv0eJUoHEspZCyTNOs1+tnWa6UzfTbF8QdgBIgxIABIJRSIWR/MBwM4sEwHo3iWr0upCjKohQlAGijldZAwIAhhAolKWVSK8ZZXhaU0UXySM5M+Ma86+Q/rZUxmhDAf/FopKUmQDjjFO8SCAUKBihQAhSAGCAGiNLGGIiTdDiK4zgZxUma5cbAzMx0rR7VapGQ4tRnPvP9TfK6siyLovB9fwt5zuTFXdeN49j3fc45elbXK3ZQxVfjHVbOwzzPHYcRQvr9/vHjJ44fP56mqdaABSTQkVtRzQpAqDFEKu04LgAhlBkDUmkplZRKG0iSpEo+tCu7xbk1ZdoevxlgcfPRKJZSoqwwpZQQyhjhjuP7QRQuBiIOR6MkTvCE/fJ08+Khe4bvAYBXXfGuQ9FTFx+knB2V89PBJR6LVvluN3/sgz/8DQB4QeO3pp1Ff2Cuh//Y+10AuLrz4zdf9Mbq5Nn0QUpYx78IdVxOh/cdef2wnP0R/6VXRa/YMXOw1Wp6njc7O2fTfvaF+d5stkajIXpvjIHPJjoGUg250pgXhGSGE+vvs1hxPseEbdf1OGdRFGF4nnUIrN5ouzkxUqK1ZpQprSjhSoleb5BlGeeuMcYYRSnRRmFgTr1eJ4TU63UpJHf4Y489NjM9wzgDAEaZEMJxnSWc7kwvXq+494RSsY8fe5KQxSS0JWUVVuFR1TlaKz/wZmdnr7zyyl6vL4U6lfWt/OsrXlAp5Xleo9FYWFhAQ2VLejVucOOVlZL9/gA9flVq4vqM0XFlBeRjGJCptZ6ZmcFqgTCu6FCv12tRgJ9X7nuEaa20NoTAiROzK+0V6E6nEwQB+ietZtvZT3UIsW95cYKyTbDZnsQ45xx9QY7DHYf7vttoNDqtdi0KTwaXj9MN9tHTTTtPmXGeCgBffPJ91cGGe+CC2lWrUz4AuPvxPwOAKX55RfkAwKeNZ0S/AADf63760dF91fED4eXTwaWrUD6hi88d+/NhOUuAXuI/d8daQCk1GiXGmCgKbW/f+xBScuekwUHAtPgpG1sOIQ8VQC3ls1hxOaQUALCoQ54Xw+Eoy7LJetAWexBVJXFCYDiMsyzD7K/FGn1KLvp/AAaDQZZl999//0NHH7rjjjtqtdqxJ45961vfch1XG82dzSa8TNaIc13X9zzcNahiPtdCoiZz0rIsa7VanuttbL+4Yn2UUiGE1qper1fNtSWEn3NeluVoNGKMHzx4MAxDVCJd70YAUuWKyJVliUdarRZjbDAYjGuuaEyAxGQZ9CjqZVBKAaCYDV1RnldKmSQJ7uRaMmBxToG97W1vs62wGdYHxjDGCSGO6wReUKtFuEPMOKu0htEeVaVSWu0j4kcIubhxfWpmH0++89UTH266h6aDS8/4rft7X/jQ/b85EnMd/pRn1W516Cl8qcUvCmj7uPjOD3t3KyOb3nlnJJDD4sTtD//Bg4Mvt9jFP9H5jy7dOQJmjAEwnLMwDPM8t8bf3jbZiet5ruOkaVaZOzUCjwqsl4w8EGIDmYIDHKwDx2LFSa8qW6qUFEKUQnFG0Ri1feZ01GIXX9jiwAYAoMPhED8ppVH2nxAw2qA/ECm967qu6x48eDDPC9d1oyhSWimlXMdd/n7X8L4nQ0IJIRg0CErpvCjXq2tySmF0SrRWlFIhReCHWZaP/0rWktcHY8/YBKeCRqNRFMVaHI9rHyyYK4hx9bVajXNeEe+1A4lc9S28t+npaQDo9Xoo7lIpMDmO4/u+lFJKVUV1UnryX1mWjJGiKJVSZVmu9FqNMQZzN+ygPqcmdgsb4bkFUEpJqVC4ZUW9Fq11lmUYCLqPnotzXq/XwjD8u3/+v46l9wHAvzj0v9x48OdX+cqffPtV2kgAaLPLfqz15tOdFssTnxm8HQAI0Ddd9/+tfhv/+b5XGtAA8NOd9xKyC9tyQRB0Ou1ut2c1XfY46vWa4zjD4QirHgOAQ8idLwQJDgAAIABJREFUsR6aSUsIlDE3+HCJS9Uak3cszlU+g5IYjuv4nh9FIWPEBsgsX9120YowZLEcudHmoYce9n0fFkV6HIxjBFj0IFUFxDnn6ORhjCktqihBSmktqoXRyRqtRhtKCJwae4k/hyGjMPY0YmhiVRugKIrRaFSWglBWffGMuwaT6peEEAOaMYp0aKozPT+/sIz16TNaJihZiffmum6j0cjzHKssbH50VK1aVYmglHY6nfn5+eUPi0Gb+EUUa1nSsNPTUwCQZTksCqQHWZaNRiMYK9NUuYKu6/qem+cFugSr6g54A1pr1/OiKFxY6FblJZaxPo2xo77vj/uJxcpvuXq5lUbrKlPBnnWc2gjPk4a9bYLNA7eLVtlLIIRgorlSmrF90/O0Ma7rlmV5ffCayBx8ILvjK8f/5kj3rotq13X8C6f8Sy6sXVPq7MH+vZkazKYPHou/q40EIE/1X3yZf9MqV67xg8+q/crX4/cZUH98388cDK68pPHMkLcurl/fcA9088ePJd/L5OCB/hd7xeMAMMOf9qz663aF8gGAkNIY47pOWZZVBSGLvQasHDUYDCdXcWnM+dz0SmAnN9GBEfJDYZocmtTm91mcwQqXUhqjjdZKySAIsKianQT2CIQQrutWSpIo8gGnlumbtFYniUrlCqtY2WOPPzY9PT0zMzMYDJrNJiWkSjOrojcdxxFCcM4XFhbQ9VSv19HdZIxJ03Q4HEopOefccfREhdAz9plJygdjNUvP8z7zmc/8/KtejXIs6zVz8YK+78/MTBtj0jTzPHdLvNaTrYrEEn1x2BRLPGxItjEJUEoZx3EQBJN6M5xzQqjrOuieHY3iXq8nhKje4+QLFUJIIWBCRxTfUUVRJt8sJgeu4O4jpCiKIAjsIFr9LWNHqqqALIl4ql6ipVX75p1aX99O0Cet8zwfjUZ5Xuyj4m/1er1erw0GAwyZK3T86f5bpSlW+YpDgpub/0fIOmv8ia+N/vLx8purn3O5f/PTo5/dXToxPT0lpURGYfvz3oTrup1Oe25ufsk7Ko35TAyGLN3RCAh5fgABs+a7xZkncEopY5QxHtWiwPfBKkBMNM4uWhEE+RiYJEnSJJ/YlavezqoOMaKX8K48zymlT7nsKUorSgiYk/4ovPLCwkK73e71enmeM+agZCUSHkyfOzn/rJNZTWqZGGOUlkKUhw4dIkBGcaxk1c5r9fXh/QRB0Gg0hBBZlmVZdt555x0/fnzLey+lFBu/VqtFUQTLQn+REqdpChMO0oozHDx4sCzLIAi63S7WaZhkHcuvRpY13WQ9xkazSQjp9XqV928J6zNaMsZarZbv+zZy+4zdcnJnZHmJskkp1D3bkpaUVrC+vh2iDeju27Mc+5TAEmMIIYxxDNBPkhTP8WjtX7be/lj59ULHc+L+RM0ZMABAgM44V0ZspsMvOeheva7ffVb9V67RP/tofq8G/UTxT4WJcUL3aeuQew0l/FLvuR6t7bpZU5al53l2i2TvDjHGwijsdnvLcy9dIJc5+oES6ISHhhCSGfPdEm7wgdol3+JME7gxRkpljEniRAgRhaElfnvEmMuL3PO8+fl5Rh0AQKff5NtbZd1bfsjzPMdxRvGoUW8URcEZq+xFQsjc3Ny3vvWtG264ARUm8eeQV6B3q1ojKKVmnUmPk93JGAMG0jQlhBw/fjwMorIsHcdZ15oupQzDsNlsZlk2Pz/vui5jjNJFIrS1vbdqkMFgIIQwxmBNhepmPM9DQey5ubkle99YPL3X6wFAFEVlWU76Y3FKX0onDD2VxWltgBCGtf4ajdqJE3Mwdu0uv1sUdMXfsqN49deK/tKx0tXSLR7HcazewT6bM60huzO0oSiK4XCU5/ke9PXhoK3K1+C6wB3eaDT6/YFNZqOURlFUq0Wzs3O7LFN+zlhy62pkx3FqUVQKgYoCy08Qxnw5NT1Nljj2pDGXMHJ9YJVdLNY6VWIcmuM4jUaDc2bbZNfz+ggQSuns3KxWUCX0ri390gCYSXcfFojDOF5jjO96lbMoz3P041XlCoqiIIQtd0ZV05fZqOsD0/CiKAxCv9frKaWMBkordeK1+voYY81mU2vd7XZd10VZgenp6YWFBdhqGZ4qtLJKd1xCQQHA9/12u3X8+Ikqxw8ftlartVrNJ588TimdmZk+cWIWt55X9PKNLVe6/PoHDswIIT3PLWXZ7XYn/7o0yZCYqakpx3E2X63+XFiOtdZxHOO+wxILFgNlXdcNw3BjFTt27CksvUdYX9/OWbHG7EXjUinFGOXcwZB6AKCUEEI9zy3LUoiy2sM7xy0bAKCM2gjP7R4pnHPOeVEUa0myx6R/13VEKVBkf8WvOITcGMA3c5hTMEn8GCGPaghLeJpnE/ws1rQBpLWWUjqOg9a/3S/YXRhjlFYudev1+sJ877QF3NYGKWWr1cLcPMdxRCnAmIrWVpFsnHPcwCWEViltJzVgqohQWN+ssihLYwwAcM49z1NKpWkaRZEUqiiKdfn6tNZTU1NSyrm5Od/38zzHzDrH4XBqmtyWQAiBbh8snIAZj5M34zhOWZaEUEyAnBw7ruv2en1s/yzLUU1gsojFGTNpGWNCCErZcNhVSmlQ6J7CoTrpdazMnjiO2+32/iqhvCuWT7XrURQCC+EuHYBKua6LfcDaipb1WSwODEIpIWYPjmfXdSjljUbD991qXwfveTgcWZJTLRKEENdxRSlsa2wfGOOtVtN13W63l+eFXrXSCaU0isJardbr9TEVZJWTA0qe4ZsvZSbRhFZxngAM4P4SGgwu4GDjVCzWMpkzxmFxd8xSvt2fmTnnUknP9aampgaDQSWUPeYVZxrWE14jRmmWFgSY62CZBwAgQBaloBbzGRjTBhh3x0cWu4GetIY3tNhX+itYVJ0QujDfdbgnSoWsqbrjFelk5R9DskQpDQJvfj5BzVKkZFVZhS33ySClxKaYLEw/ycoYY3mez8zM4DvCe2CMcc7iOMbzsyyr1+vz8/PYFJgds/xukdehwKkxRmtFOdGglJFAgcJiM6IAyQpSLowmWVpr1BljGhaLBJ4s/GjO2Dg7RBSrt1n5nKvQ3MmUHDhFpshU0VsrcXuyHuFqyhjV2mgNUhpGHaX1kq8bA+3OdBRFxhggQCgzBk6WzCUE84copVobQgxMKADZ+dOyvrMWhBBcH3Y4lgDHFe5mYcgJpZX0M2CRG855EASe51SzCf6vEKIsS6W03QkbL7SAi6VtkG0aI0Hg1+v1NM3yvKjVQkJIlmWrDBncze33B0VRruX9BZQ8LyTfSPWcAk7J5J++mWkekAMcjC3lYHH66VRr7TiccxaGgTVZ9si8gZolhpgg8JSK4jjBiuSwmFG/b56lMtNxUc7zXEqJzhMyVhNdvSkm+yTn3JjF/coqXX+ydsJO1pHC51JKYVEHAEASO5kGiVO6lJIxGoZhkiRVVOqKk/9kFCheqizLer1eEcjV70cpRceq4NVOd0WMdhHYVlWgbCXwU6XYLadMFUNWSuGGA7Llzc9RWhvGaJYJo4FSYszS1iGEuK5LKQwG8Wg08jwviqIg8AkBpQylpChE9dKDwG81G7gNAetP5bCwrG8/rUyEACE7mv2PkwXGZzJGKWWE0KrGBE6zKLKMWuST94YO/WrL0L5BFOC2iu3bZ+44Dm80GkmSJklCCBFCtttNKZUQ5YoLw3j7k5VlsvZAKp/Ajwbk3sz0NPDxm6QENJDvF6bDqQ1PsVhlRmXMdRwnjELU8LBtsuuoduIopUJILMxNCKF0/xmUuOAqper1OgCMRqMVTfxVzIzFfMIxrZJSLfF0oShREASj0Wjn17JJXZxJNxQKz1QlFrIsb7WaaIGc7iar58JGwxIXruvEcbmWoE2kT6Uofd+HMZM5+Vu72nPw5iu6XjlOq+MVqUPXX1Ulki0qD5Eq6niLzEiC7wIbZslVMeK9KBaLQOZ5XhQFxid7nqu1qZLtCSGe52HY7SS/tZOYZX1nIcbbbDsUQValGbiu12jUxkVUTVVTcEKoky3ndThEi6JcPb7uXHuD1XphW2PLTYEg8BuN+miUJEmCTa113u3pqBbGI708KwO/JYSglKy3xq5HyfNDcl9uHlNAx2sYARho8vXUPMMHl9pXbLF0+GOMnOs6zWYdRSBss+yRDSMkDEabwWAYx/HY9q0S/PYN90P66jhOrRZJuRjVifQGl+nVeWxF+bBzot8Mt33RJMA/FUXRarXiON7hSX7y3qqEPRjvpY6nfc05j+O42WyEYYgSpqd771U5TUIIFiQcDkfYAc5I+NE/3Ov1Op1OEATV+YvhlEBh9+L9l0RmxnGcJInv+1gWstLSxIUPOSG+5Ylub2CLaqbj+FpSfXHJCf1+H0Ntq5hbrTUmx3qeV5ZlVUXTc11KaVmWeLeW9VnWdzbbtZOz2wY6+mTh0cnpafmkP95OI67r1Goh1htYZfCvWL0UhTG0Nls7JH/3d3/361//2qc//Zn9+A7HjWO78xYPDc/z6vX6cDhK0gwmVl9RlKmBdrvV7w/Ksjzd7gasX4yOEbg+oJCqxxWQ8ZulBJ5UJirI0wOb4Gex1J52HIdzHkWhpXx7CmjvKqWGw2GeF5VjxJhK+n8/MVgA8DxPKd3tdjEkEsVjsBbCGXtp9QFJEe6XTZJGQgjWRWg2m4PBYCdHEN5J5aqqNF1gopZ69fpmZ+fq9XqappUu6IrWDj5RrVZrtVr9/iBN09PVZF96P5pQwo0mve4g9fKqwCCmCEZhsGOZeyt1aTPmtKCUUsoIoYpiFMep4ziUUt/3wzCglJnFvCHQGhgjcZwKITzPQWDTbXKyIoSUpRBCONwzZgWDEPcmKi4KAOjKQ0YqhKgKOUZRxB2OPkmweX2W9Z0DdgMwRo2hQkjciakmsar0KnrhJmgGTohACB1HacPkMjbpbcfTxtM9UMoch6P89Hr3e7Q2RVkqJSv1zj/7sz8DgF/91V9dVgppBdx1110PPvhglajd6XRe9KIXtdttAPjKV+7d5xTFduQtpnxBEDQa9ThO0gnKt9gPjSnLMo7jKAoxjGT51zFxfAM7mhTM9SFxc/OQMFXYLifkEWm83FzuEVvEz2LSxCQEgiAIAt+2xl5jSlrphYUFrXWWZVEUjY3+jewH7TxlhXFSFro+GGOdTjuO42rxxTSNtUxxldoHciTXdbFM+eQJeNlut3vBBeelaYpSmVWU7KkiHFs81U8yW1hW+xsmIlTHfNU0Go3RaCSE4JxLKSuXEYyLWyBJbrVaTz755MRQJWvsOXh+nueTdeEBIIlH9Xq9VquhGxn9V9V9VmQGX1mVpba1bfXoo4+1Wi3GWBzHVTof0vg8z+M4bjabnudhDJfrOlLKJEmKouj3RRiG9Xo9CALcEIFxfiBm9EzGfy53ulY0mxBSlpJzHgR+o9GIR+kiFz3VeV4lHMKEntCSd1FlpRptTrVyLSzrO5sXJzbe3lrM8RtztsoNiOJGuC1HxhyDjJ31gFoslC6Gbo+1mKrdFzIZ2oGJUmshaSuxPlXkYrLOxEc+8mEAeN3rXreWC95zzz2f//znJo/cfvsn//zP/2K/8xPbh7e8ST3PazTqSZKkaXq65L08LyiljUZ9MBhOLq6T4mAbHJJArvEAAB6UUKXzaUK+Kwwh8DQPpH1JFmPLBuOQbZ7zHpxGhsNhmqae59VqNTTH9435xXmVPI+Wve97QsjhcLQBBfzJwg/1er1y9VQmfhXnqbXu9QbNZnM0GhVFUWmZ4I9WWVi7yJkJIUmSdjrt0Wjkui7eUhXxVFFiz/M6nQ6Wd99C4CsoSxGG4bgEBVpWi9KgVTvjduTWmgeEgDGaUnq63EtjDIan4sZBrVarAiZREFUI2e32HCf2fd/3fXwEzh1jDKbNY1BrtZtQcdqxCuhJ7scYGY3SPM9P8vP1PGulL8oY8zyPUAJWvsWyvnMEjJEoiqSUxmhy0pFAkQECIZTgZzImhGTSB1jtgY09G1gHYsmcULkHyYatE611WQpC9Ir7i8Ph8I477sjzTAjJGO10pl72speteJ2bb77llltuOXbs2H/5L39y9OjRI0eOHD58ePKEr3zl3gcffBCvc9VVVz/zmc+cZIndblcpPT09/fKXvxwAjh07dvfddyslXdd9xSt+CuMxdhJ2ptryRT0MA9RbS5J0FfNCa51lOdYsHg5Hp44phqvjxlXICVzlEUrM/SUwsriPwgn5YWmMgcs9sB4/i8p2SdO0VqtZFd89BSllmqXR/8/em4dZVpV3o+9aa8/77DNXd3U3czM0oFR3CxFtQQQR6AaeBIPx0wgq+kXNczOI3+McwXwxg/cxxhun3JtE44REvWqimGgI4nABGRRoaWgEm4buruHMZ897rXX/eKuWh+qpqrq6xv0+eUxTdWqfvdfee73v7x1+P9dN01TCsuwZG0RllUoZqTuxgjSrJ03Nj2iaVigU2u32YBvktHpar9eTUtbrtX7fbzQagwIJSi1gcd+4KIo4F4VCATk5FdBS5aMsyxzHSZIkjuP5dk+Uc9Ht9gCIaZqdTk/JaTiOYxga1lQRqM87PKaU9HphlmUK7k6XmKdU/UTTtF6vh2xGagQUa3qci3a7I2V7aGjItm0pgXMRBGGaJlEUua6rkg7TemLVvwkhacr7/X6aphoz5CSDp5zlYk6arusEcl3cHPWtItTHCCGmaRy0QRyCGPIYOp7JtPd2tlutECJNE2wbOPgDjz/++Cc/+feDP/F9//rrrz/4kyeccMKFF14IAJ/61CcBYOfOndNQ3wMPPPj1r39N/ecXvvDF9evXA8BnP/tZLC0CwCmnnLJjx44sy2666c2K0uOBBx786Ec/uuAoJcd+8wn5DMPwPK/b7YZhdFSXyTnv9/1SqWgYxuB8i2na6OFmS+gyeC6UwDkGoZLsSoU2xewiCHksgwzkuRaInL8nN4As41h2LhQK+WosHQvDME1TDFvTbJmJRCOuQ5wmhLAsC7kxYK580XhAwzBQ3n1aRkzhE9wz+/0+Sh2sX78+CII4jnHkT03cLWJ2A3MrY2Njw8NrO53OICiVUlqWxTmvVquapjUajTkprdMjBkIZIqI0TbOMB0GAP0eEaVmW57mHUcObl2sHKQDHDhnVhRDToBIhRAoFyyUlGsjJSUVCCGGTTLAwVUxut9v9fh8bVuM4BpC9Xs/3/UKh4LquktA4uDLMedbt9pQo4uRXzwa4TcsgiFwZKUd9q8oUZ/FMXpXF2mqx1icEPwLyPPHEk/7qr/7yW9/69u23f/WOO+44JOr7xS9+/vnPg2qX37Zt27QP7Nix46KLLqpUynfd9cN//ud/uvnmd37lK7c9++yzX/vavwLAhz/85xs3nhYEIQB885v/b5Zl73jHH46MjPzFX/zvBx984NFHH33BC16wsGuTA755gnxALNsqFYu9fn8mkE9FM91ut1QqoRPCiETX2aC07rGc0yZLZgC/SiVV3TwAT6XgMThRA5l7qlW/dWMrVxjGmqZblpm3fC8Rw67OKIoopZkUqvdvWRgyAyVJkqYpTmq1Wm0cyZsJaefhIodJAcOpEh8OxU0TuJuULkiSiYkJx3GKxaJpmnEcR1GECdbFLWjjeaZpGsdJuVzGyqTiqCyXywrPAMARZP2OEXZia+IggAnDMAgCSgGzP0pPb15dJHAusdh78MGx9xIGKn5qVA8dJUyd+WDHZpqmjUYD0T6lxDRNzjliv3K5jOwvCsdSSrvdbrfblXLy+AAgxVTFmMzxbmoaXTAe+9xy1JfbTC2OEykF50dyNo5jDw+vu+66626//av79+875Gd+8Ytf/OIXv2CMlcvld77znevWrZv2gaeffvruu+/eu/cZ3D1x+/6Hf/gHIcQHPvDBQZT48MMPU0q/9707vve9O3AH/PrXv7bAqG8qyJM58dQxLqNt247rNJvNJEln9bdZxrvdHuo4IUWtENL3+/Pl719gkSKFnQlkEgiZHJl9MJJ7NTjHgDIjOe5f5cCPcy5l3O0KKT3d0HUt955LYkvB4FgIwZg+B6S0iIak9hijl0ql9evXjY9PILU9AMx2LF/NvMEUT8xgb+dgggyRA/aRIpKJ49h1XdRYazZbS2ENkTg3CIJqtYrEM6qP0TD0sbFxhWzjOJ6GzWZy+IMfJLVEkwwllMLUhJsEQD49TdcBoNvt6YZpGroEGCi7/ebg01hqZrnXQBSHGU8pZUIICWJQL4oyAkBhUmRQSglphrIKhFDCKAVCpZRctYYSwhHLoUwXYwCQpBkhhBAqhGy3O5qmWZZV8LzJwSFKORecC90whRAwWQAECSBBkNnAPlU/tG0LRY9zy1FfbksrslGUoVIKrOzPLY91ww033njjjYf7re/7f/7nHwaA6657dblcfvjhh9XPAeDEE08c/HAQBIZhXHLJK9RPNm7cuPDRxeAulj8qc4vPTMv0vEKr1UrTuUC1NE3b7U6h4KZp2ul0ORdSzmfu8FQDEgmPxlIbmLsd49CN4BwDTtAnnW1uq3Z7FELwLPN9v6yX8gVZErsKEMMwcLJr0afRZh1+aRoKr2Fb5qCwgSrpzOpo2JSIm62u69j6rno1DyZaxAIR/tb3/SRJyuWy53mdTmdx3Zw6VSzkuq6LhCJTpJocNS2wYokcpDCg2D6DoOV5a4uHVRqAKH41eShGbceJ4xih1CQmFHJiomGapuu6lmUCJgoJSAlCSDqJHyebaY/6WE5bas6lkAIIAJGETpLRPv+8B4QoyUBKeuCXh5zTA/L8CSBCCAEhJRey1/ejOLEsq1BwAYALyTRdZQ3UV5DZV/pUwTkfkFkqjixfgtwGEzOmadq2bVmWYeiGYRJyDFQZh7EDBw6gROz69evf+MY3vv71r1e/uu666wDgfe977759+wBgYmIcADZv3pwkSalUuu666173utdddtllODG4sE5oclvNId+cnisghFqWVSoV+30/TbO5BWeYn+50Ov2+j8RI83ueHMipBpxpwKCXZgCxgJ/H8p5A7ktlJvN+z1UN/LgQWZYhw8H8MrbnNrc9wbZt1Zy2vFCfaqibIgX5TaA8h2vB7dE0TdM0O52OmoSf+Z/HcdxsNk3TLBaL8+73Z3sy+I80Tbvdrq7rpmkiKrYsS/GOAgDnHNs95lhYA4CpVtvJsp6UmO/G5ttut2fbdqFQGJRDhCm+mWazuW/f/n6/F0Ux52JQ0Q5vYpZls90lkiRRf7IwiQz8ujAMUfSy1/PDMJyXUEeBRiEmqelzy1FfbksrptF1vVBwSyXPKxZtxzItk1Jt2kY8ZzMMAwA+8pG/GBoaAoB9+/Zde+01l112qfrAtm3b1q1b12g03vCG37/ssktf97rXAcBFF13MOf/bv/3Y1VfveOUrL3v961+34AuDUhnAuchR3xyMMapprFj0up3e4UQaZu5CjmujCCPkPIucrkE68CWUAAGY4PJnkbwvlH0hWF7zW8WWpmkUJZ1OZ3Ej49wAIOOZoRuDhITLC7IqsQQpJaWgOhUHeRpnjiEppUqlbbZNOohScNyrVPIW19MhHkZqmTRNsywbGhpSc32qj1dNuGVZpmbY5iBYhU3CeCh8kBAICSHa7TbnHGnDB6ci1cNGKW212r1eLwyjLOOcC3U0LEXO4Uaouz83Up/ZRn345DDGLMvSdd33fTUZOF8AfrKPLN+wlkI8dsstt+SrkNvBuz+l1LFtyzQNQx8eHt6yZctZZ20CkMViafPmkTPPPBMAdN0YGdl83nnnTTvCKaecMjIyMjw8PO3nW7Zs0TTtggsuOOusTaeffnqxWDz55JM3btx43nkjF1744he+8DwAOP/8C8rl8vr160477bTNmzdfcMEF5XL59NNPLxS8U045+eyzz37Ri160deuLFnhBdF23LCsMg3mfGl8Nj5NlWZVKud/3wzBc+mGZAFLVCCWklT2vnRdnJAIBezOIOJQY0YiE3JGtvucZAISQhABjTNc1WN16nov8RhPAQD9JkiROB8CSuiNLesNBvFcqlYrFYhTFuEM+v61uplYqlYpFj1KGhJyzZbVBrGiaZhRFnudFUbS4SQ0Fe3DQETlpUM/AdR1N00zT1DSNMWYYhmEYlmUhbcncpjAQK2LjKHbeqkBI13Xbtnq9vuo7VR2ziP3w8cMVo5QauobFW9WvO5MrVYaPwWA77vFeatVpXCqVgiAIgmBuT+DhMhFSymLRI4SRRX2c8pT95FLIvNk2t6O9t6iEG0VRmmbLiyRtXoxS6rpOoVAYH29kWZbPds1q6XRdL5dLnU4njpNltNswgMdi+Vgi2aFchZBgUnixBTWN8nwLXZVQh1Kq64br2hh9rmYHsYjvNWUszVJd0xvNRq/rK4mzgT6mpVuPxUIWIaRer3e7XSFEkiQ4CXZIPHBkW7NmTRiG7XZb6RzMqsqUpqllWWmaGoZRr9fHx8cXsYEZzx/RFFJ0ep5n29aBA6OIInCmDlUHlHReEAQ4kTiH+B5BmmEYyGkppdQ0miQZIknHsZ59dt80HQLEhMiYOih0buisVCo5joOvxlGbdaed7USj5fs+XhpOZh5vuIK7mWEY5XJpbGwc6UOxzfXYNwfMJmzYsJ5zwRglixQ+4c3KPRfkbC65zSRwF0IUi0XLstrtNhwHquJlkR/BTQwntnOb4T5rmlaxWOj1/OUF+QCAA5xukEDCM5kkMN3rEgKxhHtD2GjIkzRp0pzhczWinSxLg4AwNpnaz9dkEd5TwSmlaZa6jhtH6TFIdy5O7mDKw3JUHVQDioqhZObWarVKpeI0hYaZm67rWFJT9ZnFXRmEYUqOtdPpuK6DtC4wyezVnvb54eG1QRAMdnvCzOb9FEh2HCfLsl6v97woWdM457quR1GEKW91NCXXrpYL+T97vZ5lWeozg1+kcCAGUQff5TAMkYkH8wLToOPxeLwV4M8yrgiB5iXGw7NJm4E7AAAgAElEQVS1bZtzoeua4Dxvjln8kD5fgtxmAvxQWdt2HFh9wU3O2zlXyGcWi4VutxuGwXLsKaAERixylnGIjggkz04AHk3kA5HsSaB5BXiVPd6EEM6zLEv6/T4Gf/myLLwxOilWpuna3r17l9dGjdSRaZqOjY0Xi56SX8NBtdkeLUkSIWSpVEKXPdstF793CsYsOResaVq73SmXy4dEI7h0vV4fhaDmMBWJg22u6/b7/fj51uv1Wq1WHMfTan1H2BzSNB0bG+t0Ov1+H+lhpvVMKvIYVdqddmSU9FB/csjPzNdWZhgG5xzbeuf9xgkhLMvSNJZlOfdVjvpyW35x8Gqskg/svPkjMFNHYtt2sVTs9/tRFC/fNnICcJZOtli0QEAcCvtpAGOc/NgXO2PiC4Cc4XN17Qwky3iWpb1eL49pFsXiJNaYZhgGAbJp06blhfqwkKXrum3blE7OTSA37BySCJRS3/eR2GYObC5yypBxETsMl0rgQSnnPAxDznmhUDh4cfAnWZZ5noukcXLAjnp8LKw5jpOmKRZdBw0pXhQvy1EXNkkSZO/s9/sTExOjo6MTExNJkgz2ow6aOjJexaDqOgzMzQ6yvMxveKNUCud9eAevRa0YyWk8c9SX2/IyzsXq7I3OS32zgnyWZXme1+t2gyBc9pPDhJygw0UOOUmHRBziYhiBFMjuRP4wkL+MIRMy31VXi/ukRErJuciyLEmSfEh+4U3TtDRLCRBkjFheM+cqn5gkSZLEw8Nra7Wq2kXnEN/HcYzaBnM4GdWpKKUMgmBJoT6FTDqdjmkaiOumwUJUnsiy6VX3mXRfY+XNNE2kmKbPN4SFSPQyiGEOZ5Zl4VwcNrwghOv1emoCFucPJyYm9u/f/+yzz2JXqgJ1pVJpsL/3OIG9g1220r2c94MrRtO8ISZHfbktLfvd3/3dozqGYxFJu/fee6+66sp5POGPf/zjnU5nYZCMWG604DOPXOfvUNQ0zVK5VCoVe73esq7yPS/mANAInGfSl9m0SiSX06u+BIAQ4AC/SuG/Q/J4LHIAsGqAH+WcJ0maxDHPeH7fFx4PMMqCMCCUEAIDWEUAyKVM5aJcKs6tBUEYRTEhFAaaLWe7FEKIKIoMQ8fxvNn6OIWZoyhaUupq2AmpaVoQBIeEtYiLKKWaRuv1umVZpmni5SBaO+pXFAoFSkm32z1k4gDBHv7qqEdDchfEfqrYhaC61WqNjY01m81Op4PK71LKsbEx3/fxPLMsKxQcFCdEpIffq4qB877DSCkNw6jVqr1eLwiC+T04ollQ1Mf59pijvtyWlDUajUP+/BOf+MQFF1wAgEwuR/Ilu3Y99vnPf/5wvw2CIEmSQ/6q2+2+851/Oquz/exnP+O6Do4xHG/IRymFGbeLLCPTdN0wjHlJkDPGKpVKrVYFCePjE8tCpGF2eyWBtTpsc8gWEwwCXD4vcUmmsF8k5c4EdiXA8rn11WGTYQ2lGc/R/sJHMASktAyTSBCc25YBklMiQXKQnCx52QbGmK7ryKBYKLitVgtpSBXloKqTDCrUHbLyg7/q9XqapkdRNAeZONRFQDeHWgh4JoPPucp0LPArhpiWMdbr9UulIqrqqZk3pe+3f/9ot9s1TcPzvGq1quhtBoX+dF13XQercFJK13XXr1/neV6/7x9uHlLdi5kMTBKqCUmSlBOqZVwCYYRqumFFcRpGiQRKqMY0g1BNAgXCNN3s9vzxiWbGJdN0zoXrOuvWrRsaGlq7dm29Xi+Xy0NDQ5ZlKabQaZvPrDDelPaMwP91HKdarTYazX6/f+wVRSIpkZRIgg6REqIxWnBtKTglMm/wXBJRX74Eq9OQMBoJx8MwNE3zqE5CSsgyHsdJlmUqkQZTcwjovTC7gy4HR4Txi0zTPPgEBv8KN6AoitSHsWFD0zTFio5/on7ypje9Gcmm0OI4xj9UkjuYOZuvThWx4iI6TdOKXkHX9TRNe73+nJWO1NEkyPHxCeQhWLHhLyEnG7KuwTMp7EkhlnCw+Cwj5MlEJkKea4GW+7mVayoEZ4wSAozlklCL79fiOEbm/SkPtXTvCAIS3/cZY+1227Is9FkAoLAfwjCsB+LzpjDhtD0Wf5hlmZSyWCz2er1ZpfPwKxAMxHEcBBq2GnY6HVzPwQ/rur7w9EV4Dpxz3w8cx2m1WoOa6eoBSJIEhQcppfV6nRAahiHq12OEoGk0jlPV+Ukpee65fTgJiaHFMV7aIFML3pQ0TdesGWo2W/irg3cJ/Eyn06lWK7quHTjQQESK6yyEKJVKhqHjhaiK31E1IQ4HX7MssywrSZJKpWJZVrfb7ff7x0N+Rk0tYppgDiec23HIlOW2Ku3WW2/92Mc+hv/evHnzvffeOxPY8+Y3v+mqq6685pqrX/Wqy3/+84cA4M4777zyyit27Nh+5ZVX4Me+/OUv7dixHQt3H//43+7YsX379qv+5E/+eNrRXvOa63fs2L5jx3Y8DgA88sgjO3Zsf93r/gcAPPfcc6985WU7dmy/4opX/fd//zcA/NVf/SV+0ec+988A8NWv3nbVVVdee+01r3rV5ViifO1rfw+P80d/9H984QtfAIBnn332y1/+8jxtXlSCPJbu1qUHXoht25qmtVptKWWxVNS0Y2KfR8FydEgre2eXQBxKzjXJhTbxGIiDrpUAEEKeyuTjsWT5KMOKRn2EEF3XbNt2HEfX9Rz1La5hZE8IQaCyxG8Hogvbtg3DqFarjLF6vY4NigjekEYfI2YsNKlJs4ORiQqpoyhCTpc5OAUVnff7/U6nY9tWvV5XMAbXE4fcFthbKQ5MZEkxDAMF8QZvsaIkwQVMkqTRaDiOXa1WC4WClKLX6zUajdHR8bGxsdHR0fHx8YmJif37DyA4wcs8djSrBDlgUt8ls207y7IwDOHwdVpKaRRF/b4PUw2reDswix2GoWGYSmECbQ7Dn3iBKIQ4NDSEo5KdTufgvPxxAu25Lbrltb7cZrFjEEK+//0fAMCPfnT397//g82bt/zsZ/e9733vv/TSS9VeecMNN954443473e+8+abb37X+Pj4a1/7e/v37x881te//g1K6Xe/+52bb775v/7rTgAYGRn52Mf+Fn/793//f33oQx+66KKLO53OH/7hH1500UXtdueGG2648cY3SilHR0d/8pOf/ud/fp9S+o//+I+f+9znbr755q1bt46NjVWr1V27dm3YsAEAHnzwwXq9Pl8uR8gVxczOGLNtq9Pppmna6XRd161UKt1ub86kFEmcQMHF3ORq2N85QJnBNov8PJIHxGSH5/P2VgJPp1IncLoBNAcDK9QY00ql0gLETLnNxHRdx4j2N9NES3grwtIczuAJIRBo6bp+4oknpGnWbreRYsQwjCiKer2eaZoY9B+yZqK4RpIkKRQKmqYN9sLM5GRUBQkRSxiGSZKUSqWhoaFms4mdONhEs8BB/LTSFjJtep6n1BSQ/kSpNWJPEFb8GKPj4400TXHGDD+vUCsiK3WEQSmFY7yz6mxR9b7dbh+59KppGkoFViolrGSqiT7se5JSOo6Dk42D6HEOGhVSyrVr1yZJ0ul0hBC6rqMm+yHrkMcYOykmnhz4LZVtJ1+C3GaZqpGEkJe//JLx8TEAGB5e95GP/MW73nXzIXe0L33pi1deecXrX/86AHj44YcHf/Wnf/qnl1126d/93d8d8rt27dp18cUvJ4SUy+VLL70Uk2QYVxNCHnjggRe96EWYnLvpppseeuhBADjppJM/9KE/e/zxxw3DOHDgAAC02+2Xvexl87V5kRV0IymlhYKLXZ0YcPi+H4ZhqVSac72CEIiiuFgqrp5yhwAwKGyxSelQan0EQBKyKyUHshzzrVTIRymdrBLkVb4l8UoKgWyESZIs/PjZHM52kK0xSRLHcTRNm5hoBEFQqZTXrFnjeQXD0Eul0gknbPA8T82zHfy8YY8iAj+crZitf1eYRwEkznm73e73+6VSCTlU5GLMtw9+HZa5+v0+Y8y2bbzFg/IDg6th29b4eANl9/BXU6QvGoIcBIpKGW9e5OlVIy4CKs8rpGna6/UOx9CDJ6/WfN++A7quwVQDMExVAnESZ2ioXqvVisWiZVlzHsivVqtC8E6nM8gOOu+QDy3LMoXGc9SXo77cFs1OPPHE2XpEKfGlfd4zc+ONN95++79eeOFLXvnKy3bt2jVtG7rvvp999au3//u/f2faod7znnefdNKJ//Vfd37gAx9QW/ngBwapmffs2TNtNq9UKrXbbfx3mqbr1q0DgPPOO++JJ57YuXPnW97y1nPPPffuu+++55575o/rZQXtVoQYhqHrehzHaqMXQvh+EAQBNvrPYffHfCRIME1jlbxEuEYGgRfbpEjkIYEfAdgVyz7PqV1WJMaQyO6bL8WS2dsIUl8Ui8WlqeIw2EY42UUiBAwIcGORKoqi0dGxRqPRaDRbrfbExES32/O8Qq1WKxY9VZbBsXlFU4n5O8uyer0e59wwDEppEATY7TmlxSeU/ACCHKzzYJcjTncjtlRDbsgwuXbtkK7r2Ayi+iHRBcuDbJAyBGtr+KVzm+w6uK7FOW+1Wo7jqMLX4Ddiiaxer6dpptAXDJSe1GocD5yDDS9YmK1UKgCAhTsFUA++OnUm2MJKKa3Vago64mkHQdBqtSYmGnEc27ZdLper1erQ0NDgoWzbLpVKanoQXwHEyep7Pc/jnI+PT2D/sPre47EUioghx3s56sttke2qq6668847e73eYEaw3W5LKb/5zW+eddZZP/7xjw9GfbgzDL7ArVarVqtdffXVSEBcqVTvv/9naZoiBTD2iytEhzug7/tpmmJPlOM4+KtCofDoo48GQeD7PgBccskr3ve+98Zx/LOf3ffcc89OY2retm3bj35094EDB8IwvOqqK0dGRgBgy5YtxWLxs5/9zKtf/eozzzzr1ltvOfvsTfPqrFdIOl/TtFKp5PvBtLwj+pVer1ssFg3DmMPFcs673Z5pWsdjLnzJmgSwCJxtkmmsngr49aR8MBKJILnfW3moD0DCgKRybov8Mk5hmHK57DjOEgR+yGGGsA2LORgTK2EArI0IIZDQRUHEKIr27z8QRVGj0ZhkSwYwDAN1AlzXrVarnueVy2XGmO/7Dz300Oc//3mUNUfqbDUVpoAiIkDDMHCMEMnPEEwqOKdqYgBQq9WGhurYRKoKg8hBOg29KJgHAy2j6lqOXfUXL4FSWigUlKa5OgG8EE1jYRgqYLNgliQJikwUCgVd13w/UFHWTKIIxli/77uug5R40/ASgvDx8XHUexCC1+s1x3EqlcratWsdxzZNw3VdHNmoViv1eq1arVSr1VqtVi6XqtWKpmlhGCr1+eMLMCj1PA+fn9Up9bwEjd1yyy35KqxCK5VKlUrljjvuuOeee7Zu3bpt27ZSqbR+/fpvf/vbL3/5y23bvvDCCxGk4UZTr9d/67cuME3rhBNOmMpXkY0bN/7kJz/50Y9+tHPnzpGRzTt27CgUCpzz++6775ln9pxzzjmu695zzz2PPPLIyMjmkZGRM844A9NgN9xww5NP/uqhhx4aGxsfGdm8efNmADjppJN/+tOf7tr12MjIyLnnnjs6Ovboo4+Oj0+8+c03FYtFADjttNOGh4fxlLZs2XrXXXft3Llz69at11//Gty8TjzxhM2bN5955lmnnnoqALz4xS9Wnz9GB+O6DiEEfeeyzlrhtQAQ3/cPORnCuZBSep4npeCzZ6IXghumieHCqnqhPEoAoMHhYJ9OCAkkoUSu0QDymt+KwhhC0zSsnK/aDs8l9abj4BliGCFEEARA6JI6PXxOoihC5QDEqDjahzUx27aRuhMrbAreoDHGsixL05RSVq/XGGNIWem6TrFYMAzD8wpBEP70pz99z3ves2fPnmuuuaZWq+FI3mDkjSOFCNhwDBJ/hUAOK0WIW6IoQphq2/bo6Gi9XgWYZBmxbTsMQ8UzCUrFZOpdwMLaYN1pvl4TPKymaa7r9no9dVGqk9A0TdO02u22qmQu2F3GtTUMo1KpBEHo+77qHcWlOPLJ4NgF0q11u91pn8cSJd6mOI6DICgWi7quB0HQbDbjOMaJR1Sc73Q6QRD2+z6i3zTNsoxjv6sq5M7zIJ9ycAQAoFAoFAoubhHYzLxY+2TehP+bpcgLr7nN0LIsC8MoimLO06ksIFsNF04pxQRnlvEsy7Isi+M4y7Jll+BHVQzXddvt9uH6ezFBq2ma5xUkQLfTnWUnsDQM0/O8ZrO52vYWIuVDkdyTEUYOvbCbDHK6kbuelWPYOVYqFTFSX7WLsHTedAROyE4xPj4OAEIuofty9dVXB0Fw6623XnjhhYqo07Zt3/dHR0dvuOEGAPjKV74yNDSElcBBon9s88M2GSwYGoaBqnppmuq6lmVcStlsNgHg/vvvf/e7312pVL7xjW+kaarKiYN3Cot1qMMUxzHG5YrVA1XRcTwSAH74wx/ec889P/7xj6Mouvzyy9/whjeccMIJWNRSJzmtcxL/EzEhlv5U9W9ebjT6qTVrhsbGxtEdY+ERl4VSYppmr9fXNBaG0eGEgo/TG4GutlAodLtdhM1qQY66Uaj+2Hq9FgRhv9+ftmiDlKrYOKpqxYgYbdvGRwUAVEJhUPIBYfDxwGBE4qlKIBIAhoeHKZ2knx3MCyxK8JMXGycD2nwJcpuhaZpm21axWKhUKjhWvkrYGtHSNOt0ukEQSClc1y0Wi7ZtKwLl5QJfy+VSGAZHAHLoDJDYkxJaLBbJjLE9IYQQKqWU5HmTmavEJCGnmZQejjWQkF+msinyLNuKygdl2SSL/RInDlkt76CUlNJWq7Vz586FFxg4qpXLZULI+Ph4qVTqdruXXHLJ9u3bd+/ebRjG008/LaXEoUTV2odx/KCrdRwnTVNd15GvpdvtTkxMEEJ+/es9Y2NjhBDUM8AiXqPRwAobYgCFEBQIsSxLQTvXdbFkhz2fiABhqvP/1ltv/cEPftDv94UQ3/3ud2+44QYhBHZXBkGghhWx/mbbtud5a9as2bBh/dBQvV6vV6tVJKqZr4ABI/g0TaModl03SRLGWLVardfrpVIpiiLfD1qtthDCtp0FnjhQMsiapg0Pr3FdV8lOzAR4KIje6/VLpdI0T8o5R94XxNuI/3EWFDlLLcuK4xjrt6q8pnp6B/9wwTDYYMk336MWP5LPlyC3mZtSHdU0nXMhZaTYmVa2CSEIJWmaSAlJklAaMUY1TXcchxCSZinP+BJXJ6eUOo4dx0kUxUcFb3ghnU6n4BWqlXK310uTBGGdlL/JMg4Ogk/9pzRNU2fMNM05i0AsX/MonKHDE8khhMIIAAGyO4Galbd5rhyMASB9PyCEGoa+jBJAyx3XYbDLOSeUABApsZggKWMAYFpmwfOAECH4kmpHGRkZ2bt3765du3zf7/V6hmHEcfzBD3zgc5/7XKPR0BhbNzwMUu589NHvfve7u3btarXbjuPcdNNNL3/5yx9//PFvf/vbP/nJTzzPu+SSSy6//PL169e7rttsNm+77ba77757//79tVrt3e9+96ZNmwAAZeK2b9/+nX//9wcfeuhrX/vazp07NcZOP+OMm9785pNPOeVLX/rSN77+9Wuvvfamt7xl165d73n3u6+++ur/+Qd/8MjDD996661uofCpT33Ktm0AsG37Ix/5yOmnn16tVjnn119/fb/f/+Uvf3nppa8wDMM0TQSihmEYhq5pGgBJ0yQIgiRJsDhpWabruti2igjtGF2Dojnp9XqeV6hWK4ZhJEna6XTCMFSFNcuyUABdPTnYe3lc0wGqk3Z8fNxxnGLR6/UI8pDPBPkgPkeNPkTRWBPGHyoYr8p9WEnD2AyDEExGT9POVYBT/eFxKvdNWwrGtPkt8+aWo77cFs4GWKHAcZwkSVcPjcGU5JqUclKmNkkms7CO4xS9QhynYRjiIP4SRDs4J9BoNA53ywYJ5TRNR1b6NE1tz65VK3GcCMEHwb+mMULogA9GojYhhER/vwpzewTgDIPsT6F/KGRHAcYyuTelJxl5Y/0K2Q+lxNb3MMvSQsHTNJYvywIksGCKf1ISkFOdcxlPqaSc877vm5ZJKWUaE0up2rdx40Zd18fGxsIwvOeee9Ik0XX9ySef7Pf7zz37bBRFIyMjpmned9993/nOdwzDAEJarValUnniiSfe9ra3UUp1Xe92u7fddtuDDz74mc98pt1uf+UrX/niF7+IW3e73dY0rdVqfvzjH2eM9Xu9D37wg4wxAvDDu+6ybTtJkmazGQbBJz/5yUq5HATBE088AVLufuKJXq/3yCOPRGF43333jY2NXfPiF1erVd/3cbUvueQSx3HCMMRZxDRNS6XS/v0HXNet1WqEAOZDgyDo9fqIPdTmH0UR8ogWi8VSqdRsNufG5Hmwt0LiGUqZZdlRFHW7XV3XFYmoKnDhUIOCfGEYHtdWFIW4UPdC1zXLsrDFdLAV9giXhgcZTKkrhKbKhvD8+clpavUHf+bgr4DjX+vjnEvJMB027Ypyy1Ffbsss3DEM3TQNKQWmplbwyzyoBTQN0aF7C4IgikIs/SFSSpJU8VkvhfPXNK1cLgVBIMR0D6FuaKFQsG1rajZjso4hJYRhiPU9vHYhJSTJ1H8C/kBIAZN/chxnBpbHlkrkCTo8lh66nkcAdidijUbMPO+5/PcEmOISzLLUMHQphZR5ue+4r7yaqVZkmJRQzrllWhnPut0uklVMCqDBEsLhJ598spTyV7/6leM4u3fvtizr4osvvuuuux544IE9e/YYhnHyySfjyeu6/qLzz//rv/5rHOv6p3/6J03TLr300j/+4z9utVpve9vbHn/88X379g0NDd15552mab7//e9/yUtegvyfX/ziF33fBymr1eqVV17Z6/XOOeec22+/fXx8vN1u33bbbc8991wYhpdddtnf/M3fPPnkk5zzvXv3AsDTTz9t2zZK2w0NDfX7fVxGFIuzbfupp566+eabgyB4wxvesG7dOqyqIV83NhMq/zjtLcDXxPf9Wq2GRCPHWPlR35JlmZSi3e4oCh8sfCHASJJkdHS0XC57nocSf8hhszA+V0qJCiK+H6gC4FFDAkWCSin1fd9xHKQSgMUmRJmD+b5vWabqHsr3xhz15baMTQjhunaapqpffGWHGke4QCQwyzKO0+2Fguu6LucCpyDSJJGoI0QGGK4W0FDNljEWBKGUh/UZjNE4TpDsC/vwGdOUoxqUOTrqg7Gqo1IgJ+jweCLgkOtMSF9Ck8v1NBdyWK6mMtaYejcMQ9M0QnIcvxCmxMeQsoVnGeI9IYWQotls9vt9LPhM9rktpVrfmWeeSQgJw3Dv3r3333+/rutbtmz5wQ9+8Mgjjzz11FNCiDPPPFNprGuM4aSWYRjPPfecEGLTpk04IFetVvfs2fPrX/86TdMDBw4YhvGyl72sUCggXeQVV1xxzTXXvPGNb8RNu1gs3n333X/2Z3+mGgWR2R8H4cbGxp599tl777331FNPffrpp3fv3v3LX/7S87wLLrgAO1kU/+To6Og73vEO3/evvPLKt771rYQQ13UBII5jReOpEn/TPAUeJAzDMAxd142iaB5dMwIkxHvYuolXigOKcRw3m80NG9YTQlqt1sJox1FK4zi2LMt13VarhaOPalmOHCzhheDHer1euVwuFAqMsSiKsFy5jGIt7GsdfAxy/sjF30LzJchtjgkDTdN1w7Ztxlb4U4R+ZYZIOEmSVqvdbLaCILAsy/MKpXLJtm3d0BldnCQLVmWbzdaRN1wF6qbSqBRpXZR+1BIpXS59cyhU2aE5XQiABBkJcTjOl9yWfraLEKZpmmnarlvwvILjOI7jWpaJNAn5Eh1va7fb+/fvHx0dTdM0S7mu6WmWEaAgSRTGjGmMabhj8WxpZaAKhcKFF14ohPjwhz88Pj7+pje96aUvfammaQ888ECj0diwYcOGDRtwhgKrOgjSUB1BzXopDQbHcSzLwkhaCNHr9XCG7bTTTms0GiiQLaVMkuTTn/405/z3f//3P/rRj46MjCgVone9612WZd1xxx3NZvOtb33rmjVrPvWpTz3++ONhGJ61aZPqcJFSPvbYY7/9278dhuFNN9309re/HYtmOOmA4q4q+TsoQz/NGGP9fn8ekRUeM0nScrmsJA0QqWqapuY/KaV79z6r67oSozquht1Puq6XSiXULkbClZnHG8oRZ1mGhNvVagUvbXlNx+FNwTTZqiL/y1FfbivQML5xHJtSbcW/zHLykme606GQTqvV6vX6SZK6rlOv1SqVsuu6mqZhxW/Oi0YIoZQQQizLtGxbaYUxRqe5BEqpaZmVSiWKYvTKR/FVjE7Dt3kUOzdbp4GEwwE7ElOWg77laBhtG4Zer9eq1VKxWPA8r1BwHcfC2DdfouNtOFTGGOv1egcOHLjrrh8mSUqA4owlIZRRLUs5JYxRjbGl1c1ECHnpS1/KGHvmmWds277++uvL5fJpp522Z88e0zS3b9+OyuwIV4SUiOhs2964caOU8vvf/z5j7OGHH963bx+ldHh4eMOGDSeffHIYhl/4wheEEP1+v9/vc857vZ7GWKvVarVaQojnnnsOAM4888ytW7cODQ1haY4QcvHFF+u6fvvtt3POzz///JGRkUcffTTLsre97W1sQBJACPG1r30tTdPt27e/5jWv8TwPpc/x9JRnUVMACLQOiYWyLGOM1uv1Y19JhfqwBxUZYpTQPBKTKrkLXdcbjYZpmojEjutdxir02rVrheBjY2OYDFJS8keFbaqajQVtTHMAEMWqupwABqWEQA72ctSX20p5eiglhOr6Cu8TJoTIWXYtqk4GhH+NRrPRaMZJzBgrFr1KrVKr1Wq1arVawf8rl0tHdgaKJJMQYllWqVSqViuWZZmG7nmFoaF6rV7zvKJt25ZlYVOQbduu6z42aVQAACAASURBVHqFQrfbQzawI59zFMWM0JyAfl5yBGsYoYcXaaCQg75leFulpJTpul6tlnVdx/KLYs/L1+e4OhrFAYijXChKpmnaC1/4wmaz1Ww2G43m2NiY+rwCIUvtWrZv314oFIQQZ511Fkb2N998M47P7dixY5CbkQxIS2/fvn3r1q1PPPHExRdf/Cd/8icAcO211w4NDcVxfM011xSLxX/5l3+54oorrr322k984hOU0pe+9KX1ep0x9p73vEcI8YpXvAIAPvjBD1555ZXf//73FXiQUm7bto1Sev7551NKzz33XGT+vO6661DXAds9KKUPP/ywEOJb3/rWZZdddumll15++eWf/vSnUSJi0EOpoe6DA33sFxVC+H6g6pkw164/1Xii5tzUpB9+O9Y5VaMvLmyz2aSUrlmzRv3JYGFtcJBh8FvwIKqeOYhv1YcHCVSEEJ7nCcG73R5etfoMzGyuD/USVZ8nY4wQME1Ttaeqgyx9QCUloAxJvknmqC+3lWCcZ5ynlK7k93mAKWuOwSL6zn6v3/f9ft9vNVutVrPd7rTanU6n0+8HhmEeoQOEMea6jmkalm3V67VyuZQkWbvd9f3A94Nut9doNPu9HoC0batarSCeLBRcxmi73QmC4Kgj4JPOjYCm5SHsPJjLyBrtsJN7upS5eMNyNMao41g4NgYzSNvnduymGvbwP+M4xp8MCpEFQYD8yUt878I63sjIiOM4F198MU5qveAFL1i/fv1ZZ51VKpXwckzTdBzHcZxeryeECIJgzZo1f/mXf/nhD3+4WCxu3rz53/7t397xjncgHvid3/mdO+6445WvfKVt2xs2bHj729+OU22f/sxntmzZsnXrVs/z3vve9/7RH/3RGWecEcfxpk2b3vve92JBDE9G1/Wzzz6bMfaSl7zEsqzLL78cPQLKi2uaFscxKjRYllUoFFzXxcRiqVRCXpaZYA+8WZqmhWGo6wyB7sJwk6ie2CRJOp0O6qfj+2tZlmpMPYKhE2eMIVJFEKuE7xQgxP/Vdb1UKo6Ojil1xGNMNgFAo9F0XadYLA7Skw6i7txym+nrkNdeczuW/SiKol6vnySxEFIlJldaaoRS27aKxWKj0UiS+WwOweUyTNMruJ1O95BekBBSLpdQS5cQCiCDIMyyVDy/lDQ1UCEZY4xRIYRqpp/NZdqWZbbbnbzid6x3FmBfBveHh4hpMim3GHCqSUW+TMsNfuimUS4WcZgqXxC1LMc7ikBNAkKIrutJkoRhiN1umqZxAYTQwdLNQbdmCUU4qmKJ8E9wjk2PqLqOCAFH0QBATP2nKnVO/tVUMVB9HqZqTYMHl0IIIUzTtG0becWwAoYFN/wK/NLBehQenzGWKUVEQvAkKaWapqHmgRDCdZ0wjJCnZCYUX7quo+J8lmX1ej1Jkn6/ry5hti+U0q8DAMuyyuXy/v37Bwtu05yjIn3NsowxVq1WhJC+70dRdMivVuBK/dswjEKhoOtakqRSSkLUgyeDIESlIpxyHBqqt1pt3/fRa2Ol61iCBDUouGbNUKvVVueMF7Wk9iIi6eRLRyZrkiecsAFg8avuqiU4t5zDM7djzEIRwzCE4JwLTDHOfGp5GRnnEvOU84v60BmkSZJxy/PcMIwyzgkQnJJXn9F1vd/vK3X1Q26gqtuE8yzL5AybSaY55iAILct0Xaff91c5Feex3lmAISotRmIx/ecEgOaQYTkieUKIlDlly8KbEtpGLhOFTIQQhOgAwLmYasOjh3oXl5zfNE0ziiJD11HEHHf7SbB3EGMHVnUQm+G1qwdykNExTVPDMLChEeGcbVlJkjiOUy6XJyYmlDa6Uk5TP1EHmYR8WUamkN4gtOCco2SflJJS4jguNpIcFXsoAXH8MB4ZForUUankqe+dmGggwWapVMqybNq8HCEghEQUxznXdc11XQDS6XRQ1mKwsZMQ4nmFYrEYx3Gapo7jtNsdJODBO3KM9UyE7qh332y2CgUXGXrynsnc5rid5kuQ27E4Y9M0TNOwLBsHXTSNrcjqsZQcqQKOk08Kg4BnwjBM27Iwp6jAMzryJEnQ988EjM3ZGUgpOp2upmm2nVczjtVMkGbeSbESsV++CAu84Lj7IfBToIhSCkAABNagloVmrKZpWMrrdDqGYWCHJ/amKshnmqYq6zHGRMZ1XWcGS0XKNDpZfhKEEEYAOOcaY7qmCSHsgsuF4FkieUY0opl6v99nlDWaTV3Xq+WK4BIzs4j3YGAaDT0LVlPjJOFCIIsMFq+QPkdxt+C5ZRk3DGN4eC1Wz44aKgx+rFgsoOYTLIiMG4JbrNdhryai0GazOT4+HsfxtLm+LOMAgNQva9eucV03CMJmsxnHMa6DmrHHf3c63YmJCQCoVEphGKJ+BnKoHnsLK6U0iiJFSZpl2dBQrVar4dTlsuN3yW3xd6F8CXI7xi3Jtm3MVsZx4vsB59mkPO5KCY+wikYIHGOD/hEsjpM0zVS9znWdUqnYbncw85qmaZoukEpPlmW+H5TLZc65qi7mNqfNlVU13kpJzte5gvBeDvkWYr9V6FoIAYQGYQyE6YaRZRmhhAsAwrgAINjQmMEkwfJSf9GwXZNzbtt2lmWarksAHXsm8aop5cj0yJiUkCXcoloiUk4E1UjKU4MRTVJNM3yZGZK4lpOFkWdaWQqch7YkupBEyMAQUmYFavI4E7o2Pjaxfni43w84JVmSgARCCRDChQBCJBeMUEkAFfeIziSAkIB68ZxzbEDFO6KYcpIk2bdvX7VaxXLWUe+polexLEtKQBB4LFIESqYPACglivQS+yEHP6mg12BpVF0Rqswf/HkF7QZ1CKcltZWqE+e81WqFYeh5nhACK6KqF1c91Xj3Z3XJeFH451mWtdudIAhN06hWK6gUpfhdlkLQNdh5K6V0HEdKKQSf4fBnbjnqy23ZYD8ppW07lmV2u70oCrOMr6SkOOcCgd9xE8yRajwDAMIopox5XiGKYsexu93uQm6acRy32+1Cwc0ynqcS5/7MSGHhcM5B70Hu/ZbvRpd3Pi/AIiv+DEIIn4q5kYt/FaFfAEEhoyAoaIJSCZKC4JkuaJQEaUG3eGKFcSEh2ZO/Hv/xQ7/8zx9RP+ZpKilhplFYN3Tyb42s37bFWOf5VXu/P14bru7cvXuoXKMcgiQyDI1KAABJgCDO+00FC0BKIslgK+PB8T2+C0j3cuRbowYREfXFcYKeZXBwbg4hB/xmioHgfKAabjwWw9rgrPRp8fxRjdDzPNd1x8fHB4ln1amqrto5wyopZbvd0XUDOWMGeVMXHVwNtuxSSj3Pw6gJ8i6JHPXltsIM62BSsmLRS1MOkCZJsoJm/CTAcc2lPe/AgvN+r4/yDH4QLjDrEgocpWlaLpcajWaeopvrOpIiI9PU2EmO+panIeUGDk3lq3FcN5/JPXCKfsMP+mEYKhezegwpgDklUjLGpSZlykDolIvM1KTNpfNM46k7fnzg/kf6e0ftlFRCYXNCKE2JoJ0gaez51eN7dt32b/ULzh66aMvQti1kHdu4dm07CBNBTMOQA5Ki+P8okAwrYJRIISU5RCg/zWNlWeZ5HjaOHhWnYZlL0zTf97HUNue5vsHhRl3Xfd9Xw3vH3jJ6cGbnyAfESwMAXdfDMAyCoF6vVyqVIAh831f9pTBVYDyW02OMxXGs63q73R4aGjIMI0kSrExi8+1SKPehRh8SwEopVC5hKZxebrkDy22esQul1HUtFLJaGXlxxcgs5cLlq6SU3W631Wr3et3jrSp78E0UQvhBQCl1HDvfpudsDgiQh5Dt6woCMi8ZLb/NDQ7DpZTb/NogL+ju3U9iXQij21UVnOkCNEGYJACUSBYnWcRTppGShOLTB771tg+0vvwfQ0+MFyf6nPL9JdE/s2ZdeJax9bTmBu+AlQEj9T7Xf7zr8b/+3NdveKd/1/0l3XMpMSw9S9LnZZ8IPuEAUjLGbNPSGBMDdsjXAfk8UQRiJj4FERohBJsqj4XKZbCghGxng+XEY3e+qs14JiANpzEVKjMMY3x8PEmSSqVSqVQQ7CHiPfbpUyklttQKIXzfHx5eo+v6kiumkd+0egoxyfCXBxJLxPJaX27z7asotW2bMdbv93FiW8plL2w1L75kDqEPJrkXxXjGJyaalWo5y3gc5wN+c9peCTEpmdYjSwlpcJkAzTffZfT6Yz5L13MCzwVabZxnjuN4aGgIqyVIX7GKsgwgqZQ6pxkjnIBgYGgGiMwLs1//2517v3nXcJ8KjfmVwml/cD07Y+1JV2yTjBKYai/o+Lv/+1751OjYv37PbKfrm/z+Wz5Tv+fhc//XH/hBUzN1lXdCYmEBkgJhhNqm5RU9IUScJEEQ4OZ/MEITQriuaxh6t9tFupcj31MktNR1XQiudM+VBvrcUjBT8E8qXv55GcFQ8ujw/CnTI5zMILcn8rj0er00TYeG6pRS3/cVZ8yx4x810BhFUbtNikWv0WgunVdDSkmAwGQNgCAZ+dLX0lw9xm655ZZ8FXKbd+CnaZqu61kmkAR5thPMS/CKHMcVYtURnFBKPa8QhlHe5zmX7ZWQDtAul4NSDQQgAhJJWKsBAyJyhpBlcSsZMwzDskzs88wXZDDIm9+jIckHttTGcazEcg75RSoCViSTK2ZhhRBUYwhoAp5InbEkO5Ebj3/1e0//87dqjXC/Tc94y3Vb/vYDlfPPKp1zKlgGaIxoFDQNGAPLqp17Ru2Cc05606t9Qlo/e7Tsy97je/saWXf+pphwwoVjO1mawhQJR8YzCXKoVt/33HNhHBcKBc8rYLc/DBS+cJEdx6lUys1mC+UTjwrS0GzbRkZWBYHm9japflFCSKHg4UAdzF9BSR1nhg2Z+JnBTyKNZ6/X03Xd87wwDJEaR036oTKEaZpHBmzTZAMHv4tzHsdxpVKOohjrjYsPriQYhsEF1zRm25auG4TAtPnGxcmhrFA16Rz15bZUDHNvhqEDEM4FvvmwbKv8hBBko1pVVS+c1zdNg1CaLWyX6QrBzCCbGW8KoNMeeyk7AiY4EUBsInUCOfRbym8BIaDrhmFojuOstumyBUZ9MFVpQd7Iffv2aZp+5A+rGHpZu5jD+FAW8YwCMEMnVFZj0vnP+3d/9qs1n/dN+qK/+9Ap170y9WhmacAolYxIAoREABTXREKsEW7C8NYX0GK59fDjxVDsf/SXa7dtkS5joGdpRhkFKZmmYYVqaGgoSZI4ToQUvu8DQKVSppTFcazABv6jXC632+0kSWay5qrfjzHmum6v14MZ908e/q0kjDFKqWEYi9gUc1RLksRxbMdxUXdBNbti3+MgregR3q/BwuMgOyil1LIs7CBFztVFfmhhsuAppBgUoFoKb1OO+qbCktxyO26vGWPMdR3PKxiGwRidodzc0rwWAIE+ZlXdQc55t9u1LXMFEfMs6ApWNUYPcjaEEEpIU8DPI/hxCPtTIHkpdemiGjAMQ9NYoVDIId/xNjWhlGWZEAInx45sWN9ARLGSbpCUwLkglBIJJEuMMLbHOj/92P89FNCIkg1vfc26l71QegaVxBRMSwmkADFAAiYA5QAJUF9YKdUI62ti4xuvOeNdb9mT9odStvvTX9rgrXE0TaM0ixKNaVmWCSk1TTMMo9PtAgFGKZ80kSQJri0hJE1TKaXrumma4jTdDHkj8R75vg/wm5ZOnJlHKpTZpgYAQAkJLuX7yDkfHR0LgqBWq7iuq5pRcSWP6liVTCIAoGof4j3TNMvl8vDwsGGY+OJYlpUudnJWYVoppZp1zG1JWR7J5XY8kwqUAoDj2JrGfD8ASDjPlF9fRqkXQogQclkIAc+7ZRlPktR1nW63l1NZzC5uA1mmoIPkhyrlUQBJpC/kzyJYp5FzTOnQPBm5pMJuCQCaxhzHsSw7zxQvjMvAOgZjbFLSTR5lZx6UzD5Yq20Zp4wo5ULqlIDMdCFqGX30tn8v+aJjy6HXXr3pf16XOsB40tr5jPj1eBpF3NQAgAoQmiACQFIpIZXytCu3UQ24AcPXv+IS27r3/R/V7t/9q2/eNXzly5yik0oOlHR63UwIt+AGYQgE2UNB13XbtmFAbY9Sih2JYRjWalWEGTP3iXhz4zgZGhoaHx9XP5xDa66qdNm2nS7tPhRN0wghOObnuq6maUEQKOLNLMtm+MQqQULHcUzTpJSmadrpdACgUqlQSmfSartgjs+2bUqpEHk2M0d9ua1K4GcYhqZpvW43SRmyPHOeqR1/uYSAlJLBOe/VE/uGYViv16IoynXbZxu5mRRcAh156A5OMtW681wmx1I434G1Gsn95NJ59hnTLMsqFAr5Wiwk6sOAOAzDLMsoO1KHJ+fcsizkDyOENBqNFbMUGQXBKMuEINIkBA40nv2Pn64zLOei885+z1u5KzXCgzB4+t6f7f7ovwwbhXEt4VQybAIEcEKucXpgyN546W+5pgUCpE4q17zk1J9d0v76nQ997LO/+ztXgGXSNNEcUxLS8/tE0xqNhpRSTI3M9fv9Uqm0Zk0d5Wo5l5QSIUSSpJQypdg+o62QEESPURS5rovVwjRN8XbP1qUiawtjzLbtdru9lO8jDqlalpVl2djY2Lp166rVaqfT8X1/JrEELi8icNd1GaNJkvb7/TAMBwUbyuVyFEVLRqVdeJ6X96/kqC+31Y79vGIxTdMoitM05RwbPjnnQvU8LP0gfnXevjTNOp2ubdtpms2hG2d177CyRGUrI+yIzw4jJCPwYCRHTFin50WlWcdVgKEuSHj+9NGcjXOODC6lUnFeiAFzm2HUiLcvTdMoihhjclDlUkogRHH0G7ruuK5h6IZhSClX2P4sBdeZTiUApWYY3/uv33LTrEnEukteDCbhIKUE1ym84BUXnb/mjLve+b9f86lbEguooJJIANn43v+381v/8XsfeT/YTMqMCCKFIBpZf+0r937tP4ux/PmXv7H5pusn2i3aoW6lWKqWoyjKsowxDctTSLzZ6XR6Parm+rDcZFkWFq8USp/hzUWX32w2i0VPSlsILoQQQsZxjCwvWFScYXYA5qTwvtBBAyE4pAoAhmE0Gg3LsopFD/HqoIqdevixpRMbbjVNcxybEJqmaa/Xi+MYuXDUehJCwjAsFr0lsQ5ECAG6wQxDl5MssTn4y1FfbqsV+CG3p2maSZKkKY/jMMuEEEJK/F+5ZEMrMhVqwCqVnZFRFNm2hdJAOZ/nrJ6dGpNPp5No5EgvCEAK5P5YbpJwpk5kDv1mFkdyznVdl1IyRgkhQgC2kR9jsxMhlDFWKLjLJye1clAfAKDqj67racrxR1jNmxxwYqxYLNq2ha9Vmmaaxvr9/kqi8WQCGEgpJCHEbPh77rpngyCdmrN++6VCCp1QSUgaZNbJ6wh1UksjF55jGJxkDAwNmEye/HXDBOuCs7mpc8k14FQAUOaddSpsqBnPjFmP/goI88rlbqfbDfq1ejluhwyIBCKlUNuP6p8cvDWDTZUzpLhU2IYQkiTJgQOjhmGYpqnrOmOsVqv5vt/r9XD4fyYvL6IprKQtrzsbhmGaprVarV6v7du3HxchSRLDMLIsi6IIa9fFYtE0Tc4z3w/SNMVJ14MpcDAySZLEcZx2u73YTZ5CSG7briLwyy1Hfbmt+iiYEF3XDUOzbZNznqZpEARpyqUU2OO+hLEfrNrElRTS94NqpTzeaKRJzuc543UDqGrUoTKSkh5VyxhAAnkshljIsw1g+Zjf0eABVh4Y00zTwKxEmmZB4MdxkmVCSg5zooYXQhCgpmWappnHLoviI7C4lKYpIZNRLJY4sMceKe+nWC6IprF2u93pdFcU4RYlnEiqMQI83N+opxqjcvilI+ASojGSCkIFNQ1OgRXtWPDRH91TG3nB3f/Pl9Zt2HD2/7g6m2hxLgGASZASBNU4FYwALZvrtpwT7W0986MHNu05oJ1Y41JkadZpt2Wc6oRyIBkBSYAezwcfpcaVXHu73a7X64VCwff9mdPDIMcMzsgtl7uKmDZN04mJiVKpNDw83O/3fd/XdT0MQ8MwhobqhmEahh4E4ejoKPZwwlTi4+CVweFAzmdEfbQAV2dZlmVZ+ba5dPeVfAlyW3iPzhijVMO6n+M45XK5UHAMwzBNAzs3lmAbIc4lr9qtTIKMoiiMYq9QyEsfszKHyGE20zYkAkAJ/CqD+0JI8lH4w8cWKKhgmpZl2ZVKqVj0kOHAssxyuey6rq7rU9W/WVMQEUJ0nZmGAXPVE8vtWBwEIcTzvHXr1ik5b/Qamqa5rlsqlUqlEtZgdV3jPKOUGIbhed5Kulk60zTKJECcpmNPPK1P9AXIl33of4FNCQUpBFDCQXIpwGHD12z7ybv/z+CBXZe+5x1nX/Uq+N79d/3TbZuvuowZRtQPNcko5xqhNJPAmHXKSSbRrCCDKEnTbP2GYSoh7PtCCAqESAnkuHfLJkmClStEblLK8fFxz/M8z5tJ7U613iy7O45ylFLKLMu63a4Qol6v1+t1AMB/2LbT7XYBSK/XU82cg6muQ74ySHi76KuBkoyIP3OlhKVpea0vt8VOPFCqaVqhUHAcGQRBHMdCcM55lvHZKqUe1yiTC47gZzXfrG63U6lUbNsOgiBP5s3YE8IZBhkNZQQzfYgpwLiAX8SwxZRaXvF7frSHvEqMMU3XC27BMHR4Pi+UlLJQcC3L8n0/juMsy+bQRCDyx3vxPIKSNUPeL6T0RNYW0zQQkUgphZAZF4ZhtFqT3BgzLBMtj9QGF5wLSqhhmmmUVDQ7MAzQRCaAARMGJURSQogEYdIX/fEbHCDf/ed/ee0F5+3f+dh/fOSj217/6k1vfa0ASR0rk0KjOggpgFAiyyev+zWPiKlJBqMT46e4TtkptPstTokEAZIyOO6cUmp0EFs68cbt37+/Wq24rjMT2jAhhK7rURQtr9uKQu046ZdlWbPZjOPYcZzh4eEkSbrdLtKnRVGEQnzTRksOfrzxM3EcY+PD4va74nuKu3S+leWoL7fcDuvmAYBS6XkFyzKDIOCc67rAqT8hOPqGRST8lBImxxIkrKTRkdl7LNHv92u1mhA8DKP80Z0h7Csw2KDJ3RnQmeXQCQAhsC8DIHC+RUg+EP+bUI9rmqHrumnqruseUq0LJ1sMgzLmhaEeBAEhIIScOSkLtg76vs8YM00zT1ovPLBHHbOTTjpp2n6LaBC5LjCAbjZbYRgKIVzXRWLDFbMSICUlQHWNp5kGxLQs0KgAqQmZaVQDTmIuGQCRbKhw7rvf0XjvR+DZ7sRzoy944bmb3n4DlCkwyimABBASKJEUOIHaxpPDksW4CEXGTGd8/9iaerUf9RIhUyE1CXRBfJzCBniL8d1stzvFYnEmqI9z7jh2u9059iHeBcZFWZbhzKoQQtM03/fxAcZFQDTbbrfL5VKn01FhDy7XwRlwTdPwjcA6W6/XW0xEoWmIPPMWiaUbb+dLkNtSCY0JwZG/UqnkeUXP8xzHtm3Ttm1d13VdIwQWj0oEp+qBsdX+ysRx2uv1csXq2aFlgI0mKbPZoTdK4LlUPhWLHHPAVEpb103LMovFgucVjtoCQAhxHLtcLhcKBWx/QpbzmeShpJRpyvv9IEnSPG+9kF4AY19s8p9keR4wLGUwxvB5YIwGQYDjfHF83HVlVOStEIvCqGvWDK1btw4AUJoI4FjZLKT8DVEHYwzJS0FIRqikhEhBuCQao1wySWUjeOxj/zC66ymoekP/P3vvHq3ZWdYJPu9l3/f+7ufUqVRCgEBIIsEQEpBARxS5KfaM2kx7QaBVpntm1FnjgMxSEXSJLBbSjDPtYIutiyiKTasLERpCQySEgI3GCIZESCqEqlTVuXz3b9/fy/zxnPPWrnPqcu7nVGU/q1atc77zfd/e72W/7/N7n+f5/Ra6T/zT1//pP34ISkIKaQEQoUBrBVpSEFqtZlcqTYEQDUrrOE16vZ7FOSerYgz7E+smFVNrpN6WxauA8EIPLCEEp8bltRNh4BrzPGEt9IdrDp5hIWVRp9MpS2FeQTvvwTeeRyullpeXcR7Oz88tLCx0Oh38fnNd1HbHikrz2Z03p/pohOHqslyvmTXqq622Te0BmIjlOLbjOI1G1Gq1ms1Go9HwPB9Pfw9qNcFVl5Cn+iOjtZrNEiFUFNXAbwvmEvJil4RkC9OXAHBCHi21fKpPOa2U4tyybct1nUYjsm2bUnbJ6Wd4g8MwjKLQsizbtgghm0mCopQqJcuynM1m9ew9UFPr/ikllBKMEcaoEHI/NwXj0ZpUUkJIGIZHjswXRXn69OlWq9VoNBCq7TTqSIBZXGilSiG1zmRZZDnMEiklYcTWBECnsxgAINdf/a0/vOcvP/Y9b/1fwEoXbnvenf/ux7/4yU995d0fIBK4BKYBGCUEuAKbkP43Hu9MS7/ULrOJVIrAJEsAoOEFuhCcsUIK2N/zzaoAQ1mWrVbLwJLzPuZ4QLxG53NlOeWUYpNRueSSs8gECaWU4/H4ySdPLS0tnz59GgCQC9T0bRAEnU5nfr6HAqS7wpqOGBW/37btNQ0VOEBXrbYa9dV2ua59aIwx3/eazUa73bYs68BxaT00SsnpdGLbtu97dSLHZt0aAIfA8x3SoFpuZTvMNXwjh6cmeSziPa21bVuOYyHZw1Yr9JANxPO8ZrNh2w7nFh60b+acW4gCSYZrwZJDYsaLLYqCEMiyzEyGfRigdbpqlNK5uTnbtgeD4WAw0FoLUbbbLVQP3+H9KK0JpahC6M+304CLshSnBjaxirwECUprO/CURSHJT/71fa//wf8pjOVf/8Kv3/dL7+k941nfe8Mtxz95r9YaNAAjJRElKEI0URB/61QoiaIEkL6F0VyK5f4Kp6zdaEqluG3t82yvPox5XgSBX8XV570ZVPZbx3dyZSx6lmVRSsuy3GTQzMSWy7K0bVtKiQnqvu8bMqROp+267srKQLXOEAAAIABJREFUSr8/9H2v1+sSQvAkfVfOQQCg0WgY/cYD52KorUZ9tV2WhhxfazFAdlAJlmblPcDawkNlQojpdNpoNOx99w8ua+DX5uSlHj3KSbnpDCpCyPFSZYo8NXuZMeq6jmVZjUbD8zzO2TYizPjYOo7TbDbCMHBdh3PrkvSeGN4vyzKOkxkGVWo7aMOETxxQKWWSJNUFeR8WZ8ScSJl41VULSZIsLS2laYokNOPxJI6TbrezO0luWjNCLMbbTz82CznR+iNv+zVIte1YQIFRxjglGiDN2yV56E8/9uW3vaf3tUX22a9+6n//1VNf+LtGAYQAMNAUBGgApYgGocvjJzSnWWiXIJnFQWlNQSoVx3Gj0ySMiqLc5422WrqGoh0manQhHXZKKeqAX2E7stYaOTDxpOmSswhPPbCX0FlijPm+n+d5WZbz8/O9Xu/IkSOE0MFgUBTFbDZbWlqWUs3Nze0KFw4eojmO43kOntPBIWDgq61GfbVdGRiQHhTwwxWs1h41O1OeF9PpzPM8zq26QzYP/BiBWx241SURAbW5AIXQ5NulZk+l2YVH+Jxzzm3P81utlilx2dHyQanve41Gw3Fs1HXYTP+XZZnn2WwWX3Z60FfkHoCgy7Ksfn+AYVhM89s3AhIEnLZtp2kex7HjOBg6RuKfwWAQx0m73fI8b4ct1UpzTZRW9Ghn0ZIaIDwzg1ND0CCIEkqKTBSnB+L4qVwLG1ikKExnbikXYh2limR59o1vQ6lAKRvAAiBawTA58U+PjLjqvvT5WWAJKWVRMk20hqTIx9NZs912LZse3C5XlmWW5ZjAiV19oYG4ECC8zM+5mGXxoihgc0mYphNw/mNqMZJsTyaT4XCYJMlgMBgMBpiKiScmy8vLSimTSbttM/mlQeBLqQzfzCYrqGurUV9ttV1sFwSAg1pJ0KOoj6/MWCilxuMxY0yIWrR90/0GAACckmfY5KUBuZ5rBiAvGvdDBb/HhR6rp8TkQzeCc45VIs1mIwh85D/YhQ2PUqTlbLdbvh9sRs2PEKK1KooiTbM8z+pDn4PwUs7+I4QxZuHPlmVblmUc2X1YnLHMDAN9RVHYto0HB0gng0FIxthsNptOZ1EUtlpNzrmJTK6jgbnEtSgUSlICKZTxkehH3vEWAH50KB7+o4+C0ESDJpqD+ObdX7j313+7MT8vrukWT+vCdfPF09vF1a3i6XPhVfOf/r9+E1JJCC2BCaC01Cf+8jP+SjJltPOKlxSU2YQQqqkmIAglbDIeF7PZ0e4cp8wkT+L/yDuiN9jGPXobCNwwmuBoLi8v+76PBR3YsRs/0mw2y1Igg+XujjIilmob13wPZQRFsIEmrrWmILrNGYjfYBQaGOP9fv9CUg3n9YvM/MfEVxTGAIA8z1EQCypUSWhIEHrkyPz8/JyJLl7KDSJEU6IpCjoSAEapkiUl2rY4AV0tfK2dpcNptXJDbZeTQwgAhICUcv95RIQQ9dnVeRxi0FhpU3vDW53KHOBGlx614PFCnZJaaKAX3iZzTb6Sqts80qSg9lxC+SDxHmOUUsa55fuu67p79KQrpcIwLMsiz4tNuGtEaxCiTFKglKEcfD2HD2qSIPZI0zRN031+FNCjNUJzjBFDNwrn5iKmaVoURbPZ7PW6k8l0Op0a2kb0uS9ZKco01QRyqhnhUkPzxuva33Wz9ZXjJz56942v+V5223XEZmDBza97DbzufwAtgTIQAIoCB2AARMMsAe6AJUEzV1MoBYzIP/7unzog3edfv/DcG8ZlwalNGaMWT5KEUCrKciamnmU3mo2838eND8XlzBEJNhndelz5DWIx2YY77GetdVHkCwsLJ06ccF23LMt1ES1EF2VZlmW56w+j67ooroB4HvmfUGRPCIG6kXmez2YzBFdlWcKaJAOi1q02FqdQFbbhrgq7fdBsRLCQ8zbP85UV+bSnPc0wiG517HBcbNtG+F0jvcNv7J3vfGfdC7VdFqa1LoqiLMWucE9t4+pBEJRliakXtcGqHHZYkxzuyMOgcNSCqxgRmky1vpAXSwByDYsSQkpDekVNIWOMUcuyHMeNojCKQs45OlV75ElgljKe62/mElJKpNSxLKtmr612435eDiFflmXj8Vhf+HnZu6vDGm+h1jqKIlSXNTdWxSRaa9SObzYbiBxMUGiTPUsJLai2NZNKSUpsx3vkM1+YL9iDH/9U8ztvCq89qjgTnBRESJcxmxFOwIXSBWWDZLq0GXhcOlyBYoWafe2Jf/yFd/Hji+nR6NXv/+UZB2JbpZLM5lmeE84Yo4wyzrkmEDUiy7KzLLNtuyxLDGZW6RkdxzFOP6IIgxl2vjtTSoui9DyXMR7H8UalTc55EATY+bu+Phh1EGwyYywIgnDVAtf18jx3Xbfb7QaBbwLOCI+3HfHDJUVKGQSBlBKR5F4cW5iTC0ygwDa6rov7+CXPvwg+ceTsTKCUNJtN/KpDu0zVdYZnH666C2q7XEwpjfvLgYSVVnf0euE4dyW9Iisr9ntqAQkYvMCF59hEXnhqUwKZgi+n6lRxJSzceH6P88eyuG27rusGQdhoNDDEt3N+uYtP3apa2KY9/nO02mo7kHUYt4ADSb4wZwSEkCAIkiStog6UCanW/jHGkiQ5ffqMbdvHjh1F3chNFqRRIJxSIjVITW134rDo9pv8W59TMn0d8b74C78OU01zpZQmjLqEEg3AQHJQBCwAG6hl85xoCWALgJl64FfeRx95klnW9T/22jMsLzktlQRGhVK250oppVLMtoSSlm3PZrHneZ7n4SmnkRDAzvc8b36+1+v1Wq0WljWiBiDCv50/IPgli4tLvu+3222Tf2iCjWZx2AukgYMohGCMtVqtdrsdRZEQYnl5eXl55cSJE7PZrN/vnzx58syZxaIofN/v9XqO42y77teEf5Ft2Jws79E6YxJWMVI6HA4ti6MG5ja+yvM813U3IvPaDqfVsb7aLqf9Hgv3tVYHAjbCMBRCZFlej8XaiIDve5gjV/fGDjdiRUibkYmCmbrg2QIhAARWJFgATUb04U71rBbAGIKWNd1LwjknBCzLtm1uWbbnuZ7nep63jRSpbR9Y5HlRlmKTsT6tFWOcc7Z3eaeX6bK8z5djjGVZluc5pfRAnoA1KvzOcDg01W4Yx6seSho/njGWpmkcJ5xzz/PCMLQsC089LnoYpLVSDuFa6YJCSYFxfvMLbzt+/NHhqVPNXH37kceavV5wpMcZAa0014ooAM21JqA1EMgl19Qu5fIXH/rHn/81/Y0nldLZrc+4/n/+4TSwNKGUMqA0y3OghKE2ulKDlf4111w9HI7SNI2iyIiJrwXkGQC02+3ZLE6SBACCIIiiCMUGDBTf4e5sskmFELZtB4GPJZQI/BB2Ukqn0ylcmORz2+Y4ThiGrVbT83whRJIkk8kES+MwyGnwLaW0KApkwoyiELHi9m4G3RvXdaMonE5nZl7BriZ5VkcHZyYeozDGWq2mbdvYzIuNzLmxPtSEMBxLh/YIuI71ne2K2l2r7XIxpVRRlGmaZFleFCUhsJ9nS5TSubleURSDwbBePtb8ZtXpdCaTac1tuFuWKf35BHKtL1LjpwGk0t/l06ssUHuwfm/P1ahiPJPuVSFpgAqco5wyygme2VuWhTF8fM8+rid6Op3GcSZEfsmVRAhhWdyy7EYjQqrGeq5Wx32fUR8GWzjnemdh72pCJv6A0Q/OeVmWlmUhIyL635xzpO5USi0szGdZvrLS39LlpJSccywMw9BQnudxvMoNi88LJgpSSkshKIAjqKAkoaCo9pQONDSnxcd+5TftB7/V0s40YFf/i9tufsdbIQQdsQKIoxlIAA5QahgnkMLfv+XXR3/3UFeyTKvHrg3/x//nV5catm05GghlTOFZKmgUDBBCRFHUaTaeeOIEpdTzvCiKlpeX8Yk2qY/z8/MrKyvYOfjBdrvNGJVSFUURx3FRFOtAC74TQ6NbpWBxHCcIAsuyOGda46jpoigHgwEmFhZFwTlvtVqOYxsmSXwdbwYzQl3XxRmLL6IgHt4M3pjneb7v2zZP03w6neZ5bkgpLzJzEOn5vt/pdJIkQSIWLAK8kMr8xm/D0Q/DIAjCM2fO4JEB53zbMHLzjwA2wbbtTqeDUu9lWa4bo9X0XU0ooQBA2eqLnPNer2NIdA9tuG9/DhNr1FdbbbtsUso8z9M0LUtRlgUe9O6PB0YpbbVbWunBYFD7fMa6ve5wOFSy5rnZrU0YRlJ/OdPlRZOJtQaX6FtcMsdhh+GOajGS1poQoJRprZXSWitTyFT1dUyKmkl3ZIyiC4RpkGsxAYrqCIQARskMRx+hlFFaloQxuW8EjBvhSpqkaZqmWXZxf0UpRQi1LBYEoePYmG9W20GhPkrpZDKZTCaU0p2jvqpSnGHvwKjFmnYIx5CIUgphQBRFiDy3mhFnHjTEKggzHMfBSkVU1kbAyRgToKkmjoCSEskIBcK0kkxZZdkeZd/+xL2P/PFftVMNQKYO677gxvDW5wadZrs7J3M5WunnS8v9B/5hdPxkM5G6FBMLrnntnU/7oe8rnjGfM24JItjZYdMELG4BQKvdTJI0ns7MqU2r1aKULC+vYOcopRqNhu97S0vL+AYT4cE6MWyRlLIoiiRJEP5VeSYRYm0pWm7q0MxxUhRFlBIhpG1b+GxKqcbjSZ7nOFh4LUqpbduo9lQUpZETsG0blyM4N/wlpczzIs9zM6vNnW8cx6pvgF/SarWCwE+SdDweYxs3E/k030YIaTYbWsMaObbAg4Y9XRtNtieid9/3oyjs9wez2QzrFc+R4AOiFQCA0oIxVpblkSNHfN9FaHqYyz1q1FejvtouVxNCIIEbbpNlKQH244SJUhqGIednKZVrI4Qg68Z4PJY18NutmQbw9Vw/kmtOLzbNlAYK+oUuOWoRua0L4dG70cHTGqt3gFJmOxZonSSZ1ugpKbNxrgEkAqAJoYzhTRIA6jgc1c8NuEM6FuMN7EXO0k6sKIpZnORZhtwJF1pGtNaWxR3HbTYbAFB7DweI+tD6/f6qoNmOS1yNX2umKEbz8jxvt9vI14qslYyx++6777nPfa5t25TSxcVFlBbYBvCDCiUMALiuG4ah53kYHYrjuCzLtCgY47YikoJWkkpFGS0t0KBZVjQVS778tS+97w+a49IjXOWFrUhGtfIspoGnyqIAFh0VSexZzZue+d3/x5uzp7X6ogDH1YRSwhRIuVaLpbWezWau687NzQ2HQwM2sGfm5+cnkwlGzOI4Pnr06Gg0QlpL8x78CH6KMWZZFqZ9jkYjTATFpQCjhUgKuqUxMjmf2GPz8/ODwSDLMkwWCMPQdV2t1WQyRWrN6uQ0C9dGtL/uJAtzHU3p5jrst+7j5kWMD7fb7SAI+v1+p9OZTqc4iPiFF39AqhVxvV5vPB5jVyP43+uHC69uIrFKqSiKoijq9/t5nmMZqjkHoYQqqQkhhOpWq1UURbPZQFr1Kv6vUV+N+mqrbff9jLIUaZpkWSaEvFAaxq6iPuI4ru97/f6gHgJjjLEwCgmQyWRSK1vslqVK359ArOGiuA+U1jYhz7Tg6RbYdDOVadrwzsMaQwPuhbZtWxanlHHOjNbTbDYrigIPVrRWlDKl0IUCDIAYvm8jSkbIKuUJ+n9bokvZf0O3ezqd5nmBdVYbPQP0aC3LajQiLC6q5+fBor6yLAeDwSoG2A1iI7x/y7Kw7s5xbKz2xIBelmV4rWazaVkWgM7zAiON25gM60g+q13n+77neVmW4T3EWaaUlkWRlTkISZVSBApQFKjN7UQUHUHCcfHYl/9+8ui3068+ap/ol1maUQmgfUll6LJrF7xnP23uBd/RedHNic9LoQUol1uJKJXNuNSgNGNMCkEpbTQajuOcOnXKcZy8KBzHwRzXsiw9z2s0ouFwVBQFElmurKxUtexMvNSUOJoqtUajoZRK0zTP8ypQ3EanVbtubm5ueXl5HYSLotDzvLIUiLjMEmQ2pupyZL5zXRxy4+sXmvbmUzhwADCZTBCIdjodIcRkMjH8rhdvnbmlhYWFM2fO4OK811G+i/Rzt9ullKI4Cp53rEbCKdMKtNZB6LVaTQBQSqOkltHzqFFfjfpqq22vViit1XQap2kipZZS7OlTTQh1HCsMw35/UD81G4EfZ3w0Gm2DBKy280w2gJOlfiC7NGWsBlBatym81Cf0Uu+uoBrC+SrAQz30itL12SNwJHnL81zrVdJL2+Z4Fl5FjMbVu0yXESHEeDwpSylEsRH4SSk9zw3DyHHsmsTlMKC+JElGoxGs6oXuDurDVA7f94UQ/X4fAJDLHrMWMUhVRQKoZ7CNhlfFD7CODtbiLceOXTUcjsbjMSHEcRwNxHbdhu9Rh6syF3nRn0w0ZyRVHlgJAQDZtr3ZeBxatlcoS4LWinAGSikhwaFKCaHJMLRjCrRUtmTKY6nKW74/7Q9cP1BaU0KUUlEQtlqtxcVFQkghSsdxsmx19cEgXrvdtiyr3++32+0sy6bTKa4VBhLgDyhej1mdlmUhNIqiKAgCjGEiitjeTl1dYebm5k6fPo2RKAyQYp0kigk1m82iKKbTaZIkWGJXnagYlTKg3RCumjxSA8ir2e8bxxHba9u249jj8UQIgcE9fPP8/LxSajgcbuYBMW9YWFg4ffr0fuITk+GJv5qgKDK4lmWJlDmrjwlGiZXqzXWwV7XWWp9Fp3Wsr0Z9tdW2h4YYI8/z2SwuSyGl2LvAAu70URQOh8M6m3GdUcqazUhrjeRjdYfshicKX071soRNxPBAaehS/VyXNBm5yMPCGLcs5nke0kVgsM44QOf1bNZcFkrp2dIXU+x3ZQS+kBhwNlt1SatVjkppy+JRFPq+v73YTo36dh2lJ0kynU5xHkp1NtZE1s5BwNwPIZSyqi8OlZCRiUqhB++6ruPYo9HYhKqqQuQmga0amdnqfFj3EZMRh4VqQeCvrPQrYIMQQkArwqnr2o5lccdl3M6mM1JCUhS5LEBpyohSilMKhJRKKq25JsRiQpQ2EC218p1CSFsCU0RZtCCCSckVqLVnXynVbrd91z2zuGiSHQkh9Fwq/4WFI3leUEpnsxkyPZravyqRabXit9rbvu8HQaC1SpLVuF+V9bQKGy6ZKMg5bzQaS0tLVf0GI3SO1ZhB4HueX5blbDbDuJ/JlqxW3FVve924mNxX/EKTLIp36DhOGAaUsrIskiTNssx8lWl+t9txHGcymVJK0jQDgLIsTfooVDJFcb4xxhDNmgX2vNywVXC1jcDpheZk9XHA/vQ8r9vtjMcTzNFdfYOSruvNzXWllJQyAF0NpR5eqFOjvjWrlRtqu6zBBkXnlXOulFRKSykpJXtB500I4Zw5jpNleZ3KuHHnEEJ4nm9ZvCxFfZa0C3ObACHklNgU6iMEEg1PlNCk0GCgLzD/Lctqt5ue52HK4llulQvgN6O/bMKA1fdfMRDIsD4IIbQGAGXmL+ecMd5oNDhnNeS70LO/ry4LY4YG0/O8Is85Y4xR0FopFNMz6mdSCqGBWJZlWVae51gr1Wg0qocXhrx+Tas63gjnqsl+OwlrrPuIEQAAgGazOZvFRVFUsBNQSgBASSVKWZZyOpkmsxkAOL7baIVRGFBGy7JQSmrQeZEzShthKKQoi4JRShgjnI0Hg8BxKCVCC62kRSgBotamt0E+tuNkWYZJmJZlqUr2phGfaDYbjPHhcGjk+6pNO29KpHm9LMs4jqWUvu93Oq00zYqiQKJLLPOrVjxevBtd16WUFEW5DrGYG8DsxNlsRinF8sIqQQtqqZueR7hFKytdtXXmqAuPBrDWrt1ut1rNoijH43GaZtWDM5PcLqUkhHqeV5aF47jNZuT7AX42iiKsF8VKSIyUIj0spvgaApV1MolGDtEoQ+J47XD1q/5g0hkMfWi73RRCpmnKOddKSimazQZSEAlRXi7bQa3ccPbQpO6C2q4Apw3X0Mlkgmdve8TvchC0BZeNCSGm02mz2QgCfzaLa2C8U2caYI5qn+hNpHkiSiRawz/kkCp9rU3WYcVKXhkY0a3a1nVRFDWyLE3TRAiBOhSMMd/3am/hUK0zCNFxyI4ePYoeNiYW4otFUeDbGGNCrgpF4jGHZVnIvYnutWFfNMEW13Xxe3YeRdkMgoW1VE+tdRzH657NauGfQTh5nmOoLQxDy+K9Xo8QUhS5Uvrxxx9HShhU+kadcc/zjI7cutiaiXNi3Mx1XeyrNE3xlsydICwZjcadTjsIgjiO8T5NuO8S2oNridNpmgoh8txrt9t5nk2nM4TiZr8+bwTVBKAqbzgbldp4aUMpiaoYvu+3Wq3RaIQvmgpeU958HomCc/sfq+ww2cd1PSHK06fPmC5dt5yavPckSSilvu+VZbmysuJ5HmN0MpkgpvI8NwxDPLMzoV3GqOu6CEK1BpM1ismrZryUUiibYdv27ibXYOLDWqyyK4SYTKZBEGBnUkp9xzfzpN5HLkuHuXZja7tinDY8TSyKEjM6dj0ji3PWbrfH4wm6BbVthN+Usk6nNR5Ptlf0Utu61fmRAv652FS4z2BFofVNHG7yqDz36cD6liiq69MucbKD/MBCKCStaTSiursu7ibu55O+zik3Q1NFC+gTI4OI0gQryjzP6/V6AFCW5SOPPHLVVVcZdz+KIkwFPHJkXgg5mUw2Zv3thSHmVEqFYUgImU6nBthU0wvXpfNVM1RhLVTlui7qZSdJyjm7//4v9Xq9RqNRlmW3253NZvg2zjkW3cGagAQGwWzbjqKIc7a4uOR5XlV703Sv53nT6bTZbAaBf+bMIqlU/ZFNVBRXRwdxVKfTcRx7MBimabq2fax2yHlJlXCslVKtVksphcN0XjpQk0WJTXAcp9PpDAYDA1Ydx/F93/COYpli9VarPUAIiaIIE+OxpvHi+rQouoBQDZmuut2ubVsrK/0kSZARCu8Zr46tZow5joMsWdhFlmW5rss5A4CyFFJKvDq2GtYikLt7wI1Xp5QeOXJkOp2Ox2MACIKg1WpqDYNBX0nR6/Ww69YB5kPvnNQZnjXqq+3KMlyL0zxP47goCqV2mdjTtq1GozGdrlY1HJQNh8M4jq+++urDuba6rttsNvr9QVkUUEdJdtKZoKeK3JvoLe2rGoBo/QwOz3GI0X5QSlHKHMeOohB55+vuvZB7CgCY6kYIsR2HM1Z31+FBfXCu+IF5pcrPUf1rlpfLy8u+70sp2+1WkqRKSdf1FhfPWJYVBCHnPAyDPC/G47Hv+1mWpWm6b/lgCC3m5uaQCsvkB5pIVDUuV21XNU6FbcfaM8654zgI8AiBNM0eeOCBG2+8EYNFUKEPRWyDiYJa6+Xl5RtueA4WFm7EcpiF6DhOmqbz8/OWZQ2HQ0ya3Txfv2kLqtUrpXzfi6II6+KqIbiNX2g0ZgBgbm5uPB6jduJmgIdho5nNZo7jOI4DoMuyRIeBUuo4LvZGWZZlWWZZBmsaHrZt27YlpRKi9P1gMpnkeW5ECNfB8nV3Ww0V2rYdBAEArKysbMyGPUcTr3LcYN5gWZbnea7rSKmSJEnT1MDg3X36ULkhDIPZLEaQbCKxQRBEYSBEiXeFibKXS9pkjfpq1FfbFeuCAECe53EcCyEx6GdqvndoruuGYRDHCZ5NHpS9732/9clPfvJ97/v3t9xyyyEcAiQBJwRGo3G9vOzQOOi7ZzqBrZJGgAK4wYabXCI1rLlZtu+7URRurMmp7UIrSe0oHELUV8VLpvQUx6uqz4ZvGwzHnPNmM1IKKIWTJ0/h3bbbbaVUoxECQJJk6BcKITD/E79wr51aU1t47NixU6dOIXwyBLkm0c6Un1WzGU08CkN2iP0AIAxDTGt0HCcMQ6VUq9UQQpVlefr06SRJOp0OvtlcBXuy3W5LKcfjMeIx2FBfh68j0sMvGQ6Hm+TvXcdEgtEwo4/X6bQpZZPJBPH2RhiJQ2N4g48ePXLq1BkDrjYGG1VFh9BAo7m5nmVZ0+kMbxvWeAGMdDtmw7qu63kuIaA1FEWZpilymZRl6bpus9l0XXswGCVJUuX7WdfYatAS34O32u124jhBZlGzwkgpEUHhWFRH03QvY6woCsYYKmdorVZW+lmWOY6zu9G2VqsVhv7p04sIwjFWiU6U1jpLk0YjajabQgjXdcuy3C3nqkZ9+2Y1m0ttV9Yxxpq5rkvWWNcupLW6ZReccyTsriZ43Hvv5z/84Q8LIZ/xjGcAwBe+cO+HP/zHAHDttdfuRQM/85m7//RP//Tf/tt/9z3f8z1b+mC/3//93//g+9///g9+8IOf//znwzDEG94Lb6woCt/3lVYXz4Sp7dIQmpBlBVO1NdhHCBACY6WbFAIKSmnLshzHcV27DvRtaSWp+2Ezz/vBLvVwbhxs3cCNRuMkSbIsj+MY643xDVmWIfmzUhq56RuNUCmVphmiiPPmGe7+sQ7ntm2bgBucL9pzXhbHamOrHyzLEkGC1tq0EVvk+16r1fZ9Xyn1rW99q91uG+yRJEkURfiRjXQ1VW0DhF5ZljWbDUpZlmV4rYs/LOukO9ep/CEKCoLA9/2iKEzqoAl7mlHDTgjDMEnSamLnedl3oJITq7W2LJ5l+Xg8xiZUZ06VcgZF6qbT2XQ6i+MYM2CreNK2HTwauAgJloEZ68QhyrKMoggATJHIOuXGdaMJldAuzsY8z5MkASBRFCEU3DgrtvEIGypXQmAwGOIsMpi2QnVLlVJCCGyFiWdW5R8M38yhigTW6/lZp6LugtquPEMVssD3G43IdV3btjlnANpkuezMyznnaO348eOf/exnH3vs0bVfH//sZz97/Pjje9S0V7zilb/6q+/44R/+4a1+8BOf+MTHPvYxAOh0Oo8/fvxd7/qNvet/pVSWZ40oulwOAg+tSQ0tordRrU8ACk0eLUFo4Jx5nheGPsoP1L1a21NqL8Bb37PFAAAgAElEQVRyLJO5V7WiKCaTSVEUeZ7PZkmeF+cNc+2RIbbJsizLsiAIFhYW2u224zhV992QzWxj5zIwKY7j4XCIYa6yLNvt9q233jo313McB+lA5ubmKKVFUeCKbZBGVa5gnd88Hk9arQYK8e288HU2my0uLuZ5fuTIPLLpIkkbfrMJfymlgiCoCq9vZrAQhJSlQNa3S74f0TLKABrYifFJz/MwlArnptpucjiKopjNZp1OC3ll1zVk898zmUwmk0kURc1m0zTHSFNsdbPGD/Z6PcuyBoMhIv/z0uQorSmlWZZhMaR5vnCAsEVVAY96/TmMS2LdBbVdsUcalFqW1WrZeZ4nSSpESalCgQfYFgH3mtrPZpfp++77wj333LO0tJzn2Y/8yI+86lWv/tSn/uvdd989m8XXXHP1D/7gv4zj2aOPPnbddde99KUvffTRR7/4xS9ee+3TXvay7/nABz5w/PhjuLvcfvvtP/3TP4PO+oMPPnjffV/453/+xsc//vE77/wXr3zlqwDgQx/6kOM4P/qjP4o/33zzzbfeeuvx44994Qv3fed3fqfJAn3DG95www3PeeELXwQAL3/59+5152dp5rmukSGubftr9Hb3TgJ6pOmyJs+JmpxT3JLr/qztKWVRFA4GQwymbTyEQiVxZAQZDAbVvMp98FxNhudsNsOSM2RVAQAhRJIkGHK5UCbhZnYrEyIz/v10Op1Op5ZlYYzRcewwDB3Hmk7jPM/Rfa/K7lWr16oSfEmSDIc8DAOj97DD3kA+m6IoWq0WMkIj5qzqWyDuGgyG28grRomIdaHU85rRH9/4v23bpgJzk5DPIHYcxCRJZjPX9/3BYICJnVvtKCy0y/N8MBh0Om0pw8lkso4KdUvHIlLKVqvJGMVHgHNuThzW05OuPSBlWTqO0+/3wzB0XVcIgd8D5yu7re1wOcZ1F9R2JXvMnCO/Wbvd6nS6YRi6rmdZ3LI4Y5QQupb/uaU8pc2uZffdd9/f/M3fLCws3HHHS+bnjzz88MPvfe97p9PpS15yx9VXXzM/P/+Sl7z0rrs+9Bu/8Rtpmt5zz+fuuutDTzzxbQD4L//low888MAttzz/5puf95GPfOQnf/InASBN07e//Vc+9alPveAFt0ZR9J73vOf9738/AHzuc5/74Ad/bzQafelL999114fe+c53AMAv//Iv//Ef/9F1111XvR+EfPfeey8A3HTTTXva81LK6XTmuk4d7tuJaYAmq+jHbWlxJ0Ro8rigyrY9z6uJKGt7CpptO7DGlrnRJ67m/5vEv/30Vo06HKW0LMvRaHTmzBkUxJubm3Mc50Kla5sEfpgniQElzjmKVeBJ3HQ6TZJkOBwlSZJlBRKErOPtxI/DWtqeuWckBJ5Op2VZzs/P78raYnQplpeXGWNHjsxj0RpCtaIoHMc5evQo3vlGkpuL21rJ3KYGF4OKuqJYaOQcMb8Rzk3FvMQ6TCnnvJrx2O/3wzDAk4jtTRhYq6RYWlr2PC+KIlMcuA0MiVG+06fPYBIvMvec/3lZY39dWlqilIZhWD03wauj01Xv+4fXK667oLYr/2xjTY3XsjjyuxRFKYTQenV5lxJXuUtnqhBCKCMgCGx6eX3FK17xwhe+EABOnjwJAN/+9rfvvPO7TU3d8573vK9+9atLS0snTpwAgJe//OXmgz/2Yz8WRdEnP/mJM2dOA8Av/uJbkyT5xV9826te9SoAuPvuT//1X3/8TW960+23337y5IkHHvj7j370owAQx3Ecx0tLS51OB4+Nq/bII4/82q+9EwDe8IY37nW3F0URhuE2Tqlrq5oLQGC7bqhW01JNhWo6dUfW9tRc/Emn015Z6SPaWefIGmZIUyRm6uj2AfvRSuW50chG+Nfv933fbzQalFIMzW0jnraulK4sS9/3MSyDLJR5nodh6LqO1oDpnYgPMQjpuq7jOFjqVu0f03Wc8/F40m6zRiMajyc7hHymUk5r3e/3g8BvNpuu60ynMxS3aDYbRnsdNuhYXPzLsfeU2nKurEEyZVkajccq4LykVqGZY9USuDhOut3u0tISoqbN348pccRfhRCTyQSZeIwuxZas2+1SSkw8HC5aAqeVIpRg2HxpaSmKotFohKNjnI0sy+I4DoJgneRjbYdlSay7oLanjmH2guu6URQ2m41Wq9Vut9vtVhSFtm3hkeqln5ntugNXX331nXfeKYT4mZ/56Te/+WcefPBBALj55psB4Etfuv/BBx+cm5vDs8xzPYPVdfzrX/86ANxwww34K+LG6XTyzGc+AwAeffTRb3zjG/jib//2/w0AL3vZerqX++//4s/+7P921VVXveUtb7n99tv3ureV0gCa85oxcmdrNCE2wLY3zxLIYlaUdZ5tbU9JU1IFvnf1sWOcMdAa/1FClJTkXKoMQ7cI+5ichhfC65pLI0iI43g8Hne7bRTFrmacbga6VPGeSVCs/ux53rXXXtPptGezeDgcwhpLJ/5w9OhCt9sNgqDbbR87dlW32zXKeCbpFANfSZK4rmdYMRFfGSbVTQbEcAhMb2it4zhZXFyklM7PzxNCut1uHCdYS+Z5numN89bpme4yab2Y8oMSf5csOiDnmhmUIAiQZdSA9ktCPtOcddnCeZ57noNgcqsnBeaW8K6SJMnz3AQPTcD2Qve2xm1jCSEWFhY45ysr/aIo1uHJC3QNVZpooEAYEDadJUJqpclkGj956syTp86cOHlqcWllFqcaqAZSCgWESQUaCKFM1RiwRn211bbfM55S3CqQ8QXLG/CkCukNLw78Ni6LhKwya+Gvs9n0Ih9/xzveeffdn7njjpccP378i1+8DwBe/OI7AOCTn/xkHMdvfOObLnJW96pXvRoAHnroIfwVY4ONRvP7v/8HAODP//zPYS2C97nPfQ4Arr/++nXf8O53v1tr/YY3vPE1r/n+felsLIOU9YHfTjrQotBiZNvk3EKpk3GRHqjCZG21HZQxRotCUErm5nqdTge5Uoxe3CHfqoqiWFkZtNttz/PgfASPW7J1KYVhGEiphZC+77uuG0URKgForZvNZpblS0tLTz755MmTp1ZW+lKKVqs5Pz/f6XTCMPQ8z3CczGaz8Xg8Pz+HVdycc4RVmChYhZpbwOpKIYAcjcZpms7PzxGyqscrpUQphYsO+tltFD/VbDaR1Gcb1KyEkDzPfd/HeOmubGdCCK1XQ7s7nuGs3+8rpZrNJqwlKsNaVPC8qA+VCefmelLK0WiEQH0zPDeb6StU43jyySeHw5HjWGvShVCWgtL6/Pfgrc7wrO2pbnhy6fu+1qCUKktRVfupLvF4tGmK3fHFF7/4xXfd9aG/+Iu/sG2bMYY8mc9//vM3Xujhhx++5557giCI4xnuwQBw4403vuhFL/rbv/3bXq/3mte85iL3+XM/93P33vv53/md/3DmzOkTJ04IIV796te0Wi0AuO222//u774CAHfeeeeznvXsRx/9pud5d9xxR/Xjn/vc53CzfOihhxA6vva1r33Ws561dx3ruq7SGusj6mm2Dchn245l8UwqO09B6u1J3jNClrMiFlaj7tHanpJGKZVSAZAg8IPAR/r+7VXK7evzrzUyfJZl2el0EF/B2sHlNnJQqymUAKCUPnnyJKW02WzatuU4DibpoZu+vLxsgj9FURj6U8aY4ziu69q2RSkrigKljJaXV+bmelUGSDhXOGFLd4ukMgggR6NRr9cbDvuYlbqZ8BqsFfLhN3Q6HUrpysrKJlXdzzuFgsAfj8drAgbbr2PEfiiKQilt27aR5tvJF3LOB4Ph3NxcoxFNJlPTzI19jn/inLfbrSRJB4NhVdJw52olODpCiCAIsiwbDsdRFJq6WaVUjftq1FdbbQdvuB4Fga+1TtO0KPJVvKeBWxYhoIFqUI5j4zuru87111//2c9+7pWvfMVHPvIRAKCU3XXXHx07dmzjVd7//n//2GOPmZUaY3QA8Ju/+e6Xv/x7X/3q11z8Jj3P+/Ef/4n/9J9+/8Mf/jAAvOhFL3rrW9+Kf3rb2972utf9qzvv/G4A+MAHPvCKV3zfHXe8JAiC6sePH1+99Mc//lf4w223vWDvUB8hxLK4VmqrGSy1re3NPIoi13UUwPV0trg83naWpwAYg3W07tbanpKPEoCmlAFopF/2PDfP88lkcshVTDAJE/XiRqPRkSNzZVka7ezteeQIw1DxXCmFbDF5nqdpWpalbdtYyzcajaqZmQYPIDxIkmQ6nWIsrtvtYr4lpZRz2mq1BoNBlmVmi9xeJyPyBADOeRiGSsk8z02qJGwuBde8k3M+HA4xiXQt9LS1xTQMQyEEFs7tPERsCHW2p9xwob4aj8etVitNMxTxuxAJLcJpy7LG4zMY8a7yxO7wfozWBe77KGzYbrdXr8vqCv+Dt3oMaqvt7IKllIrjOE0zXJQtiwdBoJUuRUkI8VyPUBiPJ2W5XvcvSZITJ05kWXb99ddjNs557YknnhiNRrZt33jjjQDw8MMPP/DAAydPnrj77rt/53f+P1OzdxEbDAYnTpwIw+C66551yPvT933XdSaTiRCynl1bR32s2WwEQaC1zqX89OnR6SSHbS3XGuB57fAlR1p1x9a2F8vmYfYitAZK6Wg0bjYbeJuM0ThO+v0+Y+yQez/IcYLACSnyJ5MJBtO2R+mJSADZF4PAj+NkNBoZVXejBW8oTy+kHl7VckD2SIwgeZ5rWbZSEvfQKvzYRsOxlM73/eFwaGTNDQXOxWGVAbda6/n5uVOnTmNgzXz/lvqt2+2itOOuULxi644dOzYej6fT6a4woGLTsLswafNC94m0q7PZLM9z0xyEgrsYADeBYiml67qtVtOyLK0VObhHqdaqRatjfbXVdnarwHUTgBRFTgjxPN91nSRJhJBKScxyKUthGFaqCOc5z3nOJS9x7bXXXnvttebXd73rN06fPg0AL3zhCzcD+QCg0+l0Op3Loj/LsvQ8l1IOUKO+LW+ZnGNUGQghLufXN7yBpHmWbGfDA71UKKWhzq6p7co2k/qIUZ01kTeJ1IutVgMhquu63W53NBod/tMf46rOZjNCSK/XW1paMkySW/LRsU8Q44VhmCQJ1qolSVJFd+t0+TYK21Zfx0ia1hpjkmmaaq2jKMLCP0opRhGn06lhXjHfjzADC+lt20a1QBxBpBvF+oXhcJhlmYFGmwl1IuYxaaKI/HFdRc7MjZpyhkQUESPyUiIL5WAwMIKB+OUIJpH+DX82MNiAUiMKYn42l2OMlWWJRW67BUXwe9I0bTQajUZjaWkJUa4hjDFpnGEYcs6TJEGCVnx9M1h6G/djxP2m05nv+5wzizMsWIU1tcxqHU0NzGrUV1ttBwL8fM4Zys4URYHHlmYFp5TugFLxHHvLW976yCMPt1rtO++888rrzLIspVSMU1LWOQVbdl4BKAAB0KgPeQRkqIuCUr2dDBwyLgqhlU3qPbW2K9lM6VqFR4RYFkdxuaIoPM+LokBrWKXluKzohSeTCWMMsyhNebmBE5vhycT9KwxDKeVwOPR9P4qiJEkwXielLMsSxeU2Q2ddNcaYwVqz2SyO44WFhSxLkWXE931MJUVJ92oAEPdcTODETdbzvF6vBwBJksxmMyzP2+oOYiAudpTjOEVRIHHlOnZTxG8GYGNXtFot13XzPLMsu9FoCCFs256bmyMECCFlKdAlUEphxKx6YFcl+YSKwIOpSJRSep5HCJi01V2cJCsrK+12u9VqYRZunueIXfHGpJRI22Mg6z44VFg4k6ap1oozjDMH1TlmQs31ClajvtpqOwDghwUMuDPleaGUFkLicr+717rllltuueWWKxi6ZFnWarfSJK3n1dY7T6NbgrOu02zcRq3/tjiVKodNyvcRQilTWlucBZTVcb7arnhDUkTEFUiXpRQIIdC/xLo4x3HiOB4MBkg3dXntTcvLy91ut9lsYqHalmr88P1IvNnv9wEgjmMEM0tLS6jX57ousrNsNepiSEHw+/HjcZzkeY5RSs/zgiBot1tCSCHEdDpFXXiM76Gk3po2vZ0k6Wg0QpSOwaLtZbQipkrTtN1u9/t9DG1tDPTBWgqrUsq27YWF+clkdurUKQBwXbfZbDiOPRpNZrMZgsZGo4FStJQSpTSlJE2zJEmM/kEVwJg2Yr4riiUilyxsWmV+84ZVKs1mM89zIYQButhGz/M456PRaNfR5kWGwIQZQROl5Gw2Y4zhyMKGkHJtNeqrrbaDcboJIUohA7UC0KSOk2x9xS/LUknp+z5m/tR9cskNG1bTkGzLsqppRQDw9NB95jT/5rQErc4BfkZXSirGiUuYTUlkcZ+TthPYPvEG/avmOrxOnqntqbHmAAD61lmWMWYVRZGmKbq/jLEzZ85g8EdKSS6rhwITFNM0bbVaQRBgMMfUZW1pd8vzHIN7aZq6rhuGoVIK1fAM18hWe94EWoUQRufApNrOZrMkSRhjtm1bltVoNBqNSEophFRK2bZFCAEgSsnFxSUEKpZlId7bKiRYJ7qYZRlKU2DEyRzpmrXTRL2Q0TRN8ziODX9pHCda6yzLpJSYNjmdTpGnxPO8Xq/b7w8ty/J9DwnhOOdCSIw2m/8xfxXvx7btsiyV0kicY9v27k4SjKk2m83l5WXOOQZgEck3Go3pdIqJtfsQ7kMAbGQeCVl9QjHj1/d9AJBSVtNfa6tRX221HSD2W6WA22/fRWmdZIa6gzBKfPcyhTHT6QxJ87aaMvRUMyklpYwxxhhhjAEQy+LrdtBn6uQJzkpJCKEEMaFWDLQLct62Wq694LtzrmWtK+A7ulB3b21PjRV7VboaMxjLssS6KuP7msouhCL6cmsdVsohvwiqz23JYzYoEbP+GGNZlk0mk3a7pTVoreM4ppQiINxq0aBhf0FOEcO/AmuZt5jAaWhIpZSNRqPTaWGm7Xg8nU6n2BwjPFBNktwq2DBi8WVZ9vv9drs9P99bWRkg8IM1IiKMRyEowrsKAh8pczBoiQw6OGEwjFxN1yyKEo8V1qXaOo4ThqHv+5QSLOGTUk+n0+l0yjnP8xz1+lAgcXf3XELIZDLBowGcLWVZBkHQarXKssBX1gHjvX4kV0ttRUkIQeSMsdwwDE1hZI369mkZqQ/ga6vtguhL6zRNJ5Pp9jJMtrxeDybpn322/Oqj4h++uf5vjsW/4xn2bTf4P/Xay84P63TayORZrzYXgXycM9t2XNellHGO/gbdmGe1WIp/XJ44FDqOw1ShBv3A85pR2G406l2ztgM52Tk8z7Up08JAn+M44/EEA0cma9E8JkopYni5Km1Y5eSQEgDUGqHlNuj+96h1iDcwVS9Jkmqh2mYGi1La6XRWVlYAAOXssIGNRsN1ndksTtN0Ix5Y55RvpOUUQmAOJwb3sEQQJRzOmyxaJfCglCL7i+s6WuvpdDUqiKO2PW5Jw0SKnYP1iq7rep7HGC2KEmC1thNleIUQrVbTsmxCIE0zpNbEcTdXr0YFEW93u12tNfKgVrsFEaCBkZxzx3GQ5pRzRgiVUvi+NxiMNmbBVOWCq9hsXTj3Qh1ioCkyZ66s9GGVANaZTmd5nq9TId6fXWM1jXPtJB1Lam3L6nS7jGEvKUap1ntV2ldzeNaor7baNrVU5Xk+mUyrx5Z7ZLP3/kn2539TfSV48XOdpx1NvvZo9vXHq683f/et1i3Pvlz6kFLq+77nuf3+oC7XvhDkY4zato1qwvt2CltbbVcY6oM1rkLMLGCMTafTwWCAMfQqYSCWGym16r6jU2i8bXwxCAI/CIqiGI1G+MruJuNte1fC6GW73R4MBoaGcZPa5ZTSXq+HqG/d1zabjSiKTpw4aeKi6/xmM9bYXUVRYMdKKY8cOQIARVHEcYxJtltawcwQ2LaNgcfBYJCmKXJ7YmRyh2ssomXGWLPZRBzoui7nnDGK80IIMZlMNrnXY+vm5+fiOJnNZpccMmygmYSWZfV6vdFoNJvNLMtaN4FN0qOBryZuacD/hUbczFKlVLvdxiTSXq9z6tQZnMOHCvz0ej3L4oTgwQrVaq8SgmrUZ6zO8Kyttouv16CU3Ou1cvbb/xkhX+OV3+U/95lzb/4hFvnVN6QPPz7+r/cP/+oL+aMnxv/r+7wf+z7v3/wADb3LwinM8yyKQsdxMCWpxjPr+ocxxrnVaDRgc1x8tdVW20UeKKiERzzPQ9JC9OYR7Bl0J4Q07qCBfyYHkluW69oYTKOUIj3MgeO9tTsXRZF7nmeyVTfzDQgepJRBEMRxfI4vyPlsFgdBgIQu68JrVYUDcw+2bWOOouu6qNGHIhDbSMs0iChJEqWU7/vNZgMpKB3H2eFxobklBFSY8TgcDj3Pw8FFZpE8zxGvXrIzEXdxzqVUl4R8BnJgz+OvQgjGKOd846TCeYgA1RDD4K/Y4ZRi6imrymBU705KJUSpNcRx7Lpuq9Xq94d4OnAYQtbVbkTiGaUkhvtqbaF9sDrWV1ttFzQsdh+PJ5gfskdXGf30u8VDjwPADff8rvvsay7+5pNv/92VP/w4ADg/cEf09jddFt1IKfV9z3XdwWBYh/s27ny2bbuuE0VRDflquxxR1qHyI9ehI3Sd0zSdTCawplfm+z66v3lepmmKeZIICNEvd1230+kQSgiBxcVl1MfbH9rDS7auKqu9sLCA8aLNoD7sDSFEq9VyHGd5eXndZsc573Q6RVEMh0PLss7bWCPRTikNgsDzPK31bDYzeaHnZci8pFmWZWC5waW9Xmd5uW/4V3bSb8jlg2B+fr535swSVm2YVExYi5IVRbEZ1EcIaTabnLN+f7CZN69DaI7jtNvt06dPn7eerQoRMVkmCALOuVIqyzIskkfbeB6NhXOYM4JRU0x1PnXqFB687rVaw5aMc97tdgihOBZsz47W61ifMfbOd76z7oXaarvQeh3HCWb/79GSEf/ex4q7/zsw+uy/fK9/83WXfH/je2/zb71h+Bf3yG+eUNPEfvFzL4tuFEK6rmdZvCzLOtxX9ZgZY5bFgyCktN6WarssF8nDczOGN2KdhJrjOJ7n+b6P0ttwNukOXNfxfd9xHEKIUlJK2Wo1wzCgFAiQJFmNX2GB1oE/oRuBH+ZAbpIMA+EEVriti/UZ6YIwDBhblfZeB11gjZfFsqxut8M5i+N4NBphAM10zjY8bETdRrLPbL6tVlMpVRTFTrYMo5OOWbtCSCStqapNoCTgJpN68FZbrWaSpHgicPGrQ0U2Ay9RJRTdOMT4Ts55EAStVhMZUJEJBnlljBzlxoNCjAOjYYVkmqa2bfl+MBwOD0OK8rqzBsuyzV3tnV9Qn6ienb11F9RW20Wc8rIUsFYrsheW/sEnAGDh/3x9cNuNm/xI42UvuOXkJwAg+7PPJn/86culJ6fTKXK71djG9AkAMEYdx+GcHaoj2Npqu6whqPGJDYsjIgcTqkJHEDM4CAHHsdvtVq/XbbdbURQSAkIIzANENx2z4w7YXavAKrx5LFncZB6K6ZyLJFxgbkur1TgvPEA45/t+r9eL42RxcQmF4zE/s8rEuNWzAKMRj+0y35amWafTMep2254VJtDnuu5wODQTA+8WaV23BAwsy8JFG+UHNj+CpoEovLGR2hoJbDqdzvz8fBAEs1k8GAywOMLEJM1YXGROVsv/sKi+3W5vQ5NjT59WIUSWZdjrtWOwT0djdYZnbbVdyClP03Q6jfN8T5IiVJwO/uXbIM7mf/5fH33rT+J+M/vSV2df+tqFPrLwCz9hfj7z//7ZmffcxW58evsPf+ly6VLMY4zjOE2zeuWRUtq2hUJS56XrrK22y2KdvJKeZRPTU0pNZ3EcJ4f5bpF50rYdRDIA4Ps+IatpfrZtl6XArM6NSZJLS0vrGm5KyIIgCMMA1erSNMO4H9KfRFFICI3jOMuy/QHwyD+JuAVTcDeZzmraBQDYCYQQZLJZ1xWXBHtVKIv/dzod1Dz0fa/fX1WD2Dx07HY7i4tLqGEAa8SbhBDXdYPAZ4wLUWIgEXaD2WutVLI5mUzSNMWRtW0bJ8aBYz/LsjzPcxy7yDOk2NmL57reYdFqNpfaajv/KimlzLJMiL3SbMg/cT/Emfsdz7zqF99gXqSBFz/wiBjNuj/6SvPi6JNf1HnZ/qGXnYMAf+5fn3nvH8mHv1X87dftF910WfRqluVCyDAM/SAo8qIoCgCtlMYC9KeOoB+KQNq2xbkVhmEN+Wqr7aBW+nWuoRAlY0wpgXroh/zuKaVFUTabTd8/WpbSslhZSiFEURRJkhZFORwOYa2ibx3U2bjmGMnyOI6TJLFtO4qiTqdDCJnNZlmWzc/3hsMxlkHuKVowPKta6yRJLIu3Wi1syya373VxXURoQghUfsfgIeZJXrJoENGm6UbEkI7jTCYTzJJtNCIhBO5fm0m1ZYxJqQwrLGoDuq7r+77ve3GcjMeDLMuqMc+dYx681Xa7nec5po/CoWGKxlA8AFCiJ5OJ7/udTmdXGl5bjfpqq22zqyRm+OzdJeTxUwDQes0d1Rf95z3bfdY1YjDpvf41Z8HSN57Qpay+gnbTV+76+gt+snzwm5cL6gMAIcRkMiUEgsCPopBxRgkF0EmSD4eDp0jm/RoZN4uiEPWj6yeuttoOw4OJfjZK4UlREnp4fSTENkVRnD59xmA2TGSllAaBb9u2CT1dMgZluEOM2DqKm2PYMAzDTqezsjKYzWaIRvZnOPDGJpPpkSPzSjUmk6kp/7s4rKpiBkKI4zhFUSDwQ5VCTEw1mgqXAmkS4VxRFFhLGccx/jwcDufn53zfx2TXS9KV4exC4tA8zymlzWbT81wASNNscXEJOVrwPZiQuZMzQZNEalkW0o0eOTI/Go3iONmGCuIe+VrmB61WpTWxb+sVqUZ9tdW2bxuqzLJMSo2bxF5cIvv4FwGg8coXbdhkaHb8SQB48td/P/vGE9e85+eTf3rMe0AgryoAACAASURBVM7TN36DfaRjLXTV4uCy61sAmM3iyWTKOaMUub8dSslT4WgPyzNs27Idj3OrftZqq+3woD7OOVaXIUvHYV6QjIZbnuecc/TvkXtTKYUaaFBh3by4i2/oTNYBRa11lmVlWR47dtSg4r2mMzUZlVgxKIQ4efLJY8eumk5nm0kJwRE01D5KKcwbjKIoz3OEfEYh8JINwW5sNputVkNrIASU0svLK4ghsfgwDEPUnDCBwYs0rdVqIQDr9XqMMdu2xuPJeDxGoRHTvQb77SQLBmlyMHeJMYbURK3WKrfnwQbTDCnRWZpTSlG9AwC63W59Hlqjvtpq2w+TUmZZmRWFUnIPD5ykAgD/pmeue/nY23/mkVf+7EMv/qnv+NIfAMDi73w0+e9fP/ZLP3Xe77CuOZJ85ivRr/6byxH8AIAQUmuBLgshVOsrXNcBaQMti3NuBb7Lec3gUltth8WQ9wW9ZN/34yQ75HeLkMDkC+CvhgTSIMPz4rR1LrVJ2qyiDrzEmpJe5vs+guG95mHGRiEewOCelHIwGM7N9Uaj8SVpMzED0/M8zhlCOymlEKwsC8exe71ummaY6LiZoCVjLIoixli/P0T+TBP0w/5JkiQIAsdxMBB6cShFCGGMRlHYbDYmk2mSJEVRYG0brEVc4Vzxhp10NQY2kSwHMXySJISQdru9srKySUn6vTtkqR4uKKVAK4wtF0WR57nruvWitPunRXUX1FbbBr+cJGkC8sBYCq797beAlGf+w38Wk3jlQ5949l+//0IMn/5zr4NSXP69rlGx54o/TaCU2rZjWXYQBnUtX221HQIX6Jx/luUQwqTUluVQQhF7oFd62B5YA+eqkTFYI64wYS7zMznX1nfEWuRwHb+lucpgMLAsftVVV/V6PQxJISbBg1FDGGO4cPCiWERnqCPPgkkArRQBcGwbtMY2EABKCGjNGQOtGaWMUnyRM5ZnWZZm7VYL34MfxE9JIczPzUbj6mPHup2ObVnTyXRpcWlpcam/0h8Ohvi/67idTtuwdyJOxsI8vGdESmbcHcdxHGcwGOR5XhSFlNIE0AzwTpKk0WhgoNh0WlWpz3S467ppmk2ns6Wl5clkgu+vZjlWmWN2rjeAE8DUHGKTsyxDeXRsOzb8YPfftRughDCtCQDFiB+ABlBr/+oyv12wOtZXW23rbTKdibIshTioddC78elieaTzQsWZLkVwy/UXeieL/Mu/v4nWgD7JFTyptEZpPsu2rSAIDptuUm211Vb1gAkhtuPEcWLWpUNSB7VJM7rziD0uWW92SfCglOr3B4wx27ZRNBzTFDHL0ZTMmbK0siyxBG40Gvm+b9JNDTQVQhw/fvzaa6/FvxpZgo2dLITwfT9JktFoZNtWq9UcDkeIJPFClmUxxpAZS2u9srKCKruYkrqqAM4YAEwmk8cff7zb6x49ehUhZDgcIh5GOk2ErKbqD/vQdZ08z6HC4bnuDiml0+mUEHLkyBGkvcFOMEFX02SUjhRCxHFsEPs+Hy7jLcVxzDk/evRov983BKd7nbi7GezHGDMJuowxpc4q0dfcLrt10FVbbbWtWlGU8Swu8hx3lIPa4x97/dv50W7rB/+FfbQb3HbjQy98Y/K1R8/7zuz4k3CZgyVCAHdok190RU4tQijnzPe9RqNRS/PVVtuhBX4mxTHwfViri4NDQ3i4SUPQZRIOd76uIvtllmXj8ThNU86ZSRpEeKmUwogZAjzDk9ntdqtxSPORu+66681vfvMb3/hGjDiZ+q6Ny6Nt2+PxmFLqed7KSt/z/G63i0isKArP8xYWFnq9HgCMRqPBYGDIVwx4w++klL773e9+/etf/5nP/Lc8zx3HXlhYMEUchtzfBHVRx08phQoKF+pDhCWDwWA0Gnme1+125+fn5+bmwjA05wjYZCTCQViIV9lnAT2DQsuynEwmRVE0Go2iKMwIHvQuuTo9EPuhY2CylOvVaVesjvXVVlt1+ZZ5URRFvh/5PARAn+fg8Ml3/l7+xJnvuP8PTr3rD7/16ftvuOc/PvSiN/X/5NP+u591nq391DK7/prLvdullLPZLAxDIUop1RU3qRRjlHMeBKHnuTXkq622w3o0QwzGU0o5rhMEQZqme13GtkeLKgr37SIYhjVCS5M4aoAEqvn91m/91ng8zvO8KodAKX3961//7Gc/GyoC8VLK4XDoOM7c3JzWGrXj8GvFhiwbKaVt2/fff/8999yDMMmyrFar9fznP/91r/tXWZajDJ3JYzTFmYgfELzhVpskiWVZqEUhhAiCoNVqjcdjlE8w70TUgeNuWdZ4PIELqzIgLLEsK8/zJEkcx6GUWpblOE4QBFLKPM/jOC7LMggCIUq8vc3Qh+7FDDetwGzVbrfTarUuJBm//2cuOPqEkDzPkiQJAp8xhsy0jPEa+tWor7badtM7L8tCCKmU3oe1mMy19dKw/yef7v3Eq9f9SSwNvv6Sny5OLoFUD93+BpXm59/X0yx54J/dn/j/2XvPaMuO6lx0zqpaee10YielVmgJJbpbQgERrgERbKMHXLAFMpbtK18Yg/DAjMEDnhnyux6YdGUc8CWYxxsXm+sH1jPBsiQDAklGSKDYiIZW6G6p1enEHVes8H7Mc5a2Trc6qHNT3+jRY59z1l57raq1q+qrOef3XX2it7wxJklSIcTISGtubv5kIn40r3MuoigKAt+KkllYHM8DES33SV8KjCHWVyUfnli1uIgLRIXu61AiOcMKLqRlUqvVKJ+T1ugUCTz77LOnpqZc173jjju2bt160UUXrVu3jqQpqf4tTVPiPHEUvec97/mjP/oj13WJ6VERYL/fZ4zFcbykXxzHefzxx+++++6RkZG3vvWt09PTt9xyy8033/y1r33tb//2b4kYJEmilIrjmMKMldcCEUIhRBiGiEjxT9d1e73e9PS067pnnHEGNZfWOstyzrnjiDwvlFJlWRoDQ0mGe1kbVDm0nHO6CwDI85x4r+u6juOMj4/TAdPT09RotP13lIlftZ1dPRLz8+2RkRGtda/XO052JCk8GwRBFEUAC5Wii9sxdgK1rM/C4jCNhsYYKZVS8uhUNgdvvCr5++9mG7fshSoMsmKwa5EBPq817bYP/RUAsPpJUNoHUsokScfGRoMgGAySkyadwxgjhMO5CILARvksLI5vmoSVGAkAKG183yMfbSrEHbaAOywVWcMBscM76CGi1gvJiode1wfPdVOoAmLPXZHDb/7mby7MTdu2bd269cUvfvF1111Hb/zFL37x4Q9/eDAY0PHv+q//tdvt/uM//uPq1au/8pWvCCG2bNnyzne+kxr2wgsv/OQnP0kSjsS4yG1Paz0xMfGud71r9+7db3nLW37nd37n0Ucf3bx58+rVq1/3utfBoj3djTfe+PKXv1wI8fnPf/5rX/taFEXUs7fcckvVxb1e71Of+tR999338pe//CMf+Qh9iu/7QRCQXosQIggCx+GDQUqclq58T55GPz6fSmpRFMRIfd+P43h0dGRqapo8Qsivr3oAiO0c0bXHcLoydSWlerZaLSklJbJW3HW//vVH4vKqZ6xWqy02hbG7pYcRtq7PwmJh9l2swD5K0p38rJUAMPOPtw7/ctdN/zj999/e8+DZr/3bw6t+c/g32eNPt799FwB4r7705FhvSSnzPOf7U74+gUCqBo7D6/XYfsUsLE4scMYAIIoiCkZVZI/WoIeeDjd8tmNeUnXQa0fGaMYk5rDf45955hnSjXzHO95x1VVXLV++vNL5JIu2G2+8EQCuuOKKVatWPfTQQ5/+9KcpxzKO41qttmrVyjAMjDFFUUxNTRHhJGJG4bvf+q3fuvbaa6+++mohxJ//+Z//8pe/pEhdGIZr1qx585vffM011/i+XzkQfuMb37jrrrsuueSSG264gSJv9Pt2u93pdHq9XqfT2bVrV5JkVaonvKDySOpirXWapvPz80VRTk5OkjhNRSOpJPIo1/hV/ZhlWbfbHRlpua5b1WdWex/HZDFQBWwtDjtsrM/CYpj40W7T0WAd3ivX9Vo1mO89svp/u3jzt+iXyz74jmUffMeBvH36//4OALivvYyvHD9p2r+UkjN2DOebw31HWgg/CAKqJLFfMQuLE2vXRknleZ7v+1mWUTioMpE79EjIsEjMCbfVVRRFo9EgyUqyht/38VJKCnZdf/31ruuWRbFx40aylWeMffGLX3zyySfXrFnz3/7bf0vT9Jprrrnjjjs++tGPjo2NGgOMsZ07d83MzAKA67plWW7evPnDH/4wyYeuX78uDKOPf/zj3W7XcZxut/uTn/xky5Yt5557Ls0jl1566R/+4R9SwJZCdn//93/fbrfPPPPMG2+8kdRHOefkv1dVMBIfox6nFwdidr8PJkONQGqfo6OjnufNz89T8mpltHj0pwl6mAeDged59Xp9amqqcg48JrE+0mut1+vUFXYUsqzPwuLIDX+AqI05elptY7f+97m3/p9629S2/+NvT/nkew78jbv++v+d/dqtAOD/1pUn0xorTdJGo35yECSlFOeu4wjas7Ssz8LixALjzIARgtdqNcYWDMSqnMnDld45bI53AqHf79dqNeLDB9IUQgjSxakc5GFRG0YptWvXLkS87LLLACCOY6oY3L1797Jly9I07Xa7Sinf95VSP//5z9/whjcQXTz99NNvuOGGXq//xBNPfvKTn9ywYQNxFRiSnyHa5vu+7/tpmgZBUJYlMlav19euXUs1fiTjWV1Yxfco9lVV6B06t6dpjkRQ4ziemJhIkiRJEnoGjknVaJWvOzs7Oz4+VqvV+v0+aZ8efdJF8ds4jhGhkjm1OMzDmm0CC4uFLwPDwzWdHzj8a14GALP/cGvne/cdKOX73P/a9en/CQDeG1/mXnreSUa9AfAkGOu11oyh43Df9xaUISwsLE6sb7GiUI/xfbfZbIyPj9PsQMGfQz8/hbkq04ITq3GoVo2M8vbbGpQNS8MgGd+ThwFpNpLMJiI+/vjjjUZjfHyMSFee51qrTqfDOa/iTitXrvzQhz70iU984vOf//xXv/rVl7zkJUqpD3/4w/fff//HPvaxxx771Utf+lLP8+I4XrFiRRRFUspGo+F5XhSFExMTVI541VVXKaVuu+22Bx98cKi4w1Su67AY7Kpq7V5wB1UloBXo1shUcHS0RSnEle7OMZh0F50DO51uHMdxHFexzaN8JUKIer3uOM7R3Hz/dYON9VlYPGeA1vqojnThda+FrEi+esvT7//v4//lmrE/+G3Rqj/fwd27H5r7p++1v3MXAPjvuDp+738+2ZZZ2hijT4LR3hhwHMfzXN/3j0nejoWFxaFPBwyNUloBA2McRyxbNpln2WAwyPMcDHAhlNSLuojPLpLp626MeT7FQaVUvV6j3MLKsUBrLctywQseEQwgolk879JVuDELn0Kyhoimol6Lf0iSRAie5wsXc9hHISklY0h3QZVv9BFU5lc5rVHdHQztqBLFInLFhQDEa6+99if33vvIhg133PGDX/7yV0qp8YmJFStXllIFQVAUBTKmjWGMNZrN1772tQZAK0XETGk9OzfHOJ+Znf2Xb32n3elkeS6V6vX7RVFoY2ZmZ2dmZ8EYbYxUCgAuvfTSiy666Atf+MJHP/rRL3/5y6effnoV6KsueOHy+EJoFw4tC7dqfApvUmSPXC5qtdjz3G63R755lWDMXvv9EPtxmFtSZSbdLN07OUw0Gg0A0+8PqqjpIWa37nPGX6jtpK6s1WLf9xCX2GPa2dOyPguLIzDB0+jDGGh9VEeZ8L/8Nlsx2v+//p9dN319101fH/nd15z62f99yTH51h07P/sP7W/dufCW974lfMdrT75eICkdRHbiP04AYHw/gCHPXwsLixPrW2yMYQwBiL8ZrXUUhWEYkADGoJ97nsc4GZ0hLphz8kXNTIN7rHG11p7nuY4TR7HrimF3crIZIHPqNE1LKRnjnHOgZbp59mxEC41RCyRqcRG/hHOmaer73hFrHFRKFUXZbDaJFfR6vSzLiqIg0RTOOcXxqlhZZcVGHMNxXamU53kjIyOXX3HF2972tq997Wsf/JMPOY6jlHrnO9/pOA4iFGUplSIBT+E4WmvqGEbOB8Yg4kc/+tGPfOQjX/jCF6SUpLYqpez3+3R+iiWWZSk4V0o5riulfNOb3vSzn/3soYce+vrXv37TTTdRh5IxIOWskim8lIpIUUVrDzECNiwMg4h5npMNxvLlk+12t9PpVJbuVYTwuQ/VofZa5bVIWbJKKXK6JysOOqbVahkDS1I9h73+DuOiCxZlz+r1ehh4i81rrFWDZX0WFkec9XHOOXeUyo9ycMZ/w5WALPvGHfKXW+f+6Xtz//Q9AKj9xiXBeWf07tmQPrSpOtL9T+uC33mV8+KzT8pe0NoopVzXI9m0E5a7Gs6Z4ziMoY3yWVicNKg4jO/7juOEQTEYJBSiWfziP2vChsAM6CVvB4AwDON4qS7owvDuukRaoigaDJI0zYaVQitetzg2moqH0LoZhiIk6ggnrdAHtdvtMAwpUBkEfrPZ6HZ7SZJceeWVk5OTa9eupb1UY8xZZ511ww03BEGgtSYH88svvyyO4/HxcYqdXnvttaeeeur09DQivuhFL7rgggs458ZAEASDwQAR161bJ4QYHR0lMjl8MVdcccUnPvGJxx9/nLpgcnKSSgQvueSSsbGxNWvWkIiLUurqq6++6KKLLrjgAgC4/vrrL7jgAoq5xXE8NjYqpUzTLIqiPM8R0XHE/Pw8vffI+aprrfv9PnE/chEkZZeqyPA5D9Uh087KepF2GUgi1RhDFYZEC4UQjUYDEclpo/LnOLy3P1x4ScKhAM8aLVoplyP1zbUta2FRjUFSysEgSZKEzGqOAe3pDrJv3GFKWT64yZSS0ndYPXIuOgs4Bu98PZ68nm+L26t+FMWzs3Naq+P5UrVWjPFKj4EmxWoWF4JHURzHMSUIWVicrDgRa9IOcYyqst0451LqwWDQ7/eXONftddlKbRUEwdjYmFKKMahIEeXaLWYV8kUqiHleVJFAIooUHZJSMgau63qeR+KTS1hft9vLi9L3vU6nC0cgw5MCUMRMKICZ5znnnJzfut2ulNLzvLIsHccRQpD9uuu6vu83m02t1a5du4UQVBxIzeW6buVeQFNwo9GIomjXrl10C3S2Pdu2Godd1yV/vFNOOWVqaqoamal3SCyEWlspVZm5058ajUa9Hud5KYSQsgRAY/Tc3Dy56lGnDBcoHt7GJE41NjYWBEGWZcQDqy7bx0N1sJBSUuAUACYnJwHM3Nw87VxQmqUQoizLWq0Wx/H09HRZltVlHHbGO1xLqbVeuWIZFXAe9g86VmI5lvVZWBzXoDG93e6m6cCmFhwTCOGMj4/Oz89nWX4cL/40F0JwB0DTYyOlWizvocWHF8dRGAY21mdhWd/JhCo0QdkhAIbIWK/XT9O0KtmiWM1eF5qMsWXLJrU21R8rwUkYKiGjXPdhLZDnrr0XHIYqwrNkXd7rD4ojyfqWnLN67bru+PjYzMxsnucwFM8RQkRRFARBUeRZltPWKiVeEgmhEBMRM6J8WusoiqIo3L17ikwXiEbueS9VE1VVcKOjI+T0QKclURbP89I09X2/KArP84qiGA5ejYyMaK3JWcHzvDiOENEY0FrleUGdW33KYX+oKIBJgqJRFJFgaZIkB/hQHcwMKyils9ls9Hr9LMsq30Xa6SaGXJZlq9XkXAwGg8qP8fA+QkMP9sJD3mzUoiiqgpyW9VnWZ2FxFBb0piiK2dk5KUvGuG2Qoz8o1WoR56Lf7x8T19oDged5rVZzYfGFqJRqdzpZmhujacc0CPxave4IQRvwFhaW9Z0cswPFuGiZLoRjjFFKG2McRyil5ubmkyQhzck9c9Qr7YqVK5eXpRpehQ6TPaIB1W+qFXmV7TksLlJFgYZXyYh4pGN9VRoeUTUaBilg5TjOxMTE3NxcURRKqYmJCVh0bsiyLMsyOozYF5EQ8ohL0zQMQ6JkZVnS4Dk5Obl79276sdfrRVEkhFgyNRBlqlzvxsbGOGdZlqdpSn+lzM+K+HmeR89t1U1RFJFbHXFLcmugVo3jOAxD13Xa7Q6Vuh32B54abUHIB4CoVxiGzWaTYnH7eKgO9oOUUhMT42EY7ty5q6KRlVk85bJSyV9RFKtWrRoMBu12u9JcObwZnlUkln4Thf7IyAj9aFmfZX0WFkcJSqnpmdmyKMDarB0LMIYjIyNZlg2SxGhzvD0bnDutVj2KouHfF0UxNzcnpaKJ03HcZrNOyuy2Qy0s6ztZx6rnrizBGJNlOeU37jUeBQCc84mJcVr3HqmFHWJ/kAwGSRAEvV7vCK4gF6sKKRJFzAoA6vV6GAaDQRLHkZQySdI0TSspkYrR7ZsPUKlbrVabnp7e70NIZExrPTo6whjvdDqUmniAdHd0dDTP8263u1fvRIo6hmFgDFD8bVgJs5LcPCx6J8PfJsaY53mNRl0p1el0q5zP6oMqyjSchDkcKxv2l+ecu67bbDbzPJubm69Ote/+bbVaaZoOBoM9OefB3il1K52EdjGqtFJqQ88VjUaDsnAP7+rLsr4Kdh/awmIvA4QjHK1kWSrOLes72iD1sGazqbUhZ+Tj5sJo4hSu6y7JbnIcx/eDJEm0VgBGiIU6ENubFhYnMecd/kFKxRiLosD3XdK3VEpTnh7VTVHuYhAEnDOl9hu0MfujhftaxbIFSeoFGRJaXh92vkcLd8dxqmI5KWW9Xnddl3NByZnVmjvPc0rp9H1/33kcnucNBgNSVRkbG6mowvOBaAPnfGJiwhg9OztHEiwHKH9C5oFFUTxfMI1z3uv1pJSTk+NB4Hc6XeLSFV2pYmWHLgcwrPBJQqxk6T42NqqU7nQ65OpO0VG6ZhiK5Q4XGgAAFToiYr1ep+TJfr/f6/X2jC4+7/ZBvz8+PmaMybKsqlytkk4PKvY4nNJJkykJyVCCVZ7naZpqrcfHxw97XNHi2Yf5xhtvtK1gYfGcmVxrY7RSRms1bENkcRS7wAghSCH9+IkkUM2J53me5w/LtNDjwRhKKY3RiMzzfN/37eaixa/BHo1NF1okWouZcjQmCOF4nhsEfhzXGo16s9lEZK7rRlEkBKf0zEMkCPtYXqdpBoCc836/f9jVF6v7pRdFUXzjG9+YmJhYvnx5s9mI4yhN006nQwqQlMZZBZ2qjNB9nHlmZuYHP/jB6aefTuEprc2+WSKdXCn57W9/JwhC13WHnQ9gf1EjUsQhvZnnC9YxxqIoMgbm59thGFJZIAUtifoumQ4OkfUNywKRwcNgMKC0T5L6lFJSHuaS91YdXTV4HMetVosx1uv1yF2DEoYrydl9gJJjy7KM4zjLskp19oV98YmR0kfT6ziOwzBwHNf3/TAMgsAnm40DubaDbVW7itv/XpGFxa/t5C2EEII5jisEp2qLE9dI4AQl3r1eHwDiOMbjgzvRaoAhOo67VzonhHAc1/cD0qyzq2ELi183Akxr2UUgItMLOepYlrJWi1utpue5R2Ey4ZwHQUDhLipEPOw3S8E9Yhpf/vKXy7Ko12vz8+0dO3b2+32K2+R5/oEPfODqq69+5Stf+eY3v/mzn/3s5s2byZ1iH7j33nv/7u/+jqJnvu/tN0pJZHJubu5Tn/rU3NwcDOVACiH2e+9E4Z7PmKFST/U8z/e9wWAwMzPjOM7k5GSj0ajSOyudz8My0VQspQqscc7zPJ+enp6fn3ccZ9myyUajQaxsybso6drzvGazOTk56ft+p9OZnp4mkVVqDTpyv5XzrutqrUnxZWJiYti+4gUIilIErzKjr9RxaHHluo7v+7VabdjU0eKww2Z4WljsZVvIcZwoioQoioJJqaQ0jCkpFedW3+WoLaF0kqT1ei1N06IojoclHWMMEB2Ha60YE3uuDMLQL0tJAuL2UbGw+DWcO4bIAyKaqu7LdUkuH7XWR8HQJYqiLC+SJKMLqMQtD+N4KIQg78F+f6C1np9vP/30tiqS47oujYq/+tWvXvva177+9a/vdrsPP/zwn/7pn15//fWvfvWr93Hy173udWeddZbv+2VZJknmus6+pwDy+N6yZbMZAizGvpbE4vbKkMkSsLLfGP5rpXGSJAmAmZgYn59vT09P12o13/dJpSbP86q28LDU9Q2fhGogqVKUlGzm5+c9z/N9f9myZWVZlKXM85yif+Qk6fseY7wsi6mpKSJX1AJU6zhcFrjvi6HjSdoUAJrNBhlUwguykaC0UtLvoQrMIPCk1JTwrLWBxe9OlQhqhxTL+iwsjgYqx6QwDIqiKIqyKEpj8kPXTbY4QCil0zT1fS8Mw0UL12OMajd3r88ATcn02FjKZ2Hxa0j5qoGiWugaAxSzWQxdGMbAmAOJY+ALcA+qFFPSNOv1B6Q7UglsHuy9UNSIRrwsy8Iw3LJlS5Ika9asqdVqnuf9+Mc/vuqqqyj2FYbhihUr2u02xc2IqBBpWbFixbnnniuEuPzyy8Mw/NSnPnXppZc2Gg0K/txzzz1Zll1++eVEov793//dEUJKuf2ZZ5rN5sUXX/zAAw+sX7+eDt66devs7Oyll166ZcuWbdu2lWV52mmnnX322QgmTVIwBoxhjD311FPbtm27+OKLx8fHd+7c+eCDD0ZRdOGFFwZB4LrunXfeefbZZ4+PjxtjtmzZQiI0eZ7/6Ec/WrduXavV2rBhw/z8/MjIyNq1ayubcnKTn5yc7HZ7ZVl2Oh3K1202G7Ozc9VdU2tXJYIHy7eH8yf3fF2V1RVF0e12ifvV6/U4jrXWjiPo+Ha7kyTJsCE77KHjeiAWFFXKK3kwRlEUhmFZllpr8tKojhm2zdgHpRUcx0Zb09PTYFQY+FophgDGcAZg9PBtWsp3pJYxtgksLJ5vvHNdVwgRBEGtFrdaDccRSjvlawAAIABJREFUiGATD44apJRzc/O+7wVRKIRzzJd0iCCEYOx503hI2IC4n+0+CwuLo4lh67MkTUnR5IVtUw47RhDt8X0/z/O77777zjvvnJiYcBznhz/84U033URm6EqpPM+LIg+CoNVqjYyM1Go1+ug8z4lzkgbJq1/9aq31PffcY4x54IEHrrvuurvuumvjxo3vfe97v/vd7yLijh07nnrqqc2bN3/uc5+79dZbJybGv/jFL+7YsYNycL70pS9lWXbPPfdcf/31P/vZz3bt2vXpT3/64x//OGPPxtkeffTRz3zmM3me1+v1Bx988E/+5E+eeOKJe++997rrrrvjjjvSNL377rs///nP03B90003PfDAA1rrRx999C//8i8dx3Fd96677tq1a9dXvvKV97znPbOzs0tmgcpyoCzLfr+fJOnY2Fir1Rxm3RSaO1i9k/2i6hRjTKvVarWaSqm5ubl2u93r9aamptvtTlnKsiwp//bwfnSSJL7vUxkkub1Xwe1hz8l9PFW+7wPAyMjI6Oio/cIeE9hYn4XF/pf7FLpBZJU3rsXRASUO1et1z3G63R7tpx4TTkXZKZxzzpkldRYWFsfhVEXDo1IqTVNjno3DHOyQRdEtCoJRMufIyAjn3Pf9qampmZmZoigqNzyiQEmStNsdY4yUstlsep5XsSNyPiCzO8rdoCzBr371q1dcccX73/9+zvktt9zy13/912vXrr3++uuVlN/5znempqb++I//mHOxfv36z33uc5/97GcZY5Qjev/990dRdO21155xxhlr165997vf/eSTT5IU54YNG/7HF77w0Y9+9MorrxwMBu973/ve/va3/97v/Z4Q4sorr/zsZz/7hje8YfXq1V/96le11nNzc9PT04888sj555//wAMPLFu2bGRkxBjzgQ98QEr5ile84g/+4A+2bt26du3aitIYA1UQj9JHu91ukiTj4+OIrNPpFEVBUl5SSqoqPIy5tRWrp8q9sixHR0er81cZrYfR6Lz6OOrZXq83MjIyMzNDP8JQXG6/jxnjvFarkQjNkbA9tLCsz8LicMKOUceizU2e5/Pz80EQNBr1ubn5w7t/eeDgnHHOhOCI5gVkXllYWFgcaVAsKEkSozUyXmmBHCwBID0qkjChrEgK2Q0GAwAgX3XSWnRdt9frUep7ZUPvOILS/4gdUYIo5QSSLDNVwT3zzDMf+9jHiASeeeaZg8Gg3+8bY3bv3v3Nb37zS1/6UqvVUkqdf/753/3udweDwcMPP7xu3bo4jjnnZVlSPd6qVatc1922bRsVjH3hC19oNpuveMUrXNcl1741a9ZQC1x22WWMsTRN165d++Uvf3n79u1bt2698sorN23axBibnp6+4YYbAODWW2+97bbbNmzYEMfxkmCd1pq8N7Isq5gVbQrPzMyMjLQmJsY7nS7x4SNEbOhz4zgGMP1+v9PpAACFKKmX+/1+1YOHcTeBdDV7vR5jbGxsbH5+PkmSRf1qdiCxvkr25vmEcyyOAmyGp4XFgQ+1GsB6fR4DSKkGg0FZyjiOEI92+y+unDgi48Kxw6aFhcVxiEq/cTAY4KJ1wZ7yJAcCivWNjIxMTIy5rttut5MkabfbFEgMgoDIJFELsmeghMlFIUlGJYV0HmMMSbMIIR577DHHcc477zyl1Pz8PHGGIAgQkWz6yrJ829ve9qpXveriiy8mdveGN7w+TdNbbrnl9ttvX7FiBb2FqssWBbdFmqaO4zSbzXe/+939fv/mm2/u9XqI6Lqu4ziVqSBlma5evTpJkh/+8Ief+cxnXv3qVz311FNxHG/atOmVr3xllmV/8Rd/cfHFF//oRz/6/Oc/T4Z4w5boeZ57nluxL3ohpSzLcufOXXleNBqNKIooM/YFSJ4cSC8DQBiGg0GSZdniFCmTJBkMBkSqqcrgcCWXLvQoY2Qd0e/32+12q9XyfZ+o5gGGFo0x5COyV9UcC8v6LCyOI8qX54WURmtlW+NYwGit0zSNougoyN/tOVcJwclHiNmJysLC4jgcIheDLQsFXUMK+0s0PIYTAmFRLKSSDCFlzrGx0ZGRESnl7t3TJPqf57nruq961aseeughCo7Nzs6S8Tq98amnnpJS/vM///OvfvUrAJPnOUWHKOgnpZyamrrtttu+9KUvXXfddeedd54x5q1vfetf/dVfPf3000mS3Hzzza1Wa/369X/zN39zxRVXvP3tbyfxySRJwjD64Ac/uHHjxrvvvvuaa95Yr9cpmZOun5zfyXN8bm7uwgsv/MxnPvOtb33rscce45yvW7fum9/85vz8/I4dO2688cZzzz2XCMyXvvSlBx54oN/vr1u3/pJLLnn/+99/9tln0yd6nuc4TpqmFMRbEpXKsgxxQRZ1mPAQsSR6HIZhHMd0tipQRkYUe+244fPTMdVbhjJLFzqO9p3p2qhMrrJlp/Asia9Q5u3hfcY452makrBNp9MJwyCOo31Ibi65eKN1r9cjXdADqgO0OAKwLu0WFvufTZVSSTLQWhkDdoPqGHaEcAQiq3KHjsIn0pQvhOM4PIpCq9RiYbHXhZ3FsQUxEM75QsUdPm8spVqjVy5ztKAPw7DRqLuuQ/rJg8EgSZIqaZMISRiGy5cv/9d//dc77rhj165dl1122Zo1a3zfbzQaGzdufNnLXvbDH/5wfHyc5DEpytfr9Xbv3n3rrbdu2rSp2+2+973vveqqqyj6d+GFF87Pz//oRz+68847V61a9Wd/9md5nn//+9/3ff/uu+/+/ve//+STT1544YVRFE5OTt5+++31ev26664jGZVer/ea17wmDMMgCDZu3Hj55Ze7rjs3N/fSl7701FNPXb169b/8y7+cffbZb3rTm7TWN99884MPPnjGGWf8/u//vud5ADA2NrZhw4b3ve99y5Ytq9frjz766O/+7u+Oj48zxl73utfdc889d99993333bdu3bpLLrmk0WhUjayUqtVqg8GAWrvSnKwOSJKkKAqyUyeTPRgyKN8zs5GSSKvaOSoFpPq3JebvlVSM1joIgrIs8zyvjsE9cIQes0rVkxJ9m80G6YXug2fSI8QQqUAjCAI4gDrAw3vZduJeaAo7ZFtY7BtKqSzLk2SQJBki2AzPY7is8TwvDIO5ufkj/VnVJivnXAjuuq7relEU2pnDwmKv3xSLYz48kk5Gu93udDpcOEu6pVpkDw9i9JZGoyGEUEpRlmDlNQ9DISZE9H2f0kerbEnP8/r9PqVoZlkWBIHjOEEQTE9PCyFISTIIAmMMCYo6jpNlGX0W2dDR7ynGmKZpEAR5nnPGtNae59HBk5MTmzdvueGGG775zW8mSVKr1dI0FUI0Go0g8Iui6PcHdFVECLkQREgo2EhRRyJ7FAh1HGcwGIyNjUVR1G63yb6cRCmllPTReZ5Xe3xLYnS1Wo2Cn5U1wpJ2pjrGer0+NjbabnfI4wERsyzzPG/PiF9lj0FX2Gg06vV4fr7Tbrdd163an26HcmuXLVs2MzNTCbcczcdsODgMABMTE2VZ0KS85+qoeuqMMUYrRHBdd3x8/Oh/O+zKjWDVXCws9oPF3AxgDI5+UZnFcEcopRCBC6GOgH0fzd+0mco5RwDGOSLzPMfzPMdxLeWzsLA4bodHGqAWjOPMUtGp4XRE0iDxfT8IAhI46Xa7ZVkSrxg2Oq9ifUqpLMuIGlVnI77kOA7VvxHXohQ+ym90XZdK/uhUFUeqklGJX1EiKNUHcs61UpSxyTnftGnThz70oenp6be+9a2UZToYDIikzczMMMaiKIrjOIrC+fn2AkNTqlJh0VpXyjREmTzPk1K6rgtgiInRlcCiwSDdTnUBe1odUl4rObPvOSlQWxEN3rVrd6vVdByn2+2SNA6J0OzZcTS70dt935uba0dRSNG86jC6wiAIwjAsiqJySz+2D9709PT4+Bg9UXtS0GF5T9f3ozCgYObBGkhaHDYCbHfpLCz2DSllmqZJkpVlsWi5a3FswBir12tZlldV7IcLSilExhgKwRnjjCECCtdxhOO6zgu2vbKwOLlhY33HCSiEBQA7d+6UUiLjS1hfFTIiTc44jspSUh0alcmRScOwNwAMKXmQFkvFoyjNnuJa5GpDVIpzPj4+unv3NBEAonxVjLEsS9/30zSl2BcF1oiVUYSNTouLcjLkmhuGIQnJUKhwmHkS+5JSjo+Ph2GQplm32y3KkkJ8xNyo+I3kN13XpYI9x3GWLZvcvn0H5Zqmaep5HomCkvAMhQeTJCELiiXTULPZ7Ha7FTlc0hH0RlKRYYy1Wi0AmJubq7Rt9qRGxIJ83x8fH+31Bjt37hwZGanX691u1xhTFIXW2vf9MAzDMOj3ByTdeSTUYvZPG4bin9TOjUaDMUbaoXseTBupcRxHYSAErzSHjnKGp53BLeuzsDjQZU2eF71ej0ZeO3YcywELMYpCzkWv1ztcmS3GGADDuWCMBYHPOac1EDy3bt7CwsKyvuOc9eV5Tl5qALio38ko7MY5833f9z3GhNayPxgQt6kW8VVKZ0X8YEi1n9Iyq+gWAiJ3lCk5N6AUQ6YMZoX0PbdRC5hwduyaDlwHNXDh5JDk0JOi08umk6yDTBemLEvpOq7Hg5FoIsQWKyOmQ8F8rbWHupASXF9qMFIvmxhNkmSQJAgcDXCBJWooC4GsVAaFgxxVWkSR7zR5yfNC92e62+bmd2gopNKAzAALnKARTgQ44kDMChHFsef73V63yJVA7gqvyDPkNOYvcDDibxWpqzIbEXFsbNQYMz09s2fBGLUkHVYFV1utluM4c3NzcihLZZhdu64bRRHRWhK6RMR6vQaAFSsmnpymaVXOd5QXJEt4WvWEcM5brdbu3bs5Y89yUURczBD2g2BkpIUAxjybUGNZ3zGBzfC0sNgPGGOu6/i+p7UqCn2sXMItaJrJsrw1EorUKYr8cE1jnDtRFFLZXrXosb1sYWFxooAyM6mGDREBGBjUyjBmjDaO46xYMWEMzM93+/2253lSyYqlwFBF1nAG5vDKvso/XDgMQBllAI3S3CjUGlE4rqeNTtN+vTHqOJ42iomio6YzPrdp5wNdub3AGQ0JcMkDUZSS55yDh7s8TOM1Ky49bfwC0A3InbJUnDtJUWjGA9+TWtNFaK0d5EoZxcFhiFp7rjtQGpXxa6ynd+VZ+/4tP5nt73CDtNSzjEtljHAjA4wN0Gu3WNaYjE8/a/n5y1rnTM/PKsM558xgKUtELouSCwXIYTGMSf4QVZprxYf7/UElJbpEXYwtMp/qNWOs0+nEcdxoNKampsjqsCiKsiw9z/M8r9lsco5ZVrTbbWpn+sRut0cvqHMrUdCqF44yk1kyJ1Y/aq0ZQ9d1tVLPslmtldaO4wghWs2mVppzNtwsdoY9JrCxPguLA0JZlnNz82VZSikp0cXiWKFWiwGQ/HwPkfIBgOMI13UbjYaN6VlYHCxsrO/4gTGm0+kkSQIAiFyrhRCH7/sjI412u5emKUWxtNbAzLDy5MF3ojIIYBgahgYAtEEE0qg0utloRFHw1MyOXekj2/v3z2dbJGTauIK5UqWuC1iikdwAMwwlKxWWiJxl4Znjl6yuvyQ047rkDBG41qDDoB6F0fTUM0KAMqiVi4ACFRgwmhmhczbowlOPz/zHVO8p5ikwBgwwAKNLxoUx3GiuoWRCKV1w7rDCv+DUq3x9RhNWB+BrVCVoAM/jgSkTQG2eZ7Ko2qrVavp+sHv3bioX3C9ZovTXer1OZJKislmWNZuNPC+ofm8hu/W56bXwXJnc440pUdauEKLVaiqlO+02BfEqK3bXdUdGWpwLYzRjx4xx2FhfBbt4tbA4sK+KEPV6rdPp0irHblMdQyRJ2mw2qBDlUFZIxhjXdYjy2Va1sLA4cUFcjuzaKGsdGQAYbTQyI5XqD7pCCDRGayUcoYeUGF/QWpwhlEjLSGSI2piSaQ7a0Uy1s3bmze1O7/9F+/s9udNFz1OjOmlcdO7lZy07B4CFEDsgAGAq2fmzTXd2cdt8uRXiwS/n/n1Xd/P606+pieWYO6ZQzGFSla4nBEdAKQEN154yaFwDCr0ihXbqb7l34y0m7LIAeNbwi/CCMy9/0aorAQQDVAAGWC+fvfOBb6Uwlal56Q0eeOr7sZ5Yd8YrOZ7HdeQ4TamKQvU8dKTSBvWStoXnmpUjsk6nUxRFpbG5L36slOM4Wuterzc5OTEzM9vr9U477bQoCo2B+fl5qg90XXd4RtuT7B3lWrgDfOroOouirNVq/V4PhnRfjTFRFLmuUxTSdYVS2n5Pj32X2V06C4sDASVXdLvdJEkt6zuGoH3Eer1ujO71XmC4b9GVgTmOW6/XSNTbwsLiYGFjfccJSACTivq01oiMsQV3uHq9LqWkarEqCIPPk9J5QOMnoEYQpmAGwTgKkXGppebMkxqVyLvs6Sfn7p1Jf5noaRdGz5644pzx9RPhKgE+Gh9BMECtNKAGNIblfbP76dmfb9r1s5l8R4EykJPnL7tymXeOK0cQhDJycnI06Xd7g77hrkZ0pEItJM8zf/qX03fu6G/UPHGL6IzxF585dskp9eVcjyDWtQHGlDFKSsUdXuhuYZLHdzy6pffgfO9pYCk3fHntovWnvqPsuw4HgMJIQMbA4BJiQ5YPVSuNjY0lSUI+dQc449CyIYqiWq02OztbfXHI929YwxOeG1qsftyrEsxxMik7jjMxMTE3O0uio5QSxTmfmBg3Bhbd/I7ZusnG+irYWJ+FxUGMGq7rWdZ3zDsCwOR5PjLSyvM8z4sXdBJgjAeBX6vVbFdaWFicBCDmUBVNUVSKc+44gtwOEJEMxJvNpgGQUmZZRgVmBzUMGkQAhoajMQAGUALTgAZAa5YVfH7r3L27i4eVHoyKU9649l0CVrimKYxBg6ARAAEN4wzoPNJtYq3ZWvmisSt/uvP792//nvS3/3z77bBSrQwuMSkTCLJIXcdTZS6Yh0YjcgmDwmtv3H33luReI1hNNX/zxe9c5l2IEHKjwXigkQr0EJXncGMwYE2mmxefcso5cOHu7LEfPfjNLJjakv3HeP/8dZOvQOlwIUpTchTDrI8gparK6hCRMSQhUAqu7rtTSKeUkiH7/X69Xg/DsNPpVG9clNvh1GUwlMm5WHn+rJ3GcTVhEd8ry5KUgSjaTMaJnueNj48qZQCMUtJ1RVlKO9sec/Abb7zRtoKFxYGMbsQ30jQjHSrbJscQJPONjMlSHuz2p5SSc+G6brPZJO8g254WFi94YLSNcEyAzwUAZFmWJAlZzHEutDZxHLuu63kuAASB7/t+o1Gv1WJyFOBc+L5HXggHyfoAwHBDiY9Goy615MKRWBR8+ompu3f1HzLQn3Qvfv0F743gNA9CjgwQAQFRAzNKG8MwN1KjBjRMM6MdDv7y2grBYKr9VMn6c70pz2vU3FGusciSerNV5KhLjUobgyZKHt35vR35QwZ5Dcdefs61q7z1zLgIaMAYZMCYXqjv44ACERA0B+QIqLDFT1s2ctpTO7YWfDDX25T3gMuo28n6adLt9vu9fm/xX6fT7fX6JOsipZRSklFeHMedTme/00cVZTKLmqpJkjQadSnVsFVGNa/tVTFlSejvcH1tEbHVasZxnGXZsJdj9XHENqvfVBWMVZ1LZcMQx7HnuWSPQWYYIyMjdBqiyYuinsfyy2IHDcv6LCwOFLQD1+32qpHatsmxRVmWcRRR6PWg6KLjOJ7ntlpNOOoaaBYWlvVZHK6F7JLfkEGcUqosS9/3xsZG4zjyfY9z7nmu67qOIxhDY7TWGnBh6PN9fzAYHNSMhgCImhkDwBBQIwd00IGSd3b2N2yd+6kQKpQrXn7edSPO2Rw4ICoEBRTlY4iMacYQQYHDBQODjAECAmMQTtZPVwyne89INp9m/dWr1pSJ5ugyzsMwLtJEGANuuVs9smn2PhAqLptvvuTdy93zDISCO4Cl0Q5nHI1ioBga1IjIQBvQgChQc2TooFNzJi449YpNWx8qxFS7t3u0cZqAcaUVAqBZShioVbMsy/OcHCxqtShNs4M1EFqM2MHo6Ei/P3Bdl5geKYUe6fmIKCjxNIpVNhoNxxGM8erayIEQEYUQZKhYeXvQG9kQKEpZr9ebzQbnzGjd6/WEEPV63XXd422LxA4alvVZWBzwYA0wPz9PQltW7PE4Gck9zxeCUyHBgU+6jGEURZ7n2ZnAwsKyvpOD9RFnEEJ4nhcEQRiGnufRqp1CeVUh2WKIxgjBtNZC8E6ne3AjIWo0GpAboCxNNMgy6GRi18Zn7spwvi5Of+WFvzcarGbG0dogQ4NgwDAABIML+ZNKmwFgAkhBQ4PMGDAI3ljtlFT1ds8/qTGZm50/78y1tXCMo+sIbrRMy/mO2XLf5n81fmZS7w0XvGNcnA7aRyZKYxiiYcxAyUAZw7Vkhpsc+xJKZAyAITINnBmJhjFwx1vLH9/9sHbyvNDjI6cy6TGNAGZPqlaxpsVE2YhCfy+g15RSjuN6njcYDJaQvSM6JRGFIxIbhuHY2KgxYAyQN1UYBrVa7Ps+ea9TweGSC6seJDK2jeO4Xq8FQUDDAEMEwCgKg8A/3r4sdq4n2H1uC4v9QGldlrLb6ZalNEafNLYNehEn7vVnWRKEwUH1SLVVCTbQZ2FhcTJNVUohYuX3TcM7iWoML9yHx3xjQGtzsPuYaIAZBoYB0SODiMD8YsPm/0hgVho8a8WVE8GFHB3gpWES0QgAFzQHyUADgkGt+NyGp297eOttCjsGlDYa0ABTBpkLzXWr/tOK2hrG5FS26en+ptl+e3amkySJH3upkzw9eNht5lrKyy581Vh8gckFZ9woLRjTRCnRAONaMnDZgM395Ml/u3frbQUOFBaAwAHzwhhUjOGyaM3y2vlSw1T+xEy+EbkGWJpjyRijqkiifKS3qZSiaNjB0g+Kts3OzoZhQCekWYk+4siu+BlTSpH0qOd5WhtE0ForpQGQMW4McM7r9Vq9XuecF0VR8aXFrGDuum6tVhsdHZ2YGKvXY8dxtaYsUOBctFqtKIo4Zyfu0uLkhlVzsbDYD2RZ9vsDKUspS2OAsZNhx4j2F7VWjHFyHDrhdsKMMVmW1et13/cGA3WAMQdEsCbsFhYWJx+IQlSCLlSJQLSkCtRU3AMRpNSMMUTwfT9N04P6KDRokBvQiAoAjZHzve2dYpsJysCsPG38fAFMGWZAC+6iRtAAyAAZICiEgZl7aOu3H5/6Cbqsty1bf8obQ9YEzQGMZoZLHYuxi1e+4oebtou4fHzHI+7YKbGZ6PcGdT/2R/xt2x9Hp9sKTjm7fimDiAcOKC2QGQXIJYBnlAuIyFUfdt731He29u7PU0ReXLLq1Q74RoHj+6VRqHNtsnOXXbH9icdK1nl8xwPjqy5gGOEQ8RvWUCEmQ9kl/X4/CALP86j648CnLfpfCKGUGhsbbbc7VWDtSBePuK5Lpey+77uuQ7Sfc0b0j8gn3WYUhWmakq0RHUnxYZKWoVuQUlfiotW6gugfTbUWlvVZWJxolE/KJEmVkkVBlO9kiA5prRlDxxG+Xy+KjPb/jkJRwRG4EdPrdT3XGwzSJTk5z3/jnP7Z4kwLC4sTF0v2uSrZj+FhfEnqYJWmaIzhbCHTj3PB0IBRw+RQG1gS8nrORwMoBkwDAzAABlVp+rODp5xalibyNRe9pSFOVQAMBWV2AgJwAFwol5OQbNh+28anH7h49Us3P7N10zM/zkR6xfLfbuByVAwBUXAEb/nImrH4zCn1y5n+U3hqT8vYdVhedjdv32BMR5TsnJXrBYwy7WhtEAxwg6DAiIEuQnBBgRLdB6duf3L6sTNWrU8Gg8dn7tGYvfTU/8xZQyOAQkc4SvGVrQt8jLs4NWA7pnpPrgjPQ+0uadjh19RuZEFO8qeVCMp+pxWlVFXwlucF59zzvG63G4Yh2Z0fYso0msUeR03PA+esLIsgCMbGxvboRgAwYIAhgKEgaSUbAxPjo0tOzhe2vPWzpG5RhgYM4MKPz56BjrQ4vvaGbBNYWOxjWqXBnbZLTxrKBwum841Go9ZqtXzfcxxBsssnXAcVheRCeJ5zgG/hXAghGLOxPgsLi19fVJqNi/5+WMV5tNb7HRw1ggG9kOAJhvumn82m2WC8sWKZdwYzYnH1rwCUMdoYY0AZI7VUAnReDJjgY83Tfvvy3z9z9IJtT/7i4ad+MIBdGqTUSoFSmvswdtrohUZxwwfTnc2GqbIsu+mu3fOPIRhW1leNvsiBGgIwVMhBmVIaDcAYcwuj6B6eevznzPROnVx5+eo3rAxetP2ZjT975usDs1WBRAa6AMZcB/2rLnitaxp5madq2rD9J21SEJUSaKvJ6EBSSIQQpHKZ5znnfHZ2NgiCOI5JJe6wT8F0nfV6fXR09Li1+7OwrM/C4jhifUoprc3JMVzSpOK4bhhGnDOqA2k2m3EcB4FfmQKdQF1UFEWW5bVabR+lKZXTkRCOEMJ1HVvRZ2FhYSc4elEVAQIAucbtdw5gxhhmNGoAbQClKbqDtuD+SHRKwH0tSyDVFlQAEtEgImhkaDgDpp0zmhdxxu965HYG/GXnXLM8OuWxrffd//TtOS8F4wiGoZPlYrx+htAemHT77l8haqZFCYOUTWnkjeD0lncKAwYMDGqjFWpk6EoDAkAxlAK4jt542VtCY374039J+8nVL/qdFWMrf7ntjp9v+zcDCSIDJrQxaMyq4HxfTrroS+wBygNpN6WUlGUQBHAwzgqUU1PlSZIPRBzHjLEjIXpJRDQIAvJUsHudFnbpY2Gx70GTMYZanzyUj+yb4jhyXZdzTnN8GIZxHFMQ7KCqFI55/wBAlmVCCM/393njxnGE6zphGJBGmX22LSwsfo2ntmczEsMwHBsbc11XSkla/Pt/uwGNRjNtEBCgYGluUt+J62YVA8cRggEDA6A5ADOaar2PmyWnAAAgAElEQVQQNAfDELxVY2etWXOGcnd++76/29HdeeXa3whH3E3bfrpt9yamFiKIoeeOR6tMLriATM8jaJCsk871zRwwPH3FRQihLBUYBcgQOEOhjNGouSk9ZgCM0aIp1py16iXCUw9u+f+e6Ww475zLFF++Zfvm3b2dUktgAAgCkJlwsnGKI3D73JMKywNsvaJYYH1VY+636SgFV2s9OjqqtWKM5XlOlhtHIteGCgiplm/YiM/i1xa2rs/CYp/fEMEptfMk0KNiDBnjruvWa7U9R3/f9wGw3+8hMlL6PlH2BcuybLc7URQURS5LOTzh0f+u6wghPD8IfI9UyOyDbWFh8euMqgKtsm6jTcAsy4wx+9bioL8ZNBo0M2CAG54bIfNMNZavQMPRmMWjOAAHXhYmRRAOOqAAWbpt8MgjD/0qbja76fQ9m78djtT7fXP25KWrx1YzlBpBysIVDtM42Vi5PZ+TOjUmF7yeFYVyNQc2PrqKaeE4qEFqxZnhBgCYznXbZbxIPc8NStHPYOfGbQ9zn88XW7//2D/UWs1S9leOX7m8dqoAZCBLyRzBmGSR6xZJ23UDw/SBNB3nvCxLz3OrzMmqbHKfszCTUoZh6Lpuu92m+YsCfYPB4LAnoZRlGcdNukIiljbcZ1mfhYXF8w7QAMA5MsaMObFpn5RSCOE4ThiFe1od0J0Ggc856/X6iFCWypgTQ9+FxDyF4KMjIzMzsxSrpBoJil56nkdS5jax08LCwmIYlY+fEKLZbLbb7cFgwDirOOHzkRmNGsEYZGCMQckFlCWONJah4QAARhoDgEJj2ZPbNzxxTxQ3zl213jCc6229f/MdjWDVFWe9MpfdR7bcs/uZ9nkrrrji9Ndw8LVhSivG0YDiTCwbX7H9mQ3MAcaAAdOgFVNgeMRqCIaclTi6WoERuYTuw0//wBPywpW/Mcj1jPz59x79X75TP/+U1wgUD215sLurc9EpV6495fUMPARloBAiAq05OoHv5WaAIjP7EwarvBYoNOo4DpXq7VXKhUi1lNJxHBIICIIgjqN2u52mKVn/DQaDKAqJ9R16OG6Yz1MWD/Wy4zgnWgWHhWV9FhZHHa7rJkl6Qt+CUsp1HeE4US3m+2Q+rus2GvXeYICYS1mSCPjxvztojBkMEgCs12vdbo8mVyEE504QeGEYCmHjexYWFhbPUpcl/1M2oOu6RVEobSgGRQYDe50CGKk/GjSoEYxW2nU8RESGoA0YjQw06hIGP9/+oyfa90DXHXhTq1qn/vgXP0jLwbUve5eAMQ64vHk2MBbBKNeB1goEZ8jRaARmoDBoGEeVl8agVMA4uoJBwZBxBuQjx9EAE5Cw2V/suuvx6TsVpNot10ysv/eRW7njXnrO68+orVeAp7ReyiEPwEFoATAGCoEqGDnjjjZGoTZMG9w/LyLupLUuS+k4Dvna7ZUbk605ibiQlaLv+91ut9/vCyEoZtjr9cJwEhFJxvMQp0JipAZACNFqtYY5KhxhF3gLy/osLE74qdFxnH1oWB//0Fo7jhDCaTQaruPsY9CnP3HOm/VG5maDQV9KpbVSSsNxL2Gqte73+77v1+u1oii1Vo7jhaFP9M8+yRYWFhb7GD9J7zGO4zAMsyzvD5I8z/caGqL0TTTAAAEQjdGlYpozF2Z6O8ZHTmVGADDQZc6TJ+YffGz3fYn7tEG+ccfgsR2CY/D6C9/JdOCA4OjWzZlGauRMgxJCGQXIQCsGDBQzU+0dxpRGBYBCI6BSWErQbjufqrnLEFyGDAxoLJ+e2/DQ5tuUP2t49ND2H2zY9qOGO3H5mdecXlvvaM9huadDgzUEZAtkTwAiGjAIEjBRxhE1KBHN/qf7ahotiqIqGdjr3FqppMZxTN7uU1NTFCGkQj6aWPM8n5iYmJubO8TqvirXlCKWQnCtNbnUWrMiC7BqLhYW+xtDEZGduEMlWfNxLsIoFAdmxc4YYwx932u1Wr7vO44jhEOnooSW47izTJqm/f7A89xGoxHHIRWy28fYwsLCYt/DPrECkq0OwmBkZMTzPIpi7cn9NAIzjGmOhhumfPBc9LJiMJtsk1AaREBUnHeybfdv+rdMzGkXlKMzmM1MO254vuu52EJ0pSo5gsM0AgA60gQMSzSAAEqbEga7Ozu0xsgdVeAooUO34RU1RLVz7jGNuVIMDAcAjYNHtt4F9Z4SUkomUWc8cRzv9OapCEwqjirC0kPNAQygMlgaBDACAIzRGpJe2hY6GBErmT6gKYPaJE1T3/eq3+zZUMYYKWWtVvN9r9vt9no9Sp8hW3Z6wRhrt9tkAHiI/VjNdxQ5TJKUelYpRRrd9lG3rM/CwuJ5Qft0xsAJN1wuujAxx3HCMPA976CCdTQz1eu1KIqCwA+CwHEc13U4X5gmj88GoSk2STJbwGBhYWFxMJMdUsKhEAIMcM6pHHrv5WoIzADXDAyi0QIdboQQvKN2aVDAFDApjd4xuylRzwDLypIrJTgXaGCmO/Pjp27LsExkKoRGYACCg+aUD8kcA4AITOSz/a0lZAb8WrhcA6DAWjDm6RZCuW3nxgL6jJMLvAbIO9lcoWWphOZ9wxMmzHT29P+843M5TGueKyjQyxkzaAQY1FAoUGbhxnUKu7v97UyxUX8l186BtBX9XxRFVYy312oIRPQ8z/f9TqertVZKFUVBxX7GmKIoAIAY4GAwaDYbh9iJlTMEAIRh6HleZU6rtfVMt7Csz8Jif5BSAugTLtxH84rnOa5LhW3iYLM7SNItCILaIsIw8gOf6uWOz1wR2qsuy7zf61vWZ2FhYXHgUEoRM9FGMzRB4EVRiGCM0UYrBINgwGhjNDPGoCl5IUWhwcNypOYv5wK3735cQ2JAgjHcoFGmFkYMQXCO6BZKlVCCKHuDTiff5XIHNKdTAiADAA1gSmAFoNGAU/NPS0y19iZHzxFacCgc6XswocCZ6+9qp9sNSA1GIyoA5Bq5BuEUoDTqsiyU0n4YTM1PMyaQcwNGG4WojVEAAgAVgtaQY76t/6teOYWl8kzDaF5x4GoyHTZm2OuPMCSjQvB9P47jZrO5fPkkKaNSgR9NrGSQ6LouzVkA0O/3pZTkrVdZAh7sPKt0icxoU3LOGo065wsnpz1fm+FpYVmfhcV+uFOeU+I+HqsLoNmignoe0FShlKZRnnPhuo7reo1G/VDGesaYENx1Hd/3Go16s1EfGxttNGqcC0Q4PhM+pVR5UT5fUYqFhYWFxZKJBhajVZxzhqi1BmMa9Vqr1eQMtVbGaEoi4QwRjEGjeKmYNMZzzEQjWCVLMCx9YvpBpQYAHBQ/79RLs3nBTcCMdjhEfuwwn0t/7ZkvHfcaHBC0AAQUHIADgEBgoBGUBJVDvnVmk+Nh6LSawSos0TXGZ7WzTl2P4LsRTs1s1TjQTEkwAF7DHcWSG8AwbKDxWeF7xcjlF7xuZWsNgkDgCD5jDFAZNAgOAjdSI0IJgx///HYRADfRRON0h3tkYwuLAqd8qDiClFGIE5LaDfleAIDjOPV6fdmyZcuXL5ucnGw2m67rGmPKUg0Gg2F3h0oWleZ3ivshYpKktVqNPAAB4AXkZDIGWktjdBxHnDM7A1osga14sbDY10SolDJGk3Ht0d8nU0oxtvChQtDEg8YsmAcaI4fGemSMIwL58SAimZIHQXBYVFgYY3QeKhvgnGtt0jQxZsET4vjpNcaYUgpA53nuui7NxxYWFhYWB0sCAYDS+/M8b7fbQghjjJSKcQc1cOMAajRKFeVk45Qn55u5mP3p4/++4tIzfOX6PGZ69MoL3vLwjttLuY0ZEIl3arzmRae9dFnzAgYeMmlQLXA9AAAD2gA4wJiE7uNT983LHWWKqyfP9IuAM1dqzKVp1pfVnVYn3far6V+cuvLSBjpcCw7BS8584/c29FjY5Qp05q9qnXfO+OWr40uZ9hgAoAHUGpgGDgjK5NxwhwkD+dadP2W8/f+3d2c9kmWHgd/POXeJNTOqqqt64SJyRqJGy2gszQiCbfjBD7bhBX7xmwED/ir6Dn71i99sjAd+HdiwBzPCDGzBhi2ICyxKI3lEstdacs+IuPccP5zM29m1ZGU1u8km+fuhQFZlZ0ZERmVFxD/OlrfNewe/997hb7dhXlcy1vdbpyMZptILn13Ct9vt3nrrwX6/DyEMw/j06dO6Wi/nvN1uN5vNbrerR+BOiyefu6un1X1nZ2cxxvV6dXFxkXOu6yrf6Bm8aZpxHPu+Xy6XTudD9cGbinWU72f/6JlzTqlp2yaltuumBQOxvssaQn3LsH6kTP/p+l3I2HV9SvHLO5F8sZinFEs5izEMw/iVOvo8xng99lnqs6mfY4A3ehQNIdRc6fu+bdvj4+M657Dr+/1YmtCkEmIZYymzts9h843Nb//1+f950X/4p3/7v/77f/e/2uftPM5+6+0/eufRt58MTy+3l/fbe+/M352FdRlTiCmmNsQmlKtnsxDr6fBxn4ePtn/xL374PzSr7Wz34L3ZrzdnXZPSEFIOXRrW787/wT4cf3Lxr//ZD/77//x3/+s+Pwhl8WsH/+i//Pe+9f7Fv8nD6Wb+4H73zT7cz9s2tfVp/DKEEEIfQpPL0McmhrjbXcR++70f/8953PXh69/5xj969uSyjGchfHpkUX0iuRoCTamedX6zjdfrdc756dOndepmHcGrd1RKabGYP3t2NEXji4Nv07EZddrn8fHxavVe7b16eMYb/a2N49i27Xq9vn73E1Qf3PlpL8bQtk09hjXnn+lwX4yxbdPBwXo+X8QYphUEt2wP/dwRTF/era3PZ/P5vJRwdnZeyq5uEfYV+Yt71bHCALxWbZuaEHXhWUrp8PDw9PR0HMdhGEpsSiixpBBLiXm/37fd6re+9oeP/+pHR+3J3x597/99/C+/89YflfGtFFb30zcPum+OXepC2+aUhzGlJsRYxpBDSGmM9WD00pQYx7jfhp9878f/W5kdlWH+jYPfftB8czYebvM4trlpY9k139j8/Q9Ovtd0xx+ef+97H/2LP3j7P0v7RRjjot18e/EHpZx3IaUyKyW1XcglxFhi6UIMsaQUQsoxpjyMuzQbvvvRPz/Kn8S4+Pr93212b8WYmzbdTLNpcK8uo3gu1UII+/2+67qu6+qQ3fT8eH1mQ6nbt9wyXajOGp2+cLfbbjabp0+f3jwW4u7PfV3XLZfLz7EmkF8FzR//8R+7F+AWOZcQQi4hhvIzC79SSghxPr/aiGV6PniV6WlmWnLwZd/O66sobdvUu2gchy/vem9ZRj+9e1rf2owxtm3TNKlt29ls3jTJkx98qe+w8Mv315pSqtMFp+kS8/n84OBgNpudnp/WGIohhFhKjCk1Iacyhvmi/fjkR9v89Ecf/3Azf+vh6ltNnKXSNCW0pW1ik8fYNCnkGOpGoE0IZYgphNKGGHPcbcPH//T//m/fP/1+asM7y9/8w2//J+HksIuLfdynPuQy5GHoUvfWO/d+/NFfp/n2g4/fX60f3Vu93cbQxFKGvg/LWLoQYwnjWIbYtCXGGFIMKZYYQwhjjHGb2+33n/xf/+ov/6exGVfla7/3zf8gnt+LzRBDKOXTNw2nJ7Vphuf0kTqNc7Va1c08r15VN024MUK4XC62291zdffcXV0vdlpIstvtNpvN2dlZ27Z1rPUNcj2G2WxWqy946/P5lyuoPnjdg0Ud1GrbdrfbjWP+ohb43VzPPS0emJ5IwtUWmu1isaiTRu7oZ3zntG3bdV1KsX4L9fv4wm/GNFOlToNp2zalNqVYVzOmlJqmbZqm72ddd7VH2mw2n8/nfd95rAfVx5s+tk9BMj2ETrtBrg/WYxh2u4u602ZOTS4hhZTGtJgtY+pPtx/v0yefHH+8Wb21mB3G2MbSxJBDjCXmMaTQhNyUkoYSxljasm9DiLuyPS8/+uc//O8+3H6/5HgYvvUbD/7t5fC1VJZDDCXlEoYYYhu7WHJTll2z+uTp43138jcf/mC+bu8tHpbQxtCnMZaSYkghDXUgMYa2TiAtpZQw5HbYpbO/ePZ//MkP/snQ7h7M3vvdR//RYf5Gk1OOOYQm3brT4XPnNMxms6ZpLi8vh2GY9oBp27aexzCfz+vo6KueoJ+7q2tjX15e3r9///T0dJrFM2Xkc19eP7++fkgpDcP+4cOHN3eI8cOs+lQfvIH6kNq2V+965pxzLjFOS73DZ4egnpdzCaHUkKsfiDFND0MxxpRi06T6K8amruWrx4vPZrPZbPYVf7SqN69tu1JKCGXa2PMLudn1fkupBvByPl+0XdN1Xde19fzAajbrrz84Wyzm8/l8Npu1bWtFH6g+fvq/5ZtDXqlJpZST06O2bUqIJYXcpBRiGmMXZgfLR0PJZ8OTs/2Pf3T0/be+9nYfN21alyE2TYppDGFMsUlhKGFbQi6lL228LKdD+8G//Df/+F8//tMxhcP47d//+n/8TvdbZTfLMY6phBhiiCl3sXQhtM3YHi7ems/XH5/9aJh98JMnP7i83H7j/t/Z5tJ085BCamIMTcypDCGFZhzLEELTlSGdP4l/9T/+yX/z14//NMzO0zj7B2//F99a/nY4S13blSaWelW3PuXlnGvI1eG41Wp1dnZ28wXDtHFL3/c5591uV9eJvPYpaWq8xWKxXC5PT0+nSZ4v/drpiuqk3NVquVgs6g2wm4vqe8ld4SEb7mIYhv1+uLi4GIZhGIYQ4jiWpin1H1Gpq9BDyDk0TYgxlZJDqGN0IaXPrLWruVh346wDViGEqxQMUxKGlFIdvPqFSJd6ztP5+cXl5TbnIecyDMNPudKvlBJjaJp2NpsvFrO27er2pOGz6xjDZw9KUnrwMzOdLcavQvXVv+umaR4/fXZ6fpJCSTEOIW5z6WPXDqUJcWzydnH0ydkPvvfBP902T2K+99b821/f/Ma3Hn3nwfydEkIXD1I5zOU8p/Mc9mPIf/n+9z+5+OH/9+TPLoajpl1u+q99561/973ud5uLZY5lTGWMIZbYlBhLE0LMYWjSsM/bcbH72/M//+En/8sQPurzQdptfvPXfv/bX/v9w+a9Nhw0ed7GpoShxH0Ou204+snTv/zRs7/4qyf/z9nZx4fLVRjm//A7/+lm94f9xaxPJafdNuSUutce1FRndTZNijHNZn1K6YMPPpwG3Kbxt5zzcrm8d2/zySePLy4u7rKh9LQ4cD6f379//8MPP7z57+vF4bvpFUWdkXv/3mHtzOlm+OkN15O23A+qD97sma/O4pjGsmJMIXz6Jmj9x1RbLoQSY50BUuqnXS/vDrXoXnxOfe4xus7Q+AV6qKrDoPv9frvdXVxcjuNYV/p9vm+hPoN2Xb9er1arZb1/bm5Xc/MB3Q8nqD6+1Oq7+ZB7frEbhvHk6EkY92MY42o97ksZ8iw2JaXYlXtv9x+c/Pk/+7N/UuanoT3f7S/bvGn3bx0sHv793/yH3zr8vYtw/MO/+bO/+tH3TsdPdu2TfjGEWPrxrV+7/+98ffM7y/FRs5unoR3DGPqYQwwlNaU+g+YcS4xjDGk7DHGxv+z/9l999x/vZh/ksF10i/12NQ/v9uXhb337D/7eu3/vcjz5yx9/929+8hfn6ZPL8nG7HE4vz79++OvnH5U/+p3/8L3VHxx9nGdpncfzGLYxdWNIt/9A11G44dp2u00p1Z1XpjaezuIrpbz77rvDsH/8+EnTNNMs0Nurr+u6nPPDhw93u+3Tp8/qxdYNWl48+CGEUHdwWSwWTfr078sMT9Wn+uCnffLLuZ5UG1O6SrhpOsfNT6v/9fotw3jzAeeX+7G4Ps9dXFyenZ0NwzgM+/Dm4291lC+lZj6fbzaHX6ljIQDV96v5d329hCyenZ133WzWNk3elyaf5XKxG1MIbSlDKU3M9w5XP/ngw8fbD96/+O6H2z87Ke+X0IdxEcsQy66NbQppzHkMY+hCjjkOs3fXv/6w/c6vLX9/Fu7lXJomDsM+pjaHUGIIJaZQYtiHOIylHUvfptSEIY+7MebL+ckPj/7394++O4xPS9rGkrq0CGOpW8UMOefYhTbty7Zt2gft19+Kv/F3H/7h2+tfC7l9fPQ4tk3ZlT52oeSS4u0/0Ov1er/fX15e3gy8uhhvPp9Pz+/1bcq6uu/BgweXl5cnJyevPXh9ejmRc+77/v79+0+ePKlvNL90o+z6mZvNZrM5LKWUfPWWtORTfaoPvsi28ZB6y4uD+sbk6en5xcXZOI7jmKe173cxjmPXtf1sfm+ziTGoPlB9/Byf70IIKaVhGNq2PT8/f/rsJIQYQolhDCUc3t+U2IQQYi5t25a8v7w4v7zMu7wv/W5oj55e/PjHH/zwyfEHqd32y7It25xTGZpU5qksfuc7/9bh/L3hbHbQvJ2286aJIQzl+fhKIeSrY/1KzLGJpcRQYghjzqXJQ3c55NPdePbnf/Mn23K8Hy7m85DLRSklxD4PfQmrtx9+45vv/MZ6eNgOi7Dvv/XNv/PRRx/vhssQYwoplKvtO2+/N1arVR3iu+PLgJzzfD5/9Ojhxx9/cnl52fd9HRi8/TiH6uDgYL/fn5+f15BrUhuuTufNNy5/aNv23XffnWaHovpUH/Czf0VYTk5OLi4ux3GoJz7d8XVkSqnvu4PDw8V87m4E1cfPt/qmRX0xxidPnlxu96+Kw6ZpQhlLHkpoQmhzjCGNY9qVeDaE8/14OpRtTqmEtg1NG+dtnL/76Ovjtjl9ehbGpoldDvsQyhv9EE5TK8cw5PnpPp/lOBysZ6cnT/fDWELbNYsuHYTQx9x1Q9/EZrFYHBysHz9+st/vby4Xf+3VvVH1Tdtprlarvu8fP35cz8O4eX/e8uUppYcPHz579uzy8jKlVHJJsblZfaWUlMJms1kul7ZvUX2v5ZR24Et8tXBwsO777uTkNIRQNz27/cG3bnOaUjebzfo7rH0H4Mt+0TzNYxyG4fz8PDXdc58w9VLOOZQSS4opllxCKTmHmGYldG06bEOOKXZxVnJ9y2AMIZx+MDx8eC+u4tHTZyHtY3qzl6bTc0pKKcUuDgftMJ/N5g+6h015ElLMuQzbsWna6ymXsZTSde3Z2fkwDOHG5J07ht/neGfk+Pj47bffXiwWFxcXd7+WcRyPj4/ffvvh++9/mHOOKT6XwymlzeZgtVoFU5C4yz8WdwHwZT2+pFRPO7x3b9P3fdu+vuJKKbPZrO/bxWLhDgT4uZsSJcZ4eXn50mmEN0euYmxj6kNJIY4xDW2T25TbGNvctuO8HWZxNzb7sc25K7ELYdhvj4+ezmezzYNNaD7nLcw5j+M4jmNKMcXYd7PdNg/bMO5TKKlt2hjGUrYh7Or+0l3XnZ2dTXuzTZuvfOHBPI0lHh8fL5fLcn3c0x0v4fz8/OjopJ7b/uLmok3T1KMa6gJCP6uoPuDnKcbYdd3h4cFiMe/7bjqG/kXTBJX5fFFPW3fvAXwVwq/uMvLSEwiuzrG97pmcQ851P7PSpBzDPuRtE/ZtHJo4pFBCiCE2Mbap6VLTd/382enp0+Pj2WI5hpLjG9+2OoukPn3sdmMOqV8uLnbnJY6pK6UpY9iPZV9ibtomxtB13X4/7Ha7m8e6fhnVF0Jo27bee9vtdho1vfsG3W3bPnv2rG3bg4ODUp5/6hzH8fz83CxrVB/w1Qq/zeZws7k3m82apqkvEW4+V9Xka7p2uVwulguz8AG+Iuojdh1Pe8lLyWvX9VVCLDGGEFIeU8lNKG3IqeQYcgil5NiMsRlj3Oe8y3k7jP1sfrndjmPuu1l884SZRhpTbLp2uVrc75vlfjvEWMZxyMMQQ2xTH0M/DjGEuFwuUoqPHj1855136gF3b7Tv5V2W5E2fWdf11U8ehqEO993xCS7GWA972G63jx49uj4dqtTlEuM4DsNwenpahxO1H6oP+Go81qTUNM1s1q/Xq9msn836lGJ9DVGfq+rzbt/2y+XS0gSAr86jd62UOoXypW1zfWhtKaWEWEIcQywxNDH0scxSmcXSx9Kl0MaQciw5jTnmkkKIoWliLKUpqQxDG5s3ffz/7Cl2MQ+xb+e7i2Hc5xSbWEITUypNySnmlEKTUrNYzGezWdO09bS96Rj6OyZfvTfuuJvLzSmddVuX+ps77nBWb95ut6vnwu/3+6Zp6tF/XdfVIDw6Oqof97PK7ezmAvxMXz3MZrO2bXe7/eXlRdOMOZdxHHPOXdf3fbtaLetZt+4rgK+CaRDp+rG6G19zQECJdRpnCCGkEGIJsZ67UEIJMYe0i6GEEmOIIYQmNDmXGELchy62+7AvP9WN3c9mzdHRsxByyCV+epNiCSXEWEr48MOPY4xnZ2fvvfdePUfh7mcepJTqjNa7PE89d7p9HburI6J33/+2npYxn8/X64PL5nK326WmHpxY5vP5YrFZLBYppf1+b44Mqg/4Kj3oXOu6drfbbXe7vnS5hBhC33d930k+gK9a9U3TOMdxDPH2YaV4Y9+R2nMhhHJ14F6ITZ6FEEO5SrIYSyw5hDAM267rf8pb2/QxNuH88qJJTSkpxBDi1daXJZQQSh2x7LpuPp+HEPb7fdu29TSFu1z+bDY7Ozubpm6+NhFDCE3TtG1bd5E5OTkZhmE2m91lTmmdxlkPezg5OXlw/17Xdp988kmMKcZ47969xWKR81BLsi4g9OOK6gO+WupclL7v58MwjrnOdem6VvIBfKXEGOtoWNu26/X69PT0dZkYrquvlOujBkqtwRhiifEqBGMIuYSSSwkp5ZIvdvv761U5/alu7XKx3O12JefQNCHUU9dLCPHqBpTYtrGUst/vDw4OttttuF5fcMd1fW3b1mG6uyylK6Usl8u6/03Oub6tWXfdrDn32i+v4VeH8p4+PX5w/8Fmc3h6dvL224+apq2f0HXdl7QVDaoP4IsMv/rHnEtKkg/gq6Xu45JzTiltNpu+758dndx61Hgspa0PpXkAABJ+SURBVB6HkEsIKcVSSoj1/1KKqZR88xz2uqdniXHIJaW27/u63K7OunxJiZWSS2lSCjXV6i0spWmarm1n/fz4+DimFEK5nth5FX61Res3Usf66rbS4zhut9txHF86XDYFXj3ub1rXV2Ps+c+fppTGq4V8hwcHTZNyKTGGUsq9e5uua/f74YMPPvi0G6dOfmErm3oVpZS2bff73Qcfvv/o0aNNt9kPQ9v1IZScQywlpphz8RTK7cwABr4aD0aerwC+eqbmmdaSTe/WvWJ86ersu67rU0x5LE1q+6ZtUhNzyZ/dDyaGGENqUtOnrowllHB4eHhb8oXQtm2TUgghj2MopW4J1rVtinG9Xl1cXm53u6ZpYkzlKvlq8ZUQc4i5TlLd7/dPnz59/PjJYrHYbDaHh4evmrH53Nq88MLOnC98O/XXVWXudrsQSslj/cquber/NinVOa7xxle99H4M1zNFxzwebg73w/74+OT4+OTi4iLn0rZNTCnnYDcXVB8AAF+Yun3Iqw8wiLVS6okCU2VNR6I//0o0pd1uV9fXNU0zn/fTaeYvtd/vp/9aR97qNMhSSt/39fy66fi+lyZp3VO6zvP86KOPLi8v68171Z4uU/Q+d+zQXSZVHh0d1Zv33Pd+l2V40wbXKaVhGPq+32wOLi8vh2EYhuHk5KRp0m435FyaJo1j9pOJ6gMA4Isxn89uOeqghBxiXh8su74Zxl3TxrZLqQn1V0xXY243f/Wzdrmab+4dpCaWEtbrdY2il3ZRnZ+5Wq2Wy2WNz5pwy+Xy4uJyOlD+pYdMhBvjddVisTg4WNUT29u2fdXn147t+75e7B0XAdb1eDfvq+na62K827+8pubVDjohPHhw/+TkbLfbheuj/E5OTvu+TSnudnvzZXgt6/oAALirmwcPvNg/pZSu79fr1cHB+tmzo4uLi5vTFOvI1c3PH4bh3Xff7bo255JzySU3Tbolq8ZxXK/XBwfrUsI4DsMw7PfD6enpYrGou7PcXmXTEGU1jmMpoWbVS0+9u7nRS93t87mLukUt0rp7Z7mhBuT5+cVrq2/6/Xq9DiE8e/ZsuuWllKOjo2EYVqtl13WlBNmH6gMA4ItR93d51XBf2zT37t2rkyEfPnwwjmW32x0fH9cke/FMuaZp2ra5uLiczWYp1UMc4jAMbdvWDVSe+/yu65bLZR3satuu7/t6+nnXNc+ePbt5zkS9nbd8F3UjzZyvou6lS+Pqf5o+IefxxSR7lbrx6W63m8/nN/e/qbfwLoe8N02z3++7rjs4OKjf3TS3tl74ycnJxcXFZrNZLhfBLp6oPgAAvijvvPPOJ598Ukeu6vBdzrmeLLdcr6+Ho9I4lhjDfD7r+7fOzs6nsbiu69brVds22+1+u93mXObzWc5Xg4f7/W4aTpyOUJ/G3OpUzFJy27YxhpxLCCWluN3up8PTb5nheVNd4FfnRk4jcs99zjAMdVnd9J3WFr3LkegxxnoK/HUx5ulru65bLBbDMOx2u3h9ouCLX16PFlytViGUeg77NMRa76L6kePj465rU7w6WOKOUYrqAwCAlyul9H23XC6Pjo6mw+JqovR9v1wumibmPNY+GcdcT/xbr5fr9XJaq5ZzHoahaeLBwaqUMo5DCKGU0DTddrutA1y1kWovTeeVr1arlMI41mMY6jBdjDFcXl7eMrL3KrPZbLfb16HFV53VPi3ta9u2huvUlq89Zr2GZXhhamvfd/fv3885P3v27Pz8okltCM+n38179enTZy+9efUjOefdbr9czOo9UO9e4cfzb3O4CwAAuKNxzOOY1+vVcrmsmTEtllssFrO+DyFMu1ZOg2Phegiu/m/9TY3A+slN0zT1aPUQavKF6/GuqWTm8/lsNqsDcnWG6XVbjnX3zjd+HXy9V8prG6lpmq7rdrvdHY9ony5/OnNvuqPGcdzvh5xz08TN5nA+n790cHJawtd17fn5+Yu3cLrMnHP99qfFin5KUX0AAHx+bdvU8brDw8Ob41193y8WixA/jcB0bTrur368DnxNpxfUeZvXH4+1r6bYm35TrzHGWOeChutVgjGG/X7Y7/ef43uJMdaZk7cPjtXbWQcbbxbdHa9iWgNZ77e2bVNKTZNyDl3Xtk1b55e+eKU5577vt9vdqy55uvz9fv/48ePz8/Omaeqd6QcV1QcAwOdUSmmalHOZzfp79zbTqFff913X1oPjrg4WH8ebu32GG5MPb45uTesDQwg5h77vHzx4cHh4WGddTvuyzOfz+Xx2c4Bruup6iN/nSJ2+7+suo686KGK6rnBjPPDVZxWW61/Pf+3UaTf/WK+zn/V129KXvExPabPZ7Ha72Wx2y82b7s/j4+PT09NbvhdUHwAA3OG1YwwxlLaJoeSD9ere5iCP+yaFg/UyhhLKp9t7PndU3bQjy00396WMMYYyhjK2Tby3OXjn7Yf37x12bdptL/qu2RyuQ8kxlhByjCXGUkoOIYdQzs5OUgqlvH5mYxlDE9s85BhCyTmPY8lDDLl+OzGEFJo8lDJe/aZNXRlD385CjunT0cU4DULelMsYYi5hqDdvHPch5LrdaAih/u91+JWcx5RCzuN83s0XXUwlhlB/lZxTjH3XpRhnfbfbbm/Z8fPmVNhxHE9PT+sONH5QeY7dXAAA+JxWq1WdnVjD44vtjcViMZvNtttt27Z1guVPeflXg43pM3tp1mHDcRxLjiXkpmlunuVQs20+nw/DpwN3Lx1arPNYa83O5/ObM0JrKD5fiflqq5vlcrnfH9XNaaZz53e73eHh4cXFZd3JpoTXnMhXr3e3232OXW1QfQAA8Jo2CyHUTSbvvtPJLfUSbsyi7Pu+67pwvSjup7ypV2napHEc6iEQm82mDjaen5+fnV3stkMdjqvfS11xNwxD33+6lcstF77f71er1f379+ttruN7t3+nOefVatX3/cnJ2cnJSdu29YP1JMP6+7qpab71jq03uy4aNMMT1QcAwBdm2gflC0m+ydRX0/nmN4/v+0L0fR9jGMdcx/0Wi8V8vqhH852dnZ+fn5cSSsglhJhKCflyez7dqpfmXynl8PBwtVpNR/xNJxm+6jbUz7w+3GLd993R0XEd0sw5t21Xd+9smmZ83WEM9SZtNptbro5fZWb9AgDweV9KXh9O8IVU3/Tl0+4v9Y9fVE/WBiu5pJRms0+Phq+L4vb7oW3b+Xz24MH9d9999+Dg4Lq+2hhD3/e334ZxHNfr9Xw+n3YlndYBvrQSc87TSet1UHG9Xk3Z1nVdCOXs7KyUMp/Py+tyN8a4Wq1Wq5WfSV7KWB8AAG8cZtMfp5mK9ZCGL+Rapsucpnq+NPxqlX06BPeym3pz780YrmZvllDqERQvbjkzDHW5XVqv17NZf35+cXFxMY65LqybcvS5kJs2F61r+YZhmE5mf1Ur1htf77S6li/nsFjMSylHR0er1fL09GzqyZuzW1+6iWgppa5RDHc4QR7VBwAAb5ZnNxfj/fSX9uJvXnU2eh0u6/t+GIbtdtv185zzdMTfc7MxU0ohxynbrj+h3Lz2UqZrDCGExWLedX09QnC73dZBvDowWLfKvLkfaUppt9vVFX03h0DDq0+Bv5mF9dpLCavVchiGtm1PT8/qljB1SWG63mbmpfndXp9zWAPSTyaqDwCAXwallLZt79+/X7dp2Q+57n2y2+3qbpY3T0gvpaTQxBhzHpeLRUovrn/LL1x8TCkcHKxCCOO4rzumDMOwXC5rYg3DUJfw5ZyblOqZ79MhDW864FYrMaW4Wq1SirPZbL/f15WNKaXy2dh77sLresKbxxiC6gMA4BdezbA6wNU0TQkppbRcLusHz8/Pz8/P69Bf/YRxf9WBy+UyhNechjDlYl0NuF6vS0inp6cppXv3Nl3XxRhyvprMGUI4Pnp6nW2pBtjn+6ZyDl3X5lw2m8OU0vn5xcnJyTCOoZTak03T1CHHm1+1XC5v2WkGovcDAIDP9drUqAI/Z9NxDrXNUtOWUurBdyldbQF6cXF5fn6+3++nsb6mSW+/87C+En5hfO8zFx6ul/BdnSYf4sXFZSlluVzsdvu2beq/gJRSCCXFqx1NX7ru7g5SKaVp0jCMbVvP+qun2MdSQkoxl1KH/mpPPneOxXIxD1/EJNtfvvcFnFmv+gAA1ccv9mv6aRuVEEIun1lEVw97SCmUEk5OTs/Pz4f9PpQ0X/SPHr1Vd225pfpuhl/ddmXMIcbYNLGG5Tjmm9eVx31dhtd13ef6p5FCCE0T9/ux65r9fkzpqlm2230IIV4vI3xpVTbpatMX/ypVn+oDAFQfv1ov+m/+8fT09Ojo+OBgfe/evXpQnrtI9ak+AADVxy9P9cUYp1PR6yac7iLVp/oAAAD4had9AQAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAIBfVf8/B/ikQlzqKpUAAAAASUVORK5CYII="/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x7d h4 y5 ff2 fs1 fc1 sc2 ls46 ws9b">12<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 hb y18 ff2 fs7 fc5 sc1 lsa ws19">8.<span class="ff3 ls1 ws1"> <span class="_ _2c"> </span></span><span class="ls19 wsaa">Seg<span class="_ _0"/>ment deweloperski <span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h27 y192 ff2 fs4 fc5 sc1 ls47 wsab">Wprowadzenie<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y193 ff1 fs2 fc0 sc1 lsc wsac">Realiza<span class="_ _1"/>cja pro<span class="_ _1"/>jektó<span class="_ _1"/>w o<span class="ls1 ws1"> </span>profilu mie<span class="_ _1"/>szkanio<span class="_ _1"/>wym,<span class="_ _1"/> to histo<span class="_ _1"/>rycznie p<span class="_ _1"/>ierwszy<span class="_ _1"/> z<span class="ls1 ws1"> <span class="lsb ws72">segment<span class="_ _0"/>ów dzi<span class="_ _0"/>ałalności<span class="_ _0"/> </span></span></div><div class="t m0 x2 h5 y194 ff1 fs2 fc0 sc1 lsd ws12">dewelop<span class="_ _0"/>ers<span class="lsc wsad">kiej firm<span class="_ _1"/>y Mar<span class="_ _1"/>vipol, ro<span class="_ _1"/>zwijanej o<span class="_ _1"/>becnie<span class="_ _1"/> w<span class="ls1 ws1"> <span class="lsb ws77">ramach Grup<span class="_ _0"/>y Marvip<span class="_ _0"/>ol <span class="lsd wsae">Develop<span class="_ _0"/>ment. W</span></span> <span class="lsd ws12">sw<span class="_ _0"/>ojej </span></span></span></div><div class="t m0 x2 h5 y195 ff1 fs2 fc0 sc1 lsb wsa1">dotychc<span class="_ _0"/>zasowe<span class="_ _0"/>j dział<span class="_ _0"/>alności<span class="_ _0"/> Grupa Kap<span class="_ _0"/>itałowa od<span class="_ _0"/>dała do uż<span class="_ _0"/>ytkowan<span class="_ _0"/>ia 9<span class="ls24 ws5e">,4<span class="ls1 ws1">  <span class="lsd wsa0">tys. mieszk<span class="_ _0"/>ań i</span> <span class="lsc wsf">lokali </span></span></span></div><div class="t m0 x2 h5 y196 ff1 fs2 fc0 sc1 ls11 ws15">użytkowyc<span class="_ _0"/>h z<span class="ls1 ws1"> 5</span><span class="ws1d">44<span class="ls1 ws1"> <span class="lsd ws10">tys. m</span></span></span></div><div class="t m0 x80 hd y197 ff1 fs9 fc0 sc1 ls1 ws1">2</div><div class="t m0 x86 h5 y198 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="lsc wse">powierzch<span class="_ _1"/>ni użytko<span class="_ _1"/>wej mie<span class="_ _1"/>szkalne<span class="_ _1"/>j i<span class="ls1 ws1"> </span><span class="lse">usługowej.<span class="ls1 ws1">  </span></span></span></div><div class="t m0 x2 h5 y199 ff1 fs2 fc0 sc1 lsd ws71">Grupa spec<span class="_ _0"/>jalizuj<span class="_ _0"/>e się w<span class="ls1 ws1"> <span class="lsc wsac">realizacji proje<span class="_ _1"/>któw o<span class="_ _1"/><span class="ls1 ws1"> <span class="lsc wsac">podwyższo<span class="_ _1"/>nym st<span class="_ _1"/>andardzie<span class="_ _1"/>. Dzięki konce<span class="_ _1"/>ntra<span class="_ _1"/>cji na </span></span></span></span></div><div class="t m0 x2 h5 y19a ff1 fs2 fc0 sc1 lsb wsaf">wartości<span class="_ _0"/> dodanej real<span class="_ _0"/>izowa<span class="_ _0"/>nych proj<span class="_ _0"/>ektów, w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsd ws45">tym m.in. ponadc<span class="_ _0"/>zasowej arch<span class="_ _0"/>itekturz<span class="_ _0"/>e, wysokiej<span class="_ _0"/> jakości </span></span></div><div class="t m0 x2 h5 y19b ff1 fs2 fc0 sc1 ls1 ws1">i <span class="lsc wsb0">solidnoś<span class="_ _1"/>ci wykon<span class="_ _1"/>ania,<span class="_ _1"/> efektywnej i<span class="ls1 ws1"> </span>efe<span class="_ _1"/>ktowne<span class="_ _1"/>j ara<span class="_ _1"/>nżacji c<span class="lsd wsb1">zęści wspól<span class="_ _0"/>nych, Gru<span class="_ _0"/>pa Marvip<span class="_ _0"/>ol </span></span></div><div class="t m0 x2 h5 y19c ff1 fs2 fc0 sc1 lsd wsa6">Develop<span class="_ _0"/>ment jest w<span class="ls1 ws1"> <span class="_ _0"/><span class="lsb wsb2">stanie<span class="_ _0"/> generować<span class="_ _0"/> na real<span class="_ _0"/>izowan<span class="_ _0"/>ych proje<span class="_ _0"/>ktach atr<span class="_ _0"/>akcyj<span class="_ _0"/>ne marże n<span class="_ _0"/>a sprzedaż<span class="_ _0"/>y </span></span></div><div class="t m0 x2 h5 y19d ff1 fs2 fc0 sc1 ls1 ws1">i <span class="lsb wsb3">ponad<span class="_ _0"/>normatywn<span class="_ _0"/>y zwrot z<span class="_ _0"/></span> <span class="lsb wsb3">zaangaż<span class="_ _0"/>owanego k<span class="_ _0"/>apitału<span class="_ _0"/>, przy z<span class="_ _0"/>achowaniu<span class="_ _0"/> atrak<span class="_ _0"/>cyjnej c<span class="_ _0"/>eny dla </span></div><div class="t m0 x2 h5 y19e ff1 fs2 fc0 sc1 ls11 ws1d">nabywcy. <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y19f ff1 fs2 fc0 sc1 ls11 wsb4">Rodzimym i<span class="_ _0"/><span class="ls1 ws1"> <span class="lsd ws38">podstawow<span class="_ _0"/>ym rynkiem g<span class="_ _0"/>eografi<span class="_ _0"/>cznym d<span class="_ _0"/>ziałalności<span class="_ _0"/> Marvipol j<span class="_ _0"/>est rynek w<span class="_ _0"/>arszawski<span class="_ _0"/>, na </span></span></div><div class="t m0 x2 h5 y1a0 ff1 fs2 fc0 sc1 ls11 wsb5">którym firma obec<span class="_ _0"/>na jest od lat 90<span class="ls1 ws1">-<span class="lsd ws4e">tych<span class="_ _0"/> XX wieku. Emitent real<span class="_ _0"/>izuje równ<span class="_ _0"/>ież projek<span class="_ _0"/>ty w</span> <span class="lsb ws14">Gdańs<span class="_ _0"/>ku oraz </span></span></div><div class="t m0 x2 h5 y1a1 ff1 fs2 fc0 sc1 lsb ws11">we Wrocł<span class="_ _0"/>awiu<span class="ls1 ws1">. </span></div><div class="t m0 x2 h27 y1a2 ff2 fs4 fc5 sc1 ls48 wsb6">Portfel p<span class="_ _1"/>rojek<span class="_ _1"/>tów de<span class="_ _1"/>welope<span class="_ _1"/>rskic<span class="_ _1"/>h <span class="ls1 ws1"> </span></div><div class="t m0 x2 h1a y1a3 ff1 fse fc5 sc5 ls1 ws1"> </div><div class="c x7c y1a4 wf h28"><div class="t m0 x87 h2 y1a5 ff1 fs0 fc5 sc5 ls49 wsb7">Warszawa<span class="ls1 ws1"> </span></div></div><div class="c x3f y1a4 w10 h28"><div class="t m0 x88 h2 y1a5 ff1 fs0 fc5 sc5 ls49 wsb7">Gdańsk<span class="ls1 ws1"> </span></div></div><div class="t m0 x3e h2 y1a6 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x5a h2 y1a7 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="c x3f y1a8 w11 h29"><div class="t m0 x77 h2 y1a9 ff1 fs0 fc5 sc5 ls0 wsb8">Wrocła<span class="_ _0"/>w<span class="fc0 sc0 ls1 ws1"> </span></div></div><div class="t m0 x89 h2 y1aa ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="c x7c y1ab w12 h2a"><div class="t m0 x8a h17 y1ac ff1 fsb fc0 sc1 ls2e ws66">Rys. 1. Projekty deweloperskie w<span class="ls1 ws1"> <span class="ls2d wsb9">Warszawie, Gdańsku i<span class="_ _0"/></span> <span class="ls2d ws90">Wrocławiu <span class="ws65">(położenie, etap realizacji<span class="_ _0"/>) wg stanu na dzień sporządzenia </span></span></span></div></div><div class="t m0 x8b h2 y33 ff1 fsb fc0 sc1 ls2e ws8e">raportu<span class="fs0 ls1 ws1"> </span></div><div class="t m0 x2 h5 y1ad ff1 fs2 fc0 sc1 ls1 ws1"> </div></div><div class="pi"/></div>
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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x7d h4 y5 ff2 fs1 fc1 sc2 ls46 ws9b">13<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 lsd ws36">Na dzień<span class="_ _0"/> sporządzeni<span class="_ _0"/>a niniejszego rap<span class="_ _0"/>ortu portfel<span class="_ _0"/> projektów G<span class="_ _0"/>rupy Marvipol<span class="_ _0"/> Development tw<span class="_ _0"/>orz<span class="ls1 ws1">y </span></div><div class="t m0 x2 h5 y34 ff1 fs2 fc0 sc1 ls10 ws14">21<span class="ls1 ws1"> <span class="lsd ws12">inw<span class="_ _0"/>estycj</span>i <span class="_ _48"> </span>w <span class="_ _48"> </span><span class="ls15 wsb5">budowie<span class="lsb wsba">,<span class="_ _1"/> gotowyc<span class="_ _0"/>h do uruchomi<span class="_ _0"/>enia or<span class="_ _0"/>az <span class="ls1 ws1">w <span class="_ _48"> </span><span class="lsc wsbb">przygot<span class="_ _1"/>owaniu<span class="_ _1"/>, zlokalizo<span class="_ _1"/>wan<span class="ls11 ws1d">ych </span></span></span></span></span></span></div><div class="t m0 x2 h5 y1ae ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsd ws12">Warszaw<span class="_ _0"/>ie, <span class="_ _4b"/>Trójmieśc<span class="_ _0"/>ie</span> <span class="_ _4b"/>i <span class="lsc wsbc">we Wrocła<span class="_ _1"/>wiu. Łąc<span class="_ _1"/>zna powier<span class="_ _1"/>zchnia u<span class="_ _1"/>żytkowa<span class="_ _1"/> projektó<span class="_ _1"/>w w<span class="ls1 ws1"> <span class="lse ws7d">banku ziemi </span></span></span></div><div class="t m0 x2 h5 y1af ff1 fs2 fc0 sc1 lsb wsd">wynosi <span class="ls28 ws4e">173<span class="ls1 ws1"> <span class="lsd wsbd">tys. m</span></span></span></div><div class="t m0 x8c hd y1b0 ff1 fs9 fc0 sc1 ls1 ws1">2</div><div class="t m0 x8d h5 y1b1 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="lsc wsbe">po<span class="_ _1"/>wierz<span class="_ _1"/>chni uży<span class="_ _1"/>tkowej m<span class="_ _1"/>ieszka<span class="_ _1"/>lnej i<span class="_ _1"/><span class="ls1 ws1"> <span class="lsd wsbd">usługowej<span class="_ _0"/>, z</span> <span class="ls14 ws20">cz<span class="_ _0"/>eg<span class="_ _0"/>o </span>39 <span class="_ _1"/><span class="lsb ws4d">proc. stanowi<span class="_ _0"/>ą projekty<span class="_ _0"/> </span></span></span></div><div class="t m0 x2 h5 y1b2 ff1 fs2 fc0 sc1 ls15 ws1d">w budowie<span class="ls1 ws1">. <span class="_ _1"/> </span></div><div class="t m0 x2 h5 y1b3 ff1 fs2 fc0 sc1 ls1 ws1">W <span class="_ _4b"/><span class="lsd ws7e">2023 r. Gru<span class="_ _0"/>pa Marvipol D<span class="_ _0"/>evelopmen<span class="_ _0"/>t kontynuow<span class="_ _0"/>ała realiz<span class="_ _0"/>ację trzech i<span class="_ _0"/>nwesty<span class="_ _0"/>cji rozp<span class="_ _0"/>oczętych w<span class="_ _0"/>e </span></div><div class="t m0 x2 h5 y1b4 ff1 fs2 fc0 sc1 lsc ws4f">wcześnie<span class="_ _1"/>jszych<span class="_ _1"/> latach<span class="_ _1"/>: In Place<span class="_ _1"/> I (dzielnica W<span class="_ _1"/>łochy<span class="_ _1"/>) i Gar<span class="_ _1"/>denia<span class="_ _1"/> Lagom I (Biał<span class="_ _1"/>ołęka) w Wa<span class="_ _1"/>rsza<span class="_ _1"/>wie ora<span class="_ _1"/>z </div><div class="t m0 x2 h5 y1b5 ff1 fs2 fc0 sc1 lsb wsaf">Motław<span class="_ _0"/>a Garden (<span class="_ _0"/>Gdańsk)<span class="_ _0"/>. W I k<span class="_ _0"/>wartale 20<span class="_ _0"/>23 r. zakoń<span class="_ _0"/>czona zost<span class="_ _0"/>a<span class="lsc wsbf">ła rea<span class="_ _1"/>lizacja in<span class="_ _1"/>westy<span class="_ _1"/>cji Studio<span class="_ _1"/> Okęcie </span></div><div class="t m0 x2 h5 y1b6 ff1 fs2 fc0 sc1 lsb wsc0">(dz<span class="_ _0"/>ielnic<span class="_ _0"/>a Włochy) i Lazurova C<span class="_ _0"/>oncept (Bem<span class="_ _0"/>owo) w W<span class="_ _0"/>arszawie, a w II kw<span class="_ _0"/>artale 202<span class="_ _0"/>3 r. oddano do </div><div class="t m0 x2 h5 y1b7 ff1 fs2 fc0 sc1 lsb ws50">użytkow<span class="_ _0"/>ania inw<span class="_ _0"/>estycje Ap<span class="_ _0"/>artamenty<span class="_ _0"/> Zielony Nat<span class="_ _0"/>olin (Ursyn<span class="_ _0"/>ów) oraz Rot<span class="_ _0"/>unda Dynas<span class="_ _0"/>y (Śródmi<span class="_ _0"/>eście) </div><div class="t m0 x2 h5 y1b8 ff1 fs2 fc0 sc1 lsd wsae">w Warszaw<span class="_ _0"/>ie. W III kwartal<span class="_ _0"/>e ub.r. Grupa rozp<span class="_ _0"/>oczęła real<span class="_ _0"/>izację trz<span class="_ _0"/>ech inwestyc<span class="_ _0"/>ji: In Place I<span class="_ _0"/>I (dzielnic<span class="_ _0"/>a </div><div class="t m0 x2 h5 y1b9 ff1 fs2 fc0 sc1 lsb wsc1">Włochy)<span class="_ _0"/> w Warszaw<span class="_ _0"/>ie oraz<span class="_ _0"/> Trio Park I<span class="_ _0"/> i II we Wrocław<span class="_ _0"/>iu. W ostat<span class="_ _0"/>nim kwart<span class="_ _0"/>ale Grup<span class="_ _0"/>a rozpocz<span class="_ _0"/>ęła </div><div class="t m0 x2 h5 y1ba ff1 fs2 fc0 sc1 lsb ws11">realiz<span class="_ _0"/>ację inw<span class="_ _0"/>estycji Con<span class="_ _0"/>rada 3<span class="_ _0"/>0 (Bielany<span class="_ _0"/>) oraz Gard<span class="_ _0"/>enia Lagom I<span class="_ _0"/>I (Biał<span class="_ _0"/>ołęka) w Warsz<span class="_ _0"/><span class="wsd">awie.<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y1bb ff1 fs2 fc0 sc1 lsb ws14">W IV kwart<span class="_ _0"/>ale 2023<span class="_ _0"/> r. Grupa sprz<span class="_ _0"/>edała nier<span class="_ _0"/>uchomość<span class="_ _0"/> niezab<span class="_ _0"/>udowaną w<span class="_ _0"/> Sopocie,<span class="_ _0"/> za kwotę 7<span class="_ _0"/>,4 mln zł, </div><div class="t m0 x2 h5 y1bc ff1 fs2 fc0 sc1 lsb ws32">nabyła ni<span class="_ _0"/>eruch<span class="_ _0"/>omość w W<span class="_ _0"/>arszawie (<span class="_ _0"/>dziel<span class="_ _0"/>nica Bi<span class="_ _0"/>ałołęka) i z<span class="_ _0"/>awarła um<span class="_ _0"/>owę prz<span class="_ _0"/>edwstępn<span class="_ _0"/>ą kupna </div><div class="t m0 x2 h5 y1bd ff1 fs2 fc0 sc1 lse wsf">nieruchomośc<span class="_ _0"/>i w Gd<span class="_ _0"/>yni.<span class="ls1 ws1"> </span></div><div class="c x8e y1be w13 h2b"><div class="t m0 x8f h2c y1bf ff1 fs10 fc4 sc6 ls4a wsc2">Projekt<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="c x90 y1be w14 h2b"><div class="t m0 x91 h2c y1c0 ff1 fs10 fc4 sc6 ls4b wsc3">Liczba lokali </div><div class="t m0 x23 h2c y1c1 ff1 fs10 fc4 sc6 ls1 ws1">w <span class="_ _0"/><span class="ls4b wsc4">projekcie</span> </div></div><div class="c x92 y1be w15 h2b"><div class="t m0 x9 h2c y1c0 ff1 fs10 fc4 sc6 ls4c wsc5">PUM/PUU <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x83 h2c y1c1 ff1 fs10 fc4 sc6 ls4d wsc6">(tys. m</div><div class="t m0 x8a h2d y1c2 ff1 fs11 fc4 sc6 ls1 ws1">2</div><div class="t m0 x93 h2c y1c1 ff1 fs10 fc4 sc6 ls1 ws1">) </div></div><div class="c x94 y1be w16 h2b"><div class="t m0 x2d h2c y1c3 ff1 fs10 fc4 sc6 ls4e wsc7">Liczba<span class="_ _0"/> </div><div class="t m0 x23 h2c y1c4 ff1 fs10 fc4 sc6 ls4f wsc8">sprzedanych </div><div class="t m0 x95 h2c y1bf ff1 fs10 fc4 sc6 ls4b wsc4">lokali <span class="ls1 ws1"> </span></div><div class="t m0 x96 h2c y1c5 ff1 fs10 fc4 sc6 ls4f wsc9">(stan na <span class="ls1 ws1"> </span></div><div class="t m0 x23 h2c y1c6 ff1 fs10 fc4 sc6 ls50 wsca">31.12.2023<span class="ls1 ws1"> <span class="ls4f wsc8">r.)</span> </span></div></div><div class="c x97 y1be w16 h2b"><div class="t m0 x23 h2c y1c0 ff1 fs10 fc4 sc6 ls4a wsc2">Rozp<span class="_ _0"/>oczęcie </div><div class="t m0 x96 h2c y1c1 ff1 fs10 fc4 sc6 ls51 wscb">budowy<span class="_ _1"/><span class="ls1 ws1"> </span></div></div><div class="c x98 y1be w17 h2b"><div class="t m0 xa h2c y1c4 ff1 fs10 fc4 sc6 ls4f wsc8">Planowane </div><div class="t m0 x83 h2c y1bf ff1 fs10 fc4 sc6 ls4f wsc8">ukończenie <span class="ls1 ws1"> </span></div><div class="t m0 x99 h2c y1c5 ff1 fs10 fc4 sc6 ls51 wscb">budowy<span class="_ _1"/><span class="ls1 ws1"> </span></div></div><div class="c x64 y1c7 w18 h1e"><div class="t m0 x91 h2c y1c8 ff1 fs10 fc0 sc0 ls51 wsc5">Inwes<span class="_ _1"/>tycje<span class="_ _1"/> w budowi<span class="_ _1"/>e<span class="ls1 ws1"> </span></div></div><div class="t m0 x9a h2c y1c9 ff1 fs10 fc0 sc1 ls1 ws1"> <span class="_ _4c"> </span> </div><div class="c x94 y1c7 w16 h1e"><div class="t m0 x29 h2c y1c8 ff1 fs10 fc0 sc0 ls1 ws1"> </div></div><div class="c x97 y1c7 w16 h1e"><div class="t m0 x29 h2c y1c8 ff1 fs10 fc0 sc0 ls1 ws1"> </div></div><div class="c x98 y1c7 w17 h1e"><div class="t m0 x8b h2c y1c8 ff1 fs10 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 x2 h2c y1ca ff1 fs10 fc0 sc1 ls52 wscc">Motława Ga<span class="_ _1"/>rden<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _18"> </span><span class="ls53 wscd">72</span> <span class="_ _8"> </span><span class="ls54 wsc9">6<span class="_ _0"/>,7</span> <span class="_ _4d"> </span><span class="ls55 wsce">21</span> <span class="_ _4e"> </span>IV <span class="ls55 wscf">kw.<span class="_ _1"/> 2022 r.<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _4f"> </span><span class="ls52 wscc">II kw. 202<span class="_ _1"/>4 r.<span class="ls1 ws1"> </span></span></span></span></span></div><div class="t m0 x2 h2c y1cb ff1 fs10 fc0 sc1 ls52 wscc">In Place I<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _50"> </span><span class="ls53 wscd">371</span> <span class="_ _51"> </span><span class="ls54 wsc9">18,4</span> <span class="_ _52"> </span><span class="ls55 wsce">335</span></span></div><div class="c x94 y1cc w16 h2e"><div class="t m0 x29 h2c y1cd ff1 fs10 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 x16 h2c y1cb ff1 fs10 fc0 sc1 ls54 wsd0">II kw. 2<span class="_ _0"/>022 r.</div><div class="c x97 y1cc w16 h2e"><div class="t m0 x29 h2c y1cd ff1 fs10 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 x9b h2c y1cb ff1 fs10 fc0 sc1 ls1 ws1">II<span class="ls54 wsd0">I kw. 2<span class="_ _0"/>024 r.</span></div><div class="c x98 y1cc w17 h2e"><div class="t m0 x8b h2c y1cd ff1 fs10 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 x2 h2c y1ce ff1 fs10 fc0 sc1 ls56 wsd1">Gardenia Lagom I<span class="ls1 ws1"> <span class="_ _53"> </span><span class="ls54 wsc9">160</span> <span class="_ _54"> </span><span class="ls54 wsc9">8,1</span> <span class="_ _55"> </span><span class="ls54 wsc9">120</span> <span class="_ _56"> </span>I<span class="ls52 wsd2">II</span> <span class="ls54 wsd0">kw. 2022<span class="_ _0"/> r.</span> <span class="_ _57"> </span>I<span class="ls52 wscc">II kw. 202<span class="_ _1"/>4 r.<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h2c y1cf ff1 fs10 fc0 sc1 ls52 wscc">In Place I<span class="_ _1"/>I<span class="ls1 ws1"> <span class="_ _58"> </span><span class="ls57 wsd3">280</span> <span class="_ _51"> </span><span class="ls54 wsc9">14,3</span> <span class="_ _59"> </span><span class="ls54 wsc9">142</span> <span class="_ _43"> </span>I</span><span class="wsd2">II<span class="ls1 ws1"> <span class="ls54 wsd0">kw. 2<span class="_ _0"/>02</span>3 <span class="ls57 wsd3">r.</span> <span class="_ _4e"> </span>I</span>I <span class="ls54 wsd0">kw. 202<span class="_ _0"/><span class="ls1 ws1">5 <span class="ls57 wsd3">r.<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></span></span></div><div class="t m0 x2 h2c y1d0 ff1 fs10 fc0 sc1 ls54 wsd0">Trio<span class="_ _0"/> Park I (W<span class="_ _0"/>rocław)<span class="ls1 ws1"> <span class="_ _5a"> </span></span><span class="wsc9">134<span class="ls1 ws1"> <span class="_ _5b"> </span></span>6,4<span class="ls1 ws1"> <span class="_ _4d"> </span></span>51<span class="ls1 ws1"> <span class="_ _56"> </span>I<span class="ls52 wsd2">II</span> </span></span>kw. 20<span class="_ _0"/>2<span class="ls1 ws1">3 <span class="ls57 wsd3">r.<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _4e"> </span>I<span class="ls52 wsd2">I <span class="ls54 wsd0">kw. 2<span class="_ _0"/>02</span></span>5 <span class="ls57 wsd3">r.</span> </span></span></span></div><div class="t m0 x2 h2c y1d1 ff1 fs10 fc0 sc1 ls57 wsd4">Trio Park<span class="_ _1"/> II (Wrocła<span class="_ _1"/>w)<span class="ls1 ws1"> <span class="_ _5a"> </span><span class="ls52 wsd2">44<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _5c"> </span><span class="ls54 wsc9">1,9</span> <span class="_ _5d"> </span>- <span class="_ _43"> </span>I<span class="ls52 wsd2">II</span> <span class="ls54 wsd0">kw. 20<span class="_ _0"/>2</span>3 <span class="ls57 wsd3">r.<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _4e"> </span>I<span class="ls52 wsd2">I <span class="ls54 wsd0">kw. 2<span class="_ _0"/>02</span></span>5 <span class="ls57 wsd3">r.</span> </span></span></span></span></span></div><div class="t m0 x2 h2c y1d2 ff1 fs10 fc0 sc1 ls56 wsd1">Conrada 30<span class="ls1 ws1"> <span class="_ _5e"> </span><span class="ls57 wsd3">89</span> <span class="_ _5b"> </span><span class="ls54 wsc9">4<span class="_ _0"/>,7</span> <span class="_ _5f"> </span>1 <span class="_ _4e"> </span>IV <span class="ls54 wsd0">kw. 202<span class="_ _0"/></span>3 <span class="ls57 wsd3">r.</span></span></div><div class="c x97 y1d3 w16 h2e"><div class="t m0 x29 h2c y1cd ff1 fs10 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 x9b h2c y1d2 ff1 fs10 fc0 sc1 ls1 ws1">III <span class="ls54 wsd0">kw. 20<span class="_ _0"/>2</span>5 <span class="ls57 wsd3">r.</span></div><div class="c x98 y1d3 w17 h2e"><div class="t m0 x8b h2c y1cd ff1 fs10 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 x2 h2c y1d4 ff1 fs10 fc0 sc1 ls56 wsd1">Gardenia Lagom II<span class="ls1 ws1"> <span class="_ _60"> </span><span class="ls54 wsc9">127</span> <span class="_ _5b"> </span><span class="ls54 wsc9">6,4</span> <span class="_ _61"> </span><span class="ls55 wsce">30</span> <span class="_ _4e"> </span>IV <span class="ls54 wsd0">kw. 202</span>3 <span class="ls57 wsd3">r.</span> <span class="_ _44"> </span>I<span class="ls52 wsd2">II</span> <span class="ls54 wsd0">kw. 2<span class="_ _0"/>02</span>5 <span class="ls57 wsd3">r.</span> </span></div><div class="c x0 y1d5 w19 h2f"><div class="t m0 x9 h2 y1d6 ff1 fsb fc0 sc1 ls2d ws65">Wykres nr 1. P<span class="_ _0"/>ortfel inwestycji deweloperskich Grupy Marvi<span class="_ _0"/>p<span class="_ _1"/>ol Developme<span class="_ _0"/>nt według stanu na dzień sporządzenia raportu<span class="fs0 ls1 ws1"> </span></div></div><div class="t m0 x9c h17 y1d7 ff1 fsb fc0 sc1 ls58 wsd5">Gardenia </div><div class="t m0 x7a h17 y1d8 ff1 fsb fc0 sc1 ls59 ws70">Lagom I</div><div class="t m0 x9d h17 y1d9 ff1 fsb fc0 sc1 ls2e ws8e">12%</div><div class="t m0 x9e h17 y1da ff1 fsb fc0 sc1 ls58 wsd5">Gardenia </div><div class="t m0 x9e h17 y1db ff1 fsb fc0 sc1 ls59 ws70">Lagom II</div><div class="t m0 x55 h17 y1dc ff1 fsb fc0 sc1 ls1 ws1">10%</div><div class="t m0 x9f h17 y1dd ff1 fsb fc0 sc1 ls58 wsd5">Motława </div><div class="t m0 x1f h17 y1de ff1 fsb fc0 sc1 ls59 wsd6">Garde<span class="_ _0"/>n</div><div class="t m0 x45 h17 y1df ff1 fsb fc0 sc1 ls1 ws1">10%</div><div class="t m0 x28 h17 y1e0 ff1 fsb fc0 sc1 ls2d wsb9">In Pla<span class="_ _0"/>ce I</div><div class="t m0 xa0 h17 y1e1 ff1 fsb fc0 sc1 ls2e ws8e">27%</div><div class="t m0 xa1 h17 y1e2 ff1 fsb fc0 sc1 ls59 wsd7">In Pl<span class="_ _0"/>ace II</div><div class="t m0 x3a h17 y1e3 ff1 fsb fc0 sc1 ls2e ws8e">21%</div><div class="t m0 x3b h17 y1e4 ff1 fsb fc0 sc1 ls2e wsd8">Trio Park 1</div><div class="t m0 x72 h17 y1e5 ff1 fsb fc0 sc1 ls1 ws1">10%</div><div class="t m0 xa2 h17 y1e6 ff1 fsb fc0 sc1 ls2d ws90">Pozostałe</div><div class="t m0 xa3 h17 y1e7 ff1 fsb fc0 sc1 ls1 ws1">10%</div><div class="c xa4 y1e8 w1a h30"><div class="t m0 xa5 h31 y1e9 ff1 fs12 fc0 sc0 ls5a wsd9">PROJEKTY<span class="_ _1"/> W BUDOWIE</div></div><div class="t m0 x5f h17 y1ea ff1 fsb fc0 sc1 ls2d ws90">Ochota</div><div class="t m0 x60 h17 y1eb ff1 fsb fc0 sc1 ls5b ws92">26%</div><div class="t m0 x33 h17 y1ec ff1 fsb fc0 sc1 ls5c wsda">Białołęka 1</div><div class="t m0 xa6 h17 y1ed ff1 fsb fc0 sc1 ls1 ws1">10%</div><div class="t m0 x98 h17 y1ee ff1 fsb fc0 sc1 ls2d wsdb">Wrocław 2</div><div class="t m0 xa7 h17 y1ef ff1 fsb fc0 sc1 ls5d ws66">13%</div><div class="t m0 x1a h17 y1f0 ff1 fsb fc0 sc1 ls2d ws90">Chmiel<span class="_ _0"/>na </div><div class="t m0 x1a h17 y1f1 ff1 fsb fc0 sc1 ls59 wsd6">(Gdań<span class="_ _0"/>sk)</div><div class="t m0 x6b h17 y1f2 ff1 fsb fc0 sc1 ls2e ws8e">12%</div><div class="t m0 xa8 h17 y1f3 ff1 fsb fc0 sc1 ls2d ws90">Pozostałe</div><div class="t m0 xa9 h17 y1f4 ff1 fsb fc0 sc1 ls5b ws92">39%</div><div class="t m0 x79 h5 y1f5 ff1 fs2 fc0 sc0 ls25 wse">PROJEKTY W<span class="_ _0"/> PRZYGOTOWA<span class="_ _0"/>NIU<span class="ls1 ws1"> </span></div><div class="c xaa y1f6 w1b h32"><div class="t m0 x1 h33 y1f7 ff1 fsd fcd sc7 ls1 ws1">1<span class="_ _0"/><span class="ls5e wsdc">06</span> </div></div><div class="t m0 xab h2 y1f8 ff1 fs0 fcd sc7 ls1 ws1"> </div><div class="t m0 x74 h5 y1f9 ff1 fs2 fcd sc7 ls43 ws4e">tys. m</div><div class="t m0 xac hd y1fa ff1 fs9 fcd sc7 ls1 ws1">2</div><div class="t m0 xad h5 y1f9 ff1 fs2 fcd sc1 ls1 ws1"> </div><div class="c xaa y1f6 w1b h32"><div class="t m0 x8a h5 y1fb ff1 fs2 fcd sc7 ls5f wsdd">PUM/PUU<span class="_ _1"/><span class="ls1 ws1"> </span></div></div><div class="t m0 xae h2 y1fc ff1 fs0 fcd sc1 ls1 ws1"> </div><div class="c xaf y1f6 w1b h32"><div class="t m0 xb0 h33 y1f7 ff1 fsd fcd sc7 ls60 wsde">67</div></div><div class="t m0 x86 h2 y1f8 ff1 fs0 fcd sc7 ls1 ws1"> </div><div class="t m0 xb1 h5 y1f9 ff1 fs2 fcd sc7 ls43 ws4e">tys. m</div><div class="t m0 x80 hd y1fa ff1 fs9 fcd sc7 ls1 ws1">2</div><div class="t m0 x86 h5 y1f9 ff1 fs2 fcd sc1 ls1 ws1"> </div><div class="c xaf y1f6 w1b h32"><div class="t m0 x8a h5 y1fb ff1 fs2 fcd sc7 ls5f wsdd">PUM/PUU<span class="_ _1"/><span class="ls1 ws1"> </span></div></div><div class="t m0 xb2 h2 y1fc ff1 fs0 fcd sc1 ls1 ws1"> </div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pfe" style="content-visibility: auto;"><div class="pc pce w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x7d h4 y5 ff2 fs1 fc1 sc2 ls46 ws9b">14<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="c x8e y1fd w13 h34"><div class="t m0 x8f h2c y1bf ff1 fs10 fc4 sc6 ls4a wsc2">Projekt<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="c x90 y1fd w14 h34"><div class="t m0 x91 h2c y1fe ff1 fs10 fc4 sc6 ls4b wsc3">Liczba lokali </div><div class="t m0 x23 h2c y1ff ff1 fs10 fc4 sc6 ls1 ws1">w <span class="_ _0"/><span class="ls4b wsc4">projekcie</span> </div></div><div class="c x92 y1fd w15 h34"><div class="t m0 x9 h2c y1fe ff1 fs10 fc4 sc6 ls4c wsc5">PUM/PUU <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x83 h2c y1ff ff1 fs10 fc4 sc6 ls4d wsc6">(tys. m</div><div class="t m0 x8a h2d y200 ff1 fs11 fc4 sc6 ls1 ws1">2</div><div class="t m0 x93 h2c y1ff ff1 fs10 fc4 sc6 ls1 ws1">) </div></div><div class="c x94 y1fd w16 h34"><div class="t m0 x2d h2c y1c3 ff1 fs10 fc4 sc6 ls4e wsc7">Liczba<span class="_ _0"/> </div><div class="t m0 x23 h2c y1c4 ff1 fs10 fc4 sc6 ls4f wsc8">sprzedanych </div><div class="t m0 x95 h2c y1bf ff1 fs10 fc4 sc6 ls4b wsc4">lokali <span class="ls1 ws1"> </span></div><div class="t m0 x96 h2c y1c5 ff1 fs10 fc4 sc6 ls4f wsc9">(stan na <span class="ls1 ws1"> </span></div><div class="t m0 x23 h2c y1c6 ff1 fs10 fc4 sc6 ls50 wsca">31.12.2023<span class="ls1 ws1"> <span class="ls4f wsc8">r.)</span> </span></div></div><div class="c x97 y1fd w16 h34"><div class="t m0 x23 h2c y1fe ff1 fs10 fc4 sc6 ls4a wsc2">Rozp<span class="_ _0"/>oczęcie </div><div class="t m0 x96 h2c y1ff ff1 fs10 fc4 sc6 ls51 wscb">budowy<span class="_ _1"/><span class="ls1 ws1"> </span></div></div><div class="c x98 y1fd w17 h34"><div class="t m0 xa h2c y1c4 ff1 fs10 fc4 sc6 ls4f wsc8">Planowane </div><div class="t m0 x83 h2c y1bf ff1 fs10 fc4 sc6 ls4f wsc8">ukończenie <span class="ls1 ws1"> </span></div><div class="t m0 x99 h2c y1c5 ff1 fs10 fc4 sc6 ls51 wscb">budowy<span class="_ _1"/><span class="ls1 ws1"> </span></div></div><div class="c x64 y201 w1c h20"><div class="t m0 x91 h2c y1c8 ff1 fs10 fc0 sc0 ls4b wscc">Inwestycje w przygotowaniu<span class="ls1 ws1"> </span></div></div><div class="t m0 xb3 h2c y202 ff1 fs10 fc0 sc1 ls1 ws1"> <span class="_ _62"> </span> <span class="_ _9"> </span> </div><div class="t m0 x2 h2c y203 ff1 fs10 fc0 sc1 ls61 wsc6">Osiedle<span class="_ _0"/> Juu<span class="ls1 ws1"> <span class="_ _63"> </span>1<span class="ls55 wsce">29</span> <span class="_ _8"> </span><span class="ls62 wsdf">6,</span>3 <span class="_ _9"> </span>- <span class="_ _64"> </span><span class="ls54 wsd0">I kw. 20<span class="_ _0"/>2</span>4 <span class="ls57 wsd3">r.</span> <span class="_ _1f"> </span><span class="ls54 wsd0">I<span class="_ _0"/> kw. 202</span>6 <span class="ls57 wsd3">r.</span> </span></div><div class="t m0 x2 h2c y204 ff1 fs10 fc0 sc1 ls63 wse0">Ursynów 2<span class="ls1 ws1"> <span class="_ _65"> </span><span class="ls54 wsc9">58</span> <span class="_ _66"> </span><span class="ls54 wsc9">3,7</span> <span class="_ _5d"> </span>- <span class="_ _67"> </span>I<span class="ls54 wsd0">I kw. 2<span class="_ _0"/>02</span>4 <span class="ls57 wsd3">r.</span> <span class="_ _4f"> </span>II<span class="_ _0"/> <span class="ls54 wsd0">kw. 202</span>6 <span class="ls57 wsd3">r.</span> </span></div><div class="t m0 x2 h2c y205 ff1 fs10 fc0 sc1 ls57 wsd4">Chmielna<span class="_ _1"/> (Gdańs<span class="_ _1"/>k)<span class="ls1 ws1"> <span class="_ _68"> </span>3<span class="ls52 wsd2">48</span> <span class="_ _69"> </span><span class="ls54 wsc9">12,</span>5 <span class="_ _5d"> </span>- <span class="_ _67"> </span>I<span class="ls54 wsd0">I kw. 20<span class="_ _0"/>2</span>4 </span><span class="wsd3">r.<span class="ls1 ws1"> <span class="_ _57"> </span>I<span class="ls52 wsd2">II</span> <span class="ls54 wsd0">kw. 20<span class="_ _0"/>2</span>6 </span>r.<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h2c y206 ff1 fs10 fc0 sc1 ls56 wsd1">Białołęka 4<span class="ls1 ws1"> <span class="_ _6a"> </span><span class="ls54 wsc9">146 </span></span></div><div class="c x90 y207 w14 h35"><div class="t m0 x63 h2c y1cd ff1 fs10 fc0 sc1 ls1 ws1"> </div></div><div class="t m0 xb4 h2c y206 ff1 fs10 fc0 sc1 ls54 wsc9">7,2<span class="ls1 ws1"> <span class="_ _62"> </span> <span class="_ _6b"> </span>I</span><span class="wsd0">I kw. <span class="ls64 wsd1">202<span class="ls1 ws1">4 <span class="ls57 wsd3">r.</span> <span class="_ _6c"> </span>I </span></span>kw. 202<span class="_ _0"/><span class="ls1 ws1">6 <span class="ls57 wsd3">r.<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></span></div><div class="t m0 x2 h2c y208 ff1 fs10 fc0 sc1 ls61 wsc3">Ochot<span class="_ _0"/>a<span class="ls1 ws1"> <span class="_ _6d"> </span><span class="ls52 wsd2">448</span> <span class="_ _6e"> </span><span class="ls54 wsc9">27,7</span> <span class="_ _5f"> </span>1 <span class="_ _5d"> </span>- <span class="_ _6f"> </span>- </span></div><div class="t m0 x2 h2c y209 ff1 fs10 fc0 sc1 ls65 wse1">Wr<span class="_ _0"/>ocła<span class="_ _0"/>w 2<span class="ls1 ws1"> <span class="_ _70"> </span>2<span class="ls53 wscd">73</span> <span class="_ _5"> </span><span class="ls54 wsc9">14,0</span> <span class="_ _5d"> </span>- <span class="_ _9"> </span>- <span class="_ _71"> </span>- </span></div><div class="t m0 x2 h2c y20a ff1 fs10 fc0 sc1 ls56 wsd1">Białołęka 1<span class="ls1 ws1"> <span class="_ _72"> </span><span class="ls54 wsc9">216</span> <span class="_ _51"> </span><span class="ls54 wsc9">10,</span>3 <span class="_ _5d"> </span>- <span class="_ _9"> </span>- <span class="_ _6f"> </span>- </span></div><div class="t m0 x2 h2c y20b ff1 fs10 fc0 sc1 ls52 wscc">Bielany 1<span class="_ _1"/> etap I<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _73"> </span><span class="ls55 wsce">32</span> <span class="_ _8"> </span><span class="ls54 wsc9">6,3</span> <span class="_ _5d"> </span>- <span class="_ _9"> </span>- <span class="_ _6f"> </span>- </span></div><div class="t m0 x2 h2c y20c ff1 fs10 fc0 sc1 ls52 wscc">Bielany 1<span class="_ _1"/> etap II<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _1a"> </span><span class="ls54 wsc9">16</span> <span class="_ _54"> </span><span class="ls54 wsc9">3,1</span> <span class="_ _5d"> </span>-</span></div><div class="c x94 y20d w16 h35"><div class="t m0 x29 h2c y1a9 ff1 fs10 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 x34 h2c y20c ff1 fs10 fc0 sc1 ls1 ws1">-</div><div class="c x97 y20d w16 h35"><div class="t m0 x29 h2c y1a9 ff1 fs10 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 xb5 h2c y20c ff1 fs10 fc0 sc1 ls1 ws1">-</div><div class="c x98 y20d w17 h35"><div class="t m0 x8b h2c y1a9 ff1 fs10 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 x2 h2c y20e ff1 fs10 fc0 sc1 ls52 wscc">Bielany 3<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _74"> </span><span class="ls62 wsdf">92</span> <span class="_ _5b"> </span><span class="ls54 wsc9">4<span class="_ _0"/>,5</span> <span class="_ _9"> </span>- <span class="_ _5d"> </span>- <span class="_ _6f"> </span>- </span></div><div class="t m0 x2 h2c y20f ff1 fs10 fc0 sc1 ls57 wsd4">Praga P<span class="_ _1"/>ołudnie<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _75"> </span><span class="ls53 wscd">70</span> <span class="_ _76"> </span><span class="ls54 wsc9">4,0</span> <span class="_ _5d"> </span>- <span class="_ _9"> </span>- <span class="_ _71"> </span>- </span></div><div class="t m0 x2 h2c y210 ff1 fs10 fc0 sc1 ls54 wsd0">Praga Pó<span class="_ _0"/>łnoc<span class="ls1 ws1"> <span class="_ _77"> </span></span><span class="wsc9">147<span class="ls1 ws1"> <span class="_ _5c"> </span></span>6,1<span class="_ _0"/><span class="ls1 ws1"> <span class="_ _62"> </span> <span class="_ _62"> </span> <span class="_ _9"> </span> </span></span></div><div class="c x64 y211 w1d h36"><div class="t m0 x91 h2c y1c6 ff1 fs10 fc0 sc1 ls56 wsd1">Tabela nr 3. <span class="ls57 wsd4">Harmonogr<span class="_ _1"/>am re<span class="_ _1"/>alizacj<span class="_ _1"/>i inwesty<span class="_ _1"/>cji (stan na<span class="_ _1"/> dz<span class="_ _1"/>ień sporz<span class="_ _1"/>ądzenia ra<span class="_ _1"/>portu)<span class="_ _1"/><span class="ls1 ws1"> </span></span></div></div><div class="c x64 y212 w1d h37"><div class="t m0 x91 h2c y1c6 ff1 fs10 fc0 sc1 ls1 ws1"> </div></div><div class="t m0 x2 h27 y213 ff2 fs4 fc5 sc1 ls66 wsab">Kontr<span class="_ _0"/>aktacja lokali<span class="ls1 ws1"> </span></div><div class="t m0 x2 h17 y214 ff1 fsb fc0 sc1 ls2e ws8e">Wy<span class="wse2">kres nr 2. Kontraktacja (z<span class="_ _1"/>awarte przedwstępne i<span class="ls1 ws1"> <span class="ls2d wse3">deweloperskie umowy sprzedaży) lokali mieszkaniowych <span class="_ _78"/><span class="ls1 ws1"> </span></span></span></span></div><div class="t m0 x2 h17 y215 ff1 fsb fc0 sc1 ls2d ws65">i usługowy<span class="_ _0"/>ch według projektów<span class="ls1 ws1"> </span></div><div class="t m0 x2 h17 y216 ff1 fsb fc0 sc1 ls2d ws65">* Część lokali<span class="_ _0"/> w projekcie Unique Tower prezentowanych jest w se<span class="_ _0"/>gmencie pozostałe aktywa nieruchomościowe<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y217 ff1 fs2 fc0 sc1 ls1 ws1">W <span class="_ _45"/><span class="ls10 ws14">2023</span> <span class="_ _45"/><span class="lsd wsa6">r. Grupa Marvi<span class="_ _0"/>pol Devel<span class="_ _0"/>opment zawa<span class="_ _0"/>rła <span class="ls2a ws62">661</span></span> <span class="_ _4b"/><span class="lsc wse4">umów sprze<span class="_ _1"/>daży mie<span class="_ _1"/>szkań, lo<span class="_ _1"/>kali użyt<span class="_ _1"/>kowych<span class="_ _1"/> </span></div><div class="t m0 x2 h5 y218 ff1 fs2 fc0 sc1 lsc ws42">ora<span class="_ _1"/>z lokali inwe<span class="_ _1"/>stycy<span class="_ _1"/>jnych (<span class="ls11 wse5">w tym 24 umowy sprzed<span class="_ _0"/>aży lokal<span class="_ _0"/>i inwestycyjnyc<span class="_ _0"/>h w<span class="ls1 ws1"> <span class="lsd wsa2">U<span class="_ _0"/>nique Apartm<span class="_ _0"/>ents, </span></span></span></div><div class="t m0 x2 h5 y219 ff1 fs2 fc0 sc1 lsb wse6">ujmowan<span class="_ _0"/>e w wynik<span class="_ _0"/>ach<span class="ls1 ws1"> <span class="_ _79"> </span><span class="lsd ws12">segmen<span class="ls67 wse7">tu</span></span> <span class="_ _a"> </span><span class="lsd ws18">p<span class="_ _0"/>ozostałe akty<span class="_ _0"/>wa nieruchomo<span class="_ _0"/>ściowe)<span class="_ _0"/>, wobec <span class="ls10 ws14">207</span></span> <span class="_ _79"> </span><span class="ls17 wse8">umów w </span></span></div><div class="t m0 x2 h5 y21a ff1 fs2 fc0 sc1 lsc wsbe">analo<span class="_ _1"/>gicznym<span class="_ _1"/> okresie<span class="_ _1"/> <span class="ls10 ws14">202<span class="ls1 ws1">2 <span class="lsd ws12">r. <span class="_ _1"/><span class="wsbd">Na wyniki sp<span class="_ _0"/>rzedaży wp<span class="_ _0"/>łynęły m.in. popraw<span class="_ _0"/>a nastro<span class="_ _0"/>jów konsumen<span class="_ _0"/>ckich, </span></span></span></span></div><div class="t m0 x2 h5 y21b ff1 fs2 fc0 sc1 lsd ws45">zwi<span class="_ _0"/>ększenie dostęp<span class="_ _0"/>ności fi<span class="_ _0"/>nansowania hi<span class="_ _0"/>poteczneg<span class="_ _0"/>o, w tym wp<span class="_ _0"/>rowadzenie d<span class="_ _0"/>o ofert banków kred<span class="_ _0"/>ytów </div><div class="t m0 x2 h5 y21c ff1 fs2 fc0 sc1 lsb wsc0">z dopł<span class="_ _0"/>atami do spłac<span class="_ _0"/>anych rat<span class="ls1 ws1"> <span class="_ _45"/>(<span class="lsd wse9">Bezpi<span class="_ _0"/>eczny kred<span class="_ _0"/>yt 2</span>%<span class="lse wsa5">), udzielanych w ramach <span class="lsd wsea">progra<span class="_ _0"/>mu „Pierwsz<span class="_ _0"/>e </span></span></span></div><div class="t m0 x29 h17 y21d ff1 fsb fc4 sc1 ls5d ws66">339</div><div class="t m0 xa0 h17 y21e ff1 fsb fc4 sc1 ls2e ws8e">206</div><div class="t m0 xb6 h17 y21f ff1 fsb fc4 sc1 ls5b ws92">637</div><div class="t m0 x64 h17 y220 ff1 fsb fc0 sc1 ls5d ws66">37*</div><div class="t m0 xb7 h17 y221 ff1 fsb fc0 sc1 ls1 ws1">1*</div><div class="t m0 xb6 h17 y222 ff1 fsb fc0 sc1 ls2e ws8e">24*</div><div class="t m0 xb8 h38 y223 ff8 fs13 fc8 sc1 ls1 ws1">0</div><div class="t m0 xb9 h38 y224 ff8 fs13 fc8 sc1 ls68 wseb">800</div><div class="t m0 xba h17 y225 ff1 fsb fc0 sc1 ls2e ws66">2021 r.<span class="_ _7a"> </span>2022 r.<span class="_ _7b"> </span>2023 r.</div><div class="c xbb y226 w1e h39"><div class="t m0 x3b h31 y227 ff1 fs12 fc0 sc0 ls69 wsec">KONTRAKT<span class="_ _0"/>ACJA<span class="_ _12"> </span><span class="ls5a wsed">LOKALI</span></div><div class="t m0 xbc h31 y228 ff1 fs12 fc0 sc0 ls1 ws1">(<span class="_ _0"/><span class="ls6a wsee">szt<span class="ls6b wsef">.)</span></span></div></div><div class="t m0 xbd h17 y229 ff1 fsb fc0 sc1 ls2d wsb9">In Pla<span class="_ _0"/>ce I</div><div class="t m0 xbe h17 y22a ff1 fsb fc0 sc1 ls2e ws8e">232</div><div class="t m0 xa7 h17 y22b ff1 fsb fc0 sc1 ls59 wsd7">In Pl<span class="_ _0"/>ace II</div><div class="t m0 xbf h17 y22c ff1 fsb fc0 sc1 ls1 ws1">141</div><div class="t m0 xc0 h17 y22d ff1 fsb fc0 sc1 ls59 wsd7">Garde<span class="_ _0"/>n Lagom I</div><div class="t m0 xc1 h17 y22e ff1 fsb fc0 sc1 ls1 ws1">110</div><div class="t m0 xc2 h17 y22f ff1 fsb fc0 sc1 ls2e wsd8">Trio Park I</div><div class="t m0 xc3 h17 y230 ff1 fsb fc0 sc1 ls1 ws1">50</div><div class="t m0 x74 h17 y231 ff1 fsb fc0 sc1 ls2d ws90">Pozostałe</div><div class="t m0 x4d h17 y232 ff1 fsb fc0 sc1 ls2e ws8e">128</div><div class="c x3f y233 w1f h3a"><div class="t m0 x63 h31 y234 ff1 fs12 fc0 sc0 ls6a wsf0">STRUKTURA SPRZEDAŻY </div><div class="t m0 x53 h31 y235 ff1 fs12 fc0 sc0 ls6c wsf1">(szt.<span class="_ _0"/>)</div></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pff" style="content-visibility: auto;"><div class="pc pcf w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x7d h4 y5 ff2 fs1 fc1 sc2 ls46 ws9b">15<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 lsc wsf">Mieszka<span class="_ _1"/>nie”<span class="lsd wsf2">, poszerzenie<span class="_ _0"/> oferty sprzed<span class="_ _0"/>ażowej<span class="_ _0"/> Grupy oraz zaaw<span class="_ _0"/>ansowanie real<span class="_ _0"/>izacji </span></div><div class="t m0 x2 h5 y34 ff1 fs2 fc0 sc1 lsc wse">komer<span class="_ _1"/>cjalizowa<span class="_ _1"/>nych p<span class="_ _1"/>rojektó<span class="_ _1"/>w<span class="ls1 ws1">. </span></div><div class="t m0 x2 h27 y236 ff2 fs4 fc5 sc1 ls47 wsf3">Oferta lokali<span class="ls1 ws1"> </span></div><div class="c x64 y237 w20 h3b"><div class="t m0 xa4 h2c y238 ff1 fs10 fc0 sc0 ls4b wsc4">Inwestycja<span class="ls1 ws1"> </span></div></div><div class="c x27 ya w21 h3c"><div class="t m0 x4a h2c y1c5 ff1 fs10 fc0 sc0 ls4a wsc2">Lokale <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x96 h2c y1c6 ff1 fs10 fc0 sc0 ls4f wsc8">niesprzedane<span class="ls1 ws1"> </span></div></div><div class="c xb4 ya w22 h3c"><div class="t m0 x96 h2c y1c5 ff1 fs10 fc0 sc0 ls4b wsc3">Wszystkie lokale <span class="ls1 ws1"> </span></div><div class="t m0 xb9 h2c y1c6 ff1 fs10 fc0 sc0 ls4b wsc3">w inwestycji<span class="ls1 ws1"> </span></div></div><div class="c x4d y237 w23 h3b"><div class="t m0 xa h2c y239 ff1 fs10 fc0 sc0 ls4f wsc9">Przewidziany termin <span class="ls1 ws1"> </span></div><div class="t m0 x23 h2c y23a ff1 fs10 fc0 sc0 ls4b wsc3">zakończenia inwestycji<span class="ls1 ws1"> </span></div></div><div class="c x27 y237 w24 h3d"><div class="t m0 x8f h2c y1a5 ff1 fs10 fc0 sc0 ls4e wsc7">Liczba<span class="ls1 ws1"> </span></div></div><div class="c xc4 y237 w25 h3d"><div class="t m0 x23 h2c y1c5 ff1 fs10 fc0 sc0 ls4c wsc5">PUM/PUU <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 xa h2c y1c6 ff1 fs10 fc0 sc0 ls4d wsc6">(tys. m</div><div class="t m0 x1 h2d y23b ff1 fs11 fc0 sc0 ls1 ws1">2</div><div class="t m0 xa4 h2c y1c6 ff1 fs10 fc0 sc0 ls1 ws1">) </div></div><div class="c xb4 y237 w26 h3d"><div class="t m0 xa h2c y1a5 ff1 fs10 fc0 sc0 ls4e wsc7">Liczba<span class="ls1 ws1"> </span></div></div><div class="c xc5 y237 w27 h3d"><div class="t m0 x91 h2c y1c5 ff1 fs10 fc0 sc0 ls4c wsc5">PUM/PUU <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x9 h2c y1c6 ff1 fs10 fc0 sc0 ls4d wsc6">(tys. m</div><div class="t m0 xc6 h2d y23b ff1 fs11 fc0 sc0 ls1 ws1">2</div><div class="t m0 x8a h2c y1c6 ff1 fs10 fc0 sc0 ls1 ws1">) </div></div><div class="c x64 y23c w20 h3c"><div class="t m0 x91 h2c y1c5 ff1 fs10 fc0 sc1 ls54 wsd0">Lokal<span class="_ _0"/>e z<span class="ls1 ws1"> <span class="ls57 wsd3">ukończ<span class="_ _1"/>onych </span></span></div><div class="t m0 x91 h2c y1c6 ff1 fs10 fc0 sc1 ls52 wsd2">inwesty<span class="_ _1"/>cji<span class="ls1 ws1"> </span></div></div><div class="t m0 x9f h2c y23d ff1 fs10 fc0 sc1 ls55 wsce">26<span class="ls1 ws1"> <span class="_ _7c"> </span><span class="ls54 wsc9">4,0</span> <span class="_ _7d"> </span>- <span class="_ _66"> </span>-  <span class="_ _7e"> </span>- </span></div><div class="t m0 x2 h2c y23e ff1 fs10 fc0 sc1 ls52 wscc">In Place I<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _7f"> </span><span class="ls55 wsce">36</span> <span class="_ _80"> </span><span class="ls54 wsc9">2,5</span> <span class="_ _81"> </span><span class="ls53 wscd">371</span> <span class="_ _82"> </span><span class="ls54 wsc9">18,4</span> <span class="_ _61"> </span><span class="ls52 wsd2">II</span>I<span class="_ _0"/> <span class="ls54 wsd0">kw. 2024 r.</span> </span></div><div class="t m0 x2 h2c y23f ff1 fs10 fc0 sc1 ls52 wscc">In Place <span class="ls6d wsf4">II<span class="ls1 ws1"> <span class="_ _83"> </span><span class="ls54 wsc9">138</span> <span class="_ _80"> </span><span class="ls54 wsc9">8,2</span> <span class="_ _82"> </span><span class="ls57 wsd3">280<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _82"> </span><span class="ls54 wsc9">14,3</span> <span class="_ _84"> </span><span class="ls54 wsd0">II kw. 2<span class="_ _0"/>02</span>5 <span class="ls57 wsd3">r.</span> </span></span></span></span></div><div class="t m0 x2 h2c y240 ff1 fs10 fc0 sc1 ls52 wscc">Motława Ga<span class="_ _1"/>rden<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _85"> </span><span class="ls54 wsc9">51</span> <span class="_ _81"> </span><span class="ls54 wsc9">5,0</span> <span class="_ _5"> </span><span class="ls53 wscd">72<span class="_ _0"/></span> <span class="_ _80"> </span><span class="ls54 wsc9">6,7</span> <span class="_ _7a"> </span><span class="ls54 wsd0">I<span class="_ _0"/>I kw. <span class="ls6e wsf5">20<span class="_ _0"/>24 r.</span></span> </span></div><div class="t m0 x2 h2c y241 ff1 fs10 fc0 sc1 ls56 wsd1">Gardenia Lagom I<span class="ls1 ws1"> <span class="_ _86"> </span><span class="ls52 wsd2">40</span> <span class="_ _81"> </span><span class="ls54 wsc9">2<span class="_ _0"/>,6</span> <span class="_ _87"> </span><span class="ls54 wsc9">160</span> <span class="_ _5"> </span><span class="ls54 wsc9">8,1</span> <span class="_ _88"> </span>I<span class="ls52 wscc">II kw. 202<span class="_ _1"/>4 r.<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h2c y242 ff1 fs10 fc0 sc1 ls56 wsd1">Gardenia Lagom I<span class="ls1 ws1">I <span class="_ _89"> </span><span class="ls62 wsdf">97</span> <span class="_ _5"> </span><span class="ls54 wsc9">5,1</span> <span class="_ _81"> </span><span class="ls54 wsc9">127</span> <span class="_ _81"> </span><span class="ls54 wsc9">6,4<span class="_ _0"/></span> <span class="_ _88"> </span>II<span class="ls54 wsd0">I<span class="_ _0"/> kw. 202<span class="_ _0"/></span>5 <span class="ls57 wsd3">r.<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h2c yb7 ff1 fs10 fc0 sc1 ls54 wsd0">Trio<span class="_ _0"/> Park I<span class="ls1 ws1"> <span class="_ _8a"> </span><span class="ls57 wsd3">83</span> <span class="_ _8b"> </span></span><span class="wsc9">4,4<span class="ls1 ws1"> <span class="_ _8b"> </span></span>134<span class="ls1 ws1"> <span class="_ _8b"> </span></span>6<span class="_ _0"/>,4<span class="ls1 ws1"> <span class="_ _4d"> </span></span></span>II<span class="_ _0"/> kw. 202<span class="_ _0"/><span class="ls1 ws1">5 <span class="ls57 wsd3">r.<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h2c y243 ff1 fs10 fc0 sc1 ls56 wsd1">Conrada 30</div><div class="c x64 y244 w20 h3e"><div class="t m0 xc7 h2c y245 ff1 fs10 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 xc8 h2c y243 ff1 fs10 fc0 sc1 ls57 wsd3">88</div><div class="c x27 y244 w24 h3e"><div class="t m0 xc9 h2c y245 ff1 fs10 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 xca h2c y243 ff1 fs10 fc0 sc1 ls54 wsc9">4,6</div><div class="c xc4 y244 w25 h3e"><div class="t m0 xb0 h2c y245 ff1 fs10 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 xcb h2c y243 ff1 fs10 fc0 sc1 ls57 wsd3">89</div><div class="c xb4 y244 w26 h3e"><div class="t m0 xb0 h2c y245 ff1 fs10 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 xcc h2c y243 ff1 fs10 fc0 sc1 ls54 wsc9">4,7</div><div class="c xc5 y244 w27 h3e"><div class="t m0 xb0 h2c y245 ff1 fs10 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 x9b h2c y243 ff1 fs10 fc0 sc1 ls1 ws1">II<span class="ls54 wsd0">I kw. 2<span class="_ _0"/>02</span>5 <span class="ls57 wsd3">r.</span></div><div class="c x4d y244 w23 h3e"><div class="t m0 x36 h2c y245 ff1 fs10 fc0 sc0 ls1 ws1"> </div></div><div class="c x64 y246 w20 h3f"><div class="t m0 x91 h2c y247 ff1 fs10 fc0 sc0 ls4a wsc2">Raz<span class="_ _0"/>em</div></div><div class="t m0 xcd h2c y248 ff1 fs10 fc0 sc1 ls1 ws1"> </div><div class="c x27 y246 w24 h3f"><div class="t m0 x96 h2c y247 ff1 fs10 fc0 sc0 ls6f wsf6">559</div></div><div class="t m0 x45 h2c y248 ff1 fs10 fc0 sc1 ls1 ws1"> </div><div class="c xc4 y246 w25 h3f"><div class="t m0 x4a h2c y247 ff1 fs10 fc0 sc0 ls4e wsc7">36,5</div></div><div class="t m0 xce h2c y248 ff1 fs10 fc0 sc1 ls1 ws1"> </div><div class="c xb4 y246 w26 h3f"><div class="t m0 xcf h2c y247 ff1 fs10 fc0 sc0 ls1 ws1">-</div></div><div class="t m0 xd0 h2c y248 ff1 fs10 fc0 sc1 ls1 ws1"> </div><div class="c xc5 y246 w27 h3f"><div class="t m0 xcf h2c y247 ff1 fs10 fc0 sc0 ls1 ws1">-</div></div><div class="t m0 x1a h2c y248 ff1 fs10 fc0 sc1 ls1 ws1"> </div><div class="c x4d y246 w23 h3f"><div class="t m0 xd1 h2c y247 ff1 fs10 fc0 sc0 ls1 ws1">-</div></div><div class="t m0 x37 h2c y248 ff1 fs10 fc0 sc1 ls1 ws1"> </div><div class="c x64 y249 w1d h3f"><div class="t m0 x91 h2c y111 ff1 fsb fc0 sc1 ls58 wsf7">Tabela nr <span class="_ _1"/>4. Prez<span class="_ _1"/>entacj<span class="_ _1"/>a lokal<span class="_ _1"/>i <span class="ls2d ws65">mieszkalnych oraz usługowych w<span class="ls1 ws1"> </span>sprzedaży<span class="_ _0"/> na dzień 31.12.<span class="ls70 wsf8">202<span class="_ _0"/>3<span class="ls1 ws1"> <span class="ls2e ws8e">r.</span><span class="fs10 sc0"> </span></span></span></span></div></div><div class="c x64 y24a w1d h40"><div class="t m0 x91 h41 y24b ff1 fs14 fc0 sc1 ls1 ws1"> </div></div><div class="t m0 x2 h27 y24c ff2 fs4 fc5 sc1 ls47 wsf3">Przekazania lo<span class="_ _0"/>kali<span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y24d ff1 fs2 fc0 sc1 ls1 wsf9">W 202<span class="ws1">3 <span class="lsd ws21">r. G<span class="_ _0"/>rupa Marvi<span class="_ _0"/>pol Devel<span class="_ _0"/>opment prz<span class="_ _0"/>ekazała n<span class="_ _0"/>abywcom</span> <span class="_ _0"/><span class="ls11 ws1d">413</span> <span class="lsb wsd">l<span class="_ _0"/>okal</span>i <span class="_ _0"/><span class="lsc wsf">mieszkaln<span class="_ _1"/><span class="ls11 ws1d">ych<span class="ls1 ws1"> i<span class="_ _0"/> <span class="lse wse">usługow</span></span>ych, </span></span></span></div><div class="t m0 x2 h5 y24e ff1 fs2 fc0 sc1 lsc ws4f">wobec 74<span class="_ _1"/>1 loka<span class="_ _1"/>li prze<span class="_ _1"/>d roki<span class="_ _1"/>em.<span class="_ _1"/><span class="ls1 ws1"> <span class="lsb ws14">Ponadto w<span class="_ _0"/></span> <span class="lsb ws14">analiz<span class="_ _0"/>owanym okresi<span class="_ _0"/>e</span> <span class="lsb ws14">Grupa wyd<span class="_ _0"/>ała <span class="ls28 ws4e">10</span></span> <span class="lsb wsd">lokal</span>i<span class="lsb ws14">, ujm<span class="_ _0"/>owan<span class="ls11 ws1d">ych</span></span> </span></div><div class="t m0 x2 h5 y24f ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsd ws10">segmenc<span class="_ _0"/>ie pozostał<span class="_ _0"/>e aktywa ni<span class="_ _0"/>eruchomości<span class="_ _0"/>owe<span class="lsc wse">, wobec 170 <span class="_ _1"/>lokali <span class="_ _1"/>w 2022 r<span class="_ _1"/>oku<span class="_ _1"/><span class="ls1 ws1">. </span></span></span></div><div class="t m0 x2 h5 y250 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x7d h17 y251 ff1 fsb fc4 sc1 ls2d ws65">Wykres nr 3. P<span class="_ _0"/>rzekazania (zakończone protokołem zdawczo<span class="ls1 ws1">-</span>odbiorczym) l<span class="_ _0"/>okali mieszkalnych i usługowych nabywcom  <span class="ls1 ws1"> </span></div><div class="c xd2 y252 w28 h42"><div class="t m0 x9 h2 y253 ff1 fs0 fc4 sc1 ls1 ws1"> </div></div><div class="t m0 xd3 h5 y254 ff1 fs2 fc4 sc1 ls2a ws62">65</div><div class="t m0 xd4 h5 y255 ff1 fs2 fc6 sc1 ls10 ws14">23</div><div class="t m0 xd5 h5 y254 ff1 fs2 fc4 sc1 ls10 ws14">265<span class="_ _8c"> </span><span class="lse wse">89<span class="_ _8d"> </span></span>157<span class="_ _8e"> </span>216<span class="_ _8d"> </span><span class="lsc wsf">73<span class="_ _8f"> </span></span>295<span class="_ _90"> </span><span class="ls28 ws4e">100<span class="_ _91"> </span></span>273</div><div class="t m0 xd6 h5 y256 ff1 fs2 fc6 sc1 ls1 ws1">37</div><div class="t m0 xd7 h5 y254 ff1 fs2 fc6 sc1 ls1 ws1">3</div><div class="t m0 x4a h5 y257 ff1 fs2 fc0 sc1 ls1 ws1">1 133</div><div class="t m0 xb h5 y258 ff1 fs2 fc0 sc1 ls1 ws1">1 <span class="lse wse">182</span></div><div class="t m0 xd5 h5 y259 ff1 fs2 fc0 sc1 ls2a ws62">996</div><div class="t m0 xd8 h5 y25a ff1 fs2 fc0 sc1 ls1 ws1">1 <span class="ls10 ws14">022</span></div><div class="t m0 x56 h5 y25b ff1 fs2 fc0 sc1 ls1 ws1">932</div><div class="t m0 xd9 h5 y25c ff1 fs2 fc0 sc1 ls10 ws14">757</div><div class="t m0 xda h5 y25d ff1 fs2 fc0 sc1 ls10 ws14">728</div><div class="t m0 xdb h5 y25e ff1 fs2 fc4 sc1 ls11 ws1d">487</div><div class="t m0 xdc h5 y25f ff1 fs2 fc0 sc1 ls11 ws1d">489</div><div class="t m0 x34 h5 y260 ff1 fs2 fc4 sc1 ls1 ws1">354</div><div class="t m0 xdd h5 y261 ff1 fs2 fc0 sc1 ls10 ws14">529</div><div class="t m0 x5a h5 y262 ff1 fs2 fc0 sc1 ls28 ws4e">710</div><div class="t m0 xde h43 y263 ff9 fs15 fce sc1 ls1 ws1">0</div><div class="t m0 x4 h43 y264 ff9 fs15 fce sc1 ls71 wsfa">500</div><div class="t m0 x7c h44 y265 ff1 fs16 fc6 sc1 ls72 wsfb">I kw.<span class="_ _0"/> 2021 r.<span class="_ _10"> </span><span class="ls73 wsfc">II kw. 2021 r.<span class="_ _10"> </span><span class="ls74 wsfd">II<span class="_ _0"/>I kw. 20<span class="_ _0"/>21 r.<span class="_ _e"> </span></span></span><span class="wsfe">IV kw. 2021<span class="_ _0"/> r.<span class="_ _92"> </span></span>I kw.<span class="_ _0"/> 2022 r.<span class="_ _93"> </span><span class="ls73 wsfc">II kw. 2022 r.<span class="_ _94"> </span><span class="ls74 wsfd">III kw<span class="_ _0"/>. 202<span class="_ _0"/>2 r.<span class="_ _12"> </span></span></span><span class="wsfe">IV kw. 2022<span class="_ _0"/> r.<span class="_ _e"> </span><span class="ls73 wsfc">I kw. 2023 r.<span class="_ _d"> </span>II kw. 2023 r.<span class="_ _d"> </span><span class="ls74 wsfd">I<span class="_ _0"/>II kw.<span class="_ _0"/> 2023 r<span class="_ _0"/>.<span class="_ _12"> </span></span></span>IV kw. 2023 r.</span></div><div class="t m0 xdf h17 y266 ff1 fsb fc6 sc1 ls2d ws65">Wolumen przekazań<span class="_ _95"> </span>Lokale zakontraktowane, a n<span class="_ _0"/>ieprzekazane</div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf10" style="content-visibility: auto;"><div class="pc pc10 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x7d h4 y5 ff2 fs1 fc1 sc2 ls46 ws9b">16<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h27 y267 ff2 fs4 fc5 sc1 ls47 wsf3">Przychody ze sprzedaży lokali<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y268 ff1 fs2 fc0 sc1 ls1 ws1">W <span class="_ _0"/><span class="ls10 ws14">2023</span> <span class="lsb ws43">r. Gru<span class="_ _0"/>pa Kapitało<span class="_ _0"/>wa rozp<span class="_ _0"/>oznała <span class="lsd ws12">329<span class="_ _0"/>,4</span></span> <span class="lsc ws42">mln zł przycho<span class="_ _1"/>dów ze s<span class="_ _1"/>przeda<span class="_ _1"/>ży <span class="lsb ws43">wyrobów<span class="_ _0"/> gotowych </span></span></div><div class="t m0 x2 h5 y269 ff1 fs2 fc0 sc1 lsc wsbc">(mieszka<span class="_ _1"/>ń i loka<span class="_ _1"/>li usług<span class="_ _1"/>owyc<span class="_ _1"/>h). <span class="lsb wsff">Marża brutt<span class="_ _0"/>o na sprz<span class="_ _0"/>edaży lok<span class="_ _0"/>ali prz<span class="_ _0"/>ekazanych n<span class="_ _0"/>abywcom w<span class="_ _0"/>yniosła<span class="_ _0"/> </span></div><div class="t m0 x2 h5 y26a ff1 fs2 fc0 sc1 lsd ws12">32,9%<span class="_ _0"/>. <span class="ls1 ws1"> </span></div><div class="t m0 x2 h27 y26b ff2 fs4 fc5 sc1 ls75 ws100">Wartość umó<span class="_ _1"/>w przedwstępny<span class="_ _1"/>ch i<span class="ls1 ws1"> <span class="ls47 ws101">deweloperskich, dla których </span></span></div><div class="t m0 x2 h27 y26c ff2 fs4 fc5 sc1 ls75 ws102">lokale nie z<span class="_ _1"/>ostały j<span class="_ _1"/>eszcze przeka<span class="_ _1"/>zane<span class="ls1 ws1"> </span></div><div class="c x64 y26d w29 h45"><div class="t m0 x29 h2c y1c6 ff1 fs10 fc4 sc6 ls1 ws1"> </div></div><div class="c x7a y26d w2a h45"><div class="t m0 x2f h2c y1c6 ff1 fs10 fc4 sc6 ls1 ws1"> </div></div><div class="c xe0 y26d w2b h45"><div class="t m0 xc7 h2c y1c6 ff1 fs10 fc4 sc6 ls1 ws1"> </div></div><div class="c x64 y26e w29 h46"><div class="t m0 x1 h2c y1c2 ff1 fs10 fc0 sc0 ls4b wsc4">Inwestycja<span class="ls1 ws1"> </span></div></div><div class="c x7a y11c w2a h47"><div class="t m0 x8f h2c y26f ff1 fs10 fc0 sc0 ls4a wsd3">Lokale <span class="_ _0"/>sprz<span class="_ _0"/>edane, a<span class="ls1 ws1"> <span class="_ _0"/><span class="ls4f wsc9">nieprzekazane nabywcom</span> </span></div></div><div class="c xe0 y26e w2b h46"><div class="t m0 x83 h2c y270 ff1 fs10 fc0 sc0 ls4f wsc9">Przewidziany termin <span class="ls1 ws1"> </span></div><div class="t m0 x91 h2c y271 ff1 fs10 fc0 sc0 ls4b wsc3">zakończenia inwestycji<span class="ls1 ws1"> </span></div></div><div class="c x7a y26e w2c h48"><div class="t m0 x99 h2c y71 ff1 fs10 fc0 sc0 ls4e wsc7">Liczba<span class="ls1 ws1"> </span></div></div><div class="c x25 y26e w2d h48"><div class="t m0 x9 h2c y272 ff1 fs10 fc0 sc0 ls4c wsc5">PUM/PUU <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2d h2c y273 ff1 fs10 fc0 sc0 ls76 ws103">(m</div><div class="t m0 xc9 h2d y274 ff1 fs11 fc0 sc0 ls1 ws1">2</div><div class="t m0 xd3 h2c y273 ff1 fs10 fc0 sc0 ls1 ws1">) </div></div><div class="c x3d y26e w2e h48"><div class="t m0 x23 h2c y272 ff1 fs10 fc0 sc0 ls4f wsc9">Wartość umów </div><div class="t m0 x95 h2c y273 ff1 fs10 fc0 sc0 ls4e wsf4">(tys. zł)<span class="ls1 ws1"> </span></div></div><div class="t m0 x2 h2c y275 ff1 fs10 fc0 sc1 ls52 wscc">Motława Ga<span class="_ _1"/>rden<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _96"> </span><span class="ls55 wsce">21</span> <span class="_ _97"> </span> <span class="ls54 wsc9">1,7 </span> <span class="_ _66"> </span> <span class="ls64 wsce">21 030 </span></span></div><div class="c x3d y20b w2e h3e"><div class="t m0 xe1 h2c y247 ff1 fs10 fc0 sc1 ls1 ws1"> </div></div><div class="t m0 xe2 h2c y275 ff1 fs10 fc0 sc1 ls52 wscc">II kw. 202<span class="_ _1"/>4 r.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h2c y276 ff1 fs10 fc0 sc1 ls52 wscc">In Place I<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _98"> </span><span class="ls55 wsce">335</span> <span class="_ _6e"> </span> <span class="ls54 wsc9">15,9<span class="_ _0"/> </span> </span></div><div class="t m0 xe3 h2c y277 ff1 fs10 fc0 sc1 ls1 ws1"> <span class="ls52 wscc">214 394 </span></div><div class="c x3d y278 w2e h3f"><div class="t m0 xe1 h2c y247 ff1 fs10 fc0 sc1 ls1 ws1"> </div></div><div class="t m0 xe4 h2c y277 ff1 fs10 fc0 sc1 ls52 wscc">III kw. 202<span class="_ _1"/>4 r.<span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h2c y279 ff1 fs10 fc0 sc1 ls56 wsd1">Gardenia Lagom I<span class="ls1 ws1"> <span class="_ _16"> </span><span class="ls54 wsc9">120</span> <span class="_ _99"> </span> <span class="ls54 wsc9">5,5 </span> <span class="_ _9a"> </span> <span class="ls54 wsd0">61 704 </span></span></div><div class="c x3d y27a w2e h3e"><div class="t m0 xe1 h2c y245 ff1 fs10 fc0 sc1 ls1 ws1"> </div></div><div class="t m0 xe4 h2c y279 ff1 fs10 fc0 sc1 ls52 wscc">III kw. 202<span class="_ _1"/>4 r.<span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h2c y27b ff1 fs10 fc0 sc1 ls52 wscc">In Place I<span class="_ _1"/>I<span class="ls1 ws1"> <span class="_ _9b"> </span><span class="ls54 wsc9">142</span> <span class="_ _9a"> </span> <span class="ls54 wsc9">6,1 </span> <span class="_ _99"> </span> <span class="ls62 wsd2">93 465 </span></span></div><div class="c x3d y27c w2e h3f"><div class="t m0 xe1 h2c y247 ff1 fs10 fc0 sc1 ls1 ws1"> </div></div><div class="t m0 xe2 h2c y27b ff1 fs10 fc0 sc1 ls54 wsd0">II kw. 2<span class="_ _0"/>025 r.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h2c y27d ff1 fs10 fc0 sc1 ls54 wsd0">Trio<span class="_ _0"/> Park I<span class="ls1 ws1"> <span class="_ _9c"> </span></span><span class="wsc9">51<span class="ls1 ws1"> <span class="_ _9d"> </span> </span>2,0 <span class="ls1 ws1"> <span class="_ _8"> </span> <span class="ls62 wsd2">23 629 </span></span></span></div><div class="c x3d y27e w2e h3e"><div class="t m0 xe1 h2c y245 ff1 fs10 fc0 sc1 ls1 ws1"> </div></div><div class="t m0 xe2 h2c y27d ff1 fs10 fc0 sc1 ls54 wsd0">II kw. 2<span class="_ _0"/>025 r.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h2c y27f ff1 fs10 fc0 sc1 ls56 wsd1">Gardenia Lagom II<span class="ls1 ws1"> <span class="_ _9e"> </span><span class="ls55 wsce">30</span> <span class="_ _9a"> </span> <span class="ls54 wsc9">1,3 </span> <span class="_ _5c"> </span> <span class="ls54 wsd0">16 734 </span></span></div><div class="c x3d y8c w2e h3f"><div class="t m0 xe1 h2c y247 ff1 fs10 fc0 sc1 ls1 ws1"> </div></div><div class="t m0 xe4 h2c y27f ff1 fs10 fc0 sc1 ls54 wsd0">III<span class="_ _0"/> kw. 2025 r<span class="_ _0"/>.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h2c y280 ff1 fs10 fc0 sc1 ls63 ws104">Pozostałe<span class="ls1 ws1"> <span class="_ _9f"> </span> <span class="ls54 wsc9">11 </span></span></div><div class="c x7a y281 w2c h49"><div class="t m0 x29 h2c y247 ff1 fs10 fc0 sc1 ls1 ws1"> </div></div><div class="t m0 xda h2c y280 ff1 fs10 fc0 sc1 ls1 ws1"> <span class="ls54 wsc9">1,0 </span> <span class="_ _54"> </span> <span class="ls53">19 377 </span></div><div class="c x3d y281 w2e h49"><div class="t m0 xe1 h2c y247 ff1 fs10 fc0 sc1 ls1 ws1"> </div></div><div class="t m0 xe5 h2c y280 ff1 fs10 fc0 sc1 ls1 ws1">- </div><div class="c x64 y168 w29 h3f"><div class="t m0 x91 h2c y245 ff1 fs10 fc0 sc0 ls4a wsc2">Raz<span class="_ _0"/>em<span class="ls1 ws1"> </span></div></div><div class="c x7a y168 w2c h3f"><div class="t m0 x62 h2c y245 ff1 fs10 fc0 sc0 ls6f wsf6">710<span class="ls1 ws1"> </span></div></div><div class="c x25 y168 w2d h3f"><div class="t m0 x43 h2c y245 ff1 fs10 fc0 sc0 ls50 wsca">33,5<span class="ls1 ws1"> </span></div></div><div class="c x3d y168 w2e h3f"><div class="t m0 x8a h2c y245 ff1 fs10 fc0 sc0 ls50 wsf5">450 332<span class="ls1 ws1"> </span></div></div><div class="c xe0 y168 w2b h3f"><div class="t m0 x2f h2c y245 ff1 fs10 fc0 sc0 ls1 ws1">- </div></div><div class="c x64 y282 w2f h4a"><div class="t m0 x91 h17 y283 ff1 fsb fc0 sc1 ls2d ws65">Tabela nr 6. Umowy sprze<span class="_ _0"/>daży (przedwstępne, deweloperskie), dla k<span class="_ _0"/>tórych lokale mieszkalne i<span class="ls1 ws1"> </span>usługowe nie<span class="_ _0"/> </div><div class="t m0 x91 h2c y111 ff1 fsb fc0 sc1 ls2d ws65">zostały prze<span class="_ _0"/>kazane nabywcom według stanu na <span class="ls1 ws1">31.12.<span class="ls2e ws8e">2023</span> <span class="ls2e ws8e">r.</span><span class="fs10"> </span></span></div></div><div class="c x64 y284 w2f h40"><div class="t m0 x91 h41 y24b ff1 fs14 fc0 sc1 ls1 ws1"> </div></div><div class="t m0 x2 h5 y285 ff1 fs2 fc0 sc1 lse ws105">Na dzień 31 g<span class="_ _0"/>rudnia <span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="_ _45"/><span class="lsb ws37">r. Grup<span class="_ _0"/>a Kapit<span class="_ _0"/>ałowa po<span class="_ _0"/>siadała <span class="ls28 ws4e">710<span class="_ _0"/></span></span> <span class="_ _45"/><span class="lsb wsd">lok<span class="_ _0"/>al</span>i <span class="_ _49"> </span><span class="lsc wsf">mieszka<span class="_ _1"/>l<span class="ls11 ws1d">nych<span class="ls1 ws1"> <span class="_ _49"> </span>i <span class="lse wse">usługow</span></span>yc<span class="_ _0"/>h<span class="lsb ws37">, dla </span></span></span></span></span></div><div class="t m0 x2 h5 y286 ff1 fs2 fc0 sc1 lsb ws28">których d<span class="_ _0"/>o końca <span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="_ _11"> </span><span class="lsd ws106">r. zostały zawarte umow<span class="_ _0"/>y sprzedaż<span class="_ _0"/>y (warunk<span class="_ _0"/>owe, rezerw<span class="_ _0"/>acyjne), ale n<span class="_ _0"/>ie </span></span></span></div><div class="t m0 x2 h5 y287 ff1 fs2 fc0 sc1 lsb ws11">doszło d<span class="_ _0"/>o przekaz<span class="_ _0"/>ania loka<span class="_ _0"/>li naby<span class="_ _0"/>wcom. Warto<span class="_ _0"/>ść zawartyc<span class="_ _0"/>h umów n<span class="_ _0"/>etto to <span class="ls11 ws1d">450,<span class="_ _0"/>3<span class="ls1 ws1"> <span class="lse ws2b">mln zł. </span> </span></span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf11" style="content-visibility: auto;"><div class="pc pc11 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="c x3 y4 w2 h3"><div class="t m0 x7d h4 y5 ff2 fs1 fc1 sc2 ls46 ws9b">17<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y288 ff1 fs0 fc0 sc1 ls1 ws1"> <span class="_ _2"> </span><span class="fc5"> </span></div><div class="t m0 x81 h9 y289 ff2 fs6 fc0 sc1 ls5 ws5">Segment <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x81 h9 y28a ff2 fs6 fc0 sc1 ls77 ws6">magazy<span class="_ _0"/>now<span class="_ _0"/>y<span class="ls1 ws1"> </span></div><div class="t m0 x81 h24 y28b ff6 fsf fc0 sc1 ls1 ws1">Raport roczny  </div><div class="t m0 x81 h24 y28c ff6 fsf fc0 sc1 ls2a ws62">202<span class="ls1 ws1">3 r.  </span></div><div class="c x85 y28d w30 h4b"><div class="t m0 x9 h26 y190 ff7 fs7 fc6 sc1 ls1 ws1"> </div></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf12" style="content-visibility: auto;"><div class="pc pc12 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x7d h4 y5 ff2 fs1 fc1 sc2 ls46 ws9b">18<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 hb y18 ff2 fs7 fc5 sc1 ls9 wsb">9.<span class="ff3 ls1 ws1"> <span class="_ _2c"> </span></span><span class="ls2f ws107">Segme<span class="_ _0"/>nt mag<span class="_ _0"/>azyn<span class="_ _0"/>ow<span class="_ _0"/>y<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h27 y192 ff2 fs4 fc5 sc1 ls47 wsab">Wprowadzenie<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y193 ff1 fs2 fc0 sc1 lsd ws12">Segment <span class="_ _49"> </span><span class="lsb ws37">mag<span class="_ _0"/>azynow<span class="_ _0"/>y to drug<span class="_ _0"/>i z<span class="ls1 ws1"> </span>obs<span class="_ _0"/>zarów dz<span class="_ _0"/>iałalności<span class="_ _0"/> Grupy Kap<span class="_ _0"/>itałow<span class="_ _0"/>ej Marvi<span class="_ _0"/>pol Devel<span class="_ _0"/>opment.<span class="_ _0"/> </span></div><div class="t m0 x2 h5 y194 ff1 fs2 fc0 sc1 ls11 wsa8">Segment je<span class="_ _0"/>st rozwij<span class="_ _0"/>any w<span class="ls1 ws1"> <span class="lsd ws45">ramach Gr<span class="_ _0"/>upy Kapitał<span class="_ _0"/>owej o<span class="_ _0"/>d 2015 r., k<span class="_ _0"/>iedy to Grup<span class="_ _0"/>a Marvi<span class="_ _0"/>pol Devel<span class="_ _0"/>opment, </span></span></div><div class="t m0 x2 h5 y195 ff1 fs2 fc0 sc1 lsc wsac">dążąc do<span class="_ _1"/> dywer<span class="_ _1"/>syfikacji r<span class="_ _1"/>yzyk bizne<span class="_ _1"/>sowy<span class="_ _1"/>ch i<span class="ls1 ws1"> <span class="lsb ws72">osiągni<span class="_ _0"/>ęcia atrakc<span class="_ _0"/>yjnego z<span class="_ _0"/>wrotu z<span class="_ _0"/> zaangażow<span class="_ _0"/>anego </span></span></div><div class="t m0 x2 h5 y196 ff1 fs2 fc0 sc1 lsb ws108">kapi<span class="_ _0"/>tału, nawiąz<span class="_ _0"/>ała wsp<span class="_ _0"/>ółpracę z<span class="_ _0"/><span class="ls1 ws1"> <span class="lsd ws109">Grupą Panatto<span class="_ _0"/>ni, lid<span class="_ _0"/>erem rynku magaz<span class="_ _0"/>ynowego w</span> <span class="_ _0"/><span class="lsd ws12">Polsce </span></span></div><div class="t m0 x2 h5 y28e ff1 fs2 fc0 sc1 ls1 ws1">i w <span class="lsd ws10">Europi<span class="_ _0"/>e, w</span> <span class="lsc wse">zakres<span class="_ _1"/>ie wspó<span class="_ _1"/>lnej re<span class="_ _1"/>alizacji pr<span class="_ _1"/>ojektó<span class="_ _1"/>w maga<span class="_ _1"/>zynowych<span class="_ _1"/>.<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y28f ff1 fs2 fc0 sc1 lsd ws71">W ramach segmen<span class="_ _0"/>tu magazynow<span class="_ _0"/>ego Grupa Marvip<span class="_ _0"/>ol Dev<span class="_ _0"/>elopment koncen<span class="_ _0"/>truje si<span class="_ _0"/>ę na projektach </div><div class="t m0 x2 h5 y290 ff1 fs2 fc0 sc1 ls1 ws1">o <span class="lsc ws10a">niskim r<span class="_ _1"/>yzyku bizn<span class="_ _1"/>eso<span class="_ _1"/>wym <span class="ls1 ws1">– <span class="_ _12"> </span><span class="lsd ws10b">inwestycj<span class="_ _0"/>ach w</span> <span class="lsb ws9a">bard<span class="_ _0"/>zo dobryc<span class="_ _0"/>h lokali<span class="_ _0"/>zacjac<span class="_ _0"/>h. Strategi<span class="_ _0"/>a rozwoju<span class="_ _0"/> </span></span></span></div><div class="t m0 x2 h5 y291 ff1 fs2 fc0 sc1 lsc ws33">segme<span class="_ _1"/>ntu zakł<span class="_ _1"/>ada konce<span class="_ _1"/>ntrację<span class="_ _1"/> na proje<span class="_ _1"/>ktach, kt<span class="_ _1"/>órych cy<span class="_ _1"/>kl rea<span class="_ _1"/>lizacji (zako<span class="_ _1"/>ńc<span class="lsd ws2f">zonej sprzedaż<span class="_ _0"/>ą) jest ni<span class="_ _0"/>e </span></div><div class="t m0 x2 h5 y292 ff1 fs2 fc0 sc1 lsc wse">dłuższy<span class="_ _1"/> niż trzy<span class="_ _1"/> lata<span class="_ _1"/>. <span class="ls1 ws1"> </span></div><div class="t m0 x2 h27 y293 ff2 fs4 fc5 sc1 ls48 wsb6">Portfel p<span class="_ _1"/>rojek<span class="_ _1"/>tów mag<span class="_ _1"/>azynowy<span class="_ _1"/>ch<span class="ls1 ws1"> </span></div><div class="t m0 x2 hd y294 ff1 fs9 fc0 sc1 ls1 ws1"> </div><div class="t m0 xe6 h2 y295 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="c xe7 y296 w31 h4c"><div class="t m0 x8f h17 y297 ff1 fsb fc0 sc0 ls78 ws10c">Proje<span class="_ _0"/>kt<span class="ls1 ws1"> </span></div></div><div class="c x59 y296 w32 h4c"><div class="t m0 x4 h17 y298 ff1 fsb fc0 sc0 ls79 ws10d">GLA<span class="ls1 ws1"> </span></div><div class="t m0 x91 h17 y299 ff1 fsb fc0 sc0 ls7a ws91">(tys. m</div><div class="t m0 xc9 h1a y29a ff1 fse fc0 sc0 ls1 ws1">2</div><div class="t m0 xd3 h17 y299 ff1 fsb fc0 sc0 ls1 ws1">) </div></div><div class="c xe8 y296 w33 h4c"><div class="t m0 xc9 h17 y298 ff1 fsb fc0 sc0 ls7a wsd8">Status <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 xb9 h17 y299 ff1 fsb fc0 sc0 ls78 ws10c">proje<span class="_ _0"/>ktu<span class="ls1 ws1"> </span></div></div><div class="t m0 xda h17 y29b ff1 fsb fc0 sc1 ls2d ws65">IC 195 Poznań<span class="ls1 ws1"> <span class="_ _a0"> </span>60 <span class="_ _9d"> </span><span class="ls59 wsd6">W<span class="_ _0"/>ybudowany</span></span></div><div class="c xe8 y29c w33 h15"><div class="t m0 x39 h17 y29d ff1 fsb fc0 sc1 ls1 ws1"> </div></div><div class="t m0 xda h17 y29e ff1 fsb fc0 sc1 ls59 ws70">IC 135 Wa<span class="_ _0"/>rszawa III<span class="ls1 ws1"> <span class="_ _8"> </span><span class="ls5d ws66">39</span> <span class="_ _76"> </span></span><span class="wsd6">Wybu<span class="_ _0"/>dowany</span></div><div class="c xe8 y29f w33 h28"><div class="t m0 x39 h17 y2a0 ff1 fsb fc0 sc1 ls1 ws1"> </div></div><div class="t m0 xda h17 y2a1 ff1 fsb fc0 sc1 ls59 ws70">IC 229 Łódź <span class="_ _0"/>III<span class="ls1 ws1"> <span class="_ _5d"> </span>86 <span class="_ _55"> </span></span>W budo<span class="_ _0"/>wie</div><div class="c xe8 y2a2 w33 h47"><div class="t m0 x39 h17 y2a0 ff1 fsb fc0 sc1 ls1 ws1"> </div></div><div class="t m0 xda h17 y2a3 ff1 fsb fc0 sc1 ls2d ws65">Zynwalin Katowice<span class="ls1 ws1"> <span class="_ _9a"> </span><span class="ls5d ws66">39</span> <span class="_ _a1"> </span><span class="ls2e ws8e">W </span></span><span class="ws90">przygotowaniu</span></div><div class="c xe8 y2a4 w33 h15"><div class="t m0 x39 h17 y2a0 ff1 fsb fc0 sc1 ls1 ws1"> </div></div><div class="t m0 xda h17 y2a5 ff1 fsb fc0 sc1 ls59 ws70">IC 187 Łódź I<span class="_ _0"/>I<span class="ls1 ws1"> <span class="_ _a2"> </span><span class="ls2e ws8e">20</span> <span class="_ _a1"> </span><span class="ls2e ws8e">W <span class="ls2d ws90">przygotowaniu</span></span></span></div><div class="c xe8 y2a6 w33 h15"><div class="t m0 x39 h17 y2a0 ff1 fsb fc0 sc1 ls1 ws1"> </div></div><div class="c xe7 y2a7 w31 h28"><div class="t m0 x8f h17 y2a0 ff1 fsb fc5 sc5 ls5c ws10e">Ra<span class="_ _0"/>zem</div></div><div class="t m0 xcb h17 y12a ff1 fsb fc0 sc1 ls1 ws1"> </div><div class="c x59 y2a7 w32 h28"><div class="t m0 xe9 h17 y2a0 ff1 fsb fc5 sc5 ls78 ws10c">244</div></div><div class="t m0 x5d h17 y12a ff1 fsb fc0 sc1 ls1 ws1"> </div><div class="c xe8 y2a7 w33 h28"><div class="t m0 x3b h17 y2a0 ff1 fsb fc5 sc5 ls1 ws1">-<span class="fc0 sc1"> </span></div></div><div class="t m0 xda h17 y2a8 ff1 fsb fc0 sc1 ls59 ws70">IC 149 Wroc<span class="_ _0"/>ław II<span class="ls1 ws1"> <span class="_ _a3"> </span>18 <span class="_ _a4"> </span></span><span class="wsd7">Sprzeda<span class="_ _0"/>ny w<span class="ls1 ws1"> <span class="ls2e ws8e">202</span>3 <span class="ls2e ws8e">r.</span></span></span></div><div class="c xe8 y2a9 w33 h28"><div class="t m0 x39 h17 y2a0 ff1 fsb fc0 sc1 ls1 ws1"> </div></div><div class="c xe7 y2aa w31 h4d"><div class="t m0 x8f h17 y1ac ff1 fsb fc5 sc5 ls7b ws10f">Sprzedane w<span class="ls1 ws1"> <span class="ls78 ws10c">202</span>3 <span class="_ _0"/><span class="ls78 ws10c">r. </span></span></div><div class="t m0 x8f h17 y2ab ff1 fsb fc5 sc5 ls78 ws10c">razem</div></div><div class="t m0 x79 h17 y2ac ff1 fsb fc0 sc1 ls1 ws1"> </div><div class="c x59 y2aa w32 h4d"><div class="t m0 x99 h17 y2ad ff1 fsb fc5 sc5 ls7c ws110">18<span class="fc0 sc0 ls1 ws1"> </span></div></div><div class="t m0 x5a h17 y2ae ff1 fsb fc5 sc1 ls1 ws1">-</div><div class="c xe8 y2aa w33 h4d"><div class="t m0 x39 h17 y2ad ff1 fsb fc0 sc1 ls1 ws1"> </div></div><div class="c xe7 y2af w31 h4e"><div class="t m0 x8f h17 y2b0 ff1 fsb fc5 sc5 ls7b ws10f">Sprzedane w<span class="ls1 ws1"> <span class="ls7d ws111">latach </span></span></div><div class="t m0 x8f h17 y2b1 ff1 fsb fc5 sc5 ls78 ws10c">2017<span class="ls1 ws1">-<span class="_ _0"/></span>202<span class="ls1 ws1">2<span class="fcf sc8"> </span></span></div></div><div class="c x59 y2af w32 h4e"><div class="t m0 xe9 h17 y2b2 ff1 fsb fc5 sc5 ls7c ws110">550</div></div><div class="t m0 x5d h17 y2b3 ff1 fsb fcf sc1 ls1 ws1"> </div><div class="c xe8 y2af w33 h4e"><div class="t m0 x3b h17 y2b2 ff1 fsb fcf sc8 ls1 ws1">- </div></div><div class="c xe7 y2b4 w31 h4f"><div class="t m0 x8f h17 y2b5 ff1 fsb fc5 sc5 ls1 ws1"> </div></div><div class="c x59 y2b4 w32 h4f"><div class="t m0 x7c h17 y2b5 ff1 fsb fc5 sc5 ls1 ws1"> </div></div><div class="c xe8 y2b4 w33 h4f"><div class="t m0 x39 h17 y2b5 ff1 fsb fc5 sc5 ls1 ws1"> </div></div><div class="c x93 y2b6 w34 h50"><div class="t m0 x8f h17 y2b7 ff1 fsb fc0 sc1 ls7e ws10f">Rys.<span class="_ _1"/> 2. Pr<span class="_ _1"/>ojekt<span class="_ _1"/>y mag<span class="_ _1"/>azyno<span class="_ _1"/>we <span class="_ _1"/>Grupy M<span class="_ _1"/>arv<span class="_ _1"/>ipol D<span class="_ _1"/>ev<span class="_ _1"/>elopm<span class="_ _1"/>ent <span class="_ _1"/><span class="ls1 ws1"> </span></div></div><div class="t m0 x62 h2 y2b8 ff1 fsb fc0 sc1 ls1 ws1">– <span class="ls2d ws65">położenie, etap real<span class="_ _0"/>izacji (stan na dzień sporządzenia ra<span class="_ _0"/>portu)</span><span class="fs0"> </span></div><div class="t m0 xda h17 y2b9 ff1 fsb fc0 sc1 ls1 ws1"> <span class="_ _a5"> </span> </div><div class="c xe8 y2b6 w33 h50"><div class="t m0 x39 h17 y2ba ff1 fsb fc0 sc1 ls1 ws1"> </div></div><div class="t m0 x2 h5 y2bb ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h5 y2bc ff1 fs2 fc0 sc1 lsb ws112">Na dzi<span class="_ _0"/>eń sporządz<span class="_ _0"/>enia nini<span class="_ _0"/>ejszego rap<span class="_ _0"/>ortu, portf<span class="_ _0"/>el proj<span class="_ _0"/>ektów mag<span class="_ _0"/>azynowy<span class="_ _0"/>ch Grupy M<span class="_ _0"/>arvipol </div><div class="t m0 x2 h5 y2bd ff1 fs2 fc0 sc1 lsd ws9c">Develop<span class="_ _0"/>ment tworzy <span class="ls1 ws1">5 <span class="_ _14"> </span><span class="ls2a ws113">proj<span class="_ _1"/>ektó<span class="_ _1"/>w (w budowie<span class="_ _1"/><span class="lsb ws114">, w przygotow<span class="_ _0"/>aniu<span class="ls1 ws1"> <span class="_ _14"> </span></span>oraz oddan<span class="_ _0"/>ych do uż<span class="_ _0"/>ytkowania)<span class="_ _0"/> </span></span></span></div><div class="t m0 x2 h5 y2be ff1 fs2 fc0 sc1 ls1 ws1">z 2<span class="ls11 ws1d">44 <span class="_ _4b"/><span class="lsd ws7e">tys. m</span></span></div><div class="t m0 xea hd y2bf ff1 fs9 fc0 sc1 ls1 ws1">2</div><div class="t m0 xeb h5 y2c0 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _4b"/><span class="lsc wsbc">łączn<span class="_ _1"/>ej po<span class="_ _1"/>wier<span class="_ _1"/>zchni wyn<span class="_ _1"/>ajmo<span class="_ _1"/>walnej br<span class="_ _1"/>utto<span class="_ _1"/> (GLA), zlo<span class="_ _1"/>kalizowa<span class="_ _1"/>nych w<span class="_ _1"/><span class="ls1 ws1"> <span class="lsd ws7e">Warszawi<span class="_ _0"/>e, oraz </span></span></span></div><div class="t m0 x2 h5 y2c1 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsb ws11">rejonac<span class="_ _0"/>h Katowi<span class="_ _0"/>c, Łodzi<span class="_ _0"/></span> <span class="lsc wsf">i <span class="lsb wsd">Poznania.<span class="_ _0"/></span></span> </div><div class="t m0 x2 h5 y2c2 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h5 y2c3 ff1 fs2 fc0 sc1 ls1 ws1">  </div></div><div class="pi"/></div>
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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x7d h4 y5 ff2 fs1 fc1 sc2 ls46 ws9b">19<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h17 y2c4 ff1 fsb fc0 sc1 ls2d ws65">Wykres nr 4. Portfel<span class="_ _0"/> projektów magazynowych <span class="ls1 ws1">– </span>zaawansowanie<span class="_ _0"/> budowy. <span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y2c5 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h5 y2c6 ff1 fs2 fc0 sc1 lsb ws11">Grupa K<span class="_ _0"/>apitałowa w<span class="_ _0"/> <span class="ls10 ws14">2023<span class="ls1 ws1"> </span></span>r. kontynu<span class="_ _0"/>owała reali<span class="_ _0"/>zację i<span class="_ _0"/> <span class="lsc wse">kome<span class="_ _1"/>rcjaliza<span class="_ _1"/>cję pro<span class="_ _1"/>jektó<span class="_ _1"/>w: <span class="ls1 ws1"> </span></span></div><div class="t m0 x30 h5 y2c7 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 ls28 ws115">Warszawa III (IC 135), z<span class="ls1 ws1"> <span class="lsd ws116">39 tys. m</span></span></span></span></div><div class="t m0 xec hd y2c8 ff1 fs9 fc0 sc1 ls1 ws1">2</div><div class="t m0 x14 h5 y2c7 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _47"/><span class="ls11 ws117">GLA (<span class="_ _0"/>z których 9<span class="ls1 ws1">3</span>%<span class="_ _0"/> jest wynajęte), <span class="_ _0"/>obiekt odda<span class="_ _0"/>ny do użytku,<span class="_ _0"/><span class="ls1 ws1"> </span></span></div><div class="t m0 x30 h5 y2c9 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsb ws11">P<span class="_ _0"/>oznań (IC<span class="_ _0"/> 195) z<span class="ls1 ws1"> <span class="lsd ws10">6<span class="_ _0"/>0 tys. m</span></span></span></span></div><div class="t m0 xc8 hd y2ca ff1 fs9 fc0 sc1 ls1 ws1">2</div><div class="t m0 x1f h5 y2c9 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="ls11 ws15">GLA (z któryc<span class="_ _0"/>h 94% jest wynajęte), ob<span class="_ _0"/>iekt oddany d<span class="_ _0"/>o użytku,</span> </div><div class="t m0 x30 h5 y2cb ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsb ws11">K<span class="_ _0"/>atowice (<span class="_ _0"/><span class="lse ws2b">Zynwalin Investment<span class="_ _0"/>s<span class="ls2a ws61">) z<span class="ls1 ws1"> <span class="lsd ws10">39 tys. m</span></span></span></span></span></span></div><div class="t m0 xe7 hd y2cc ff1 fs9 fc0 sc1 ls1 ws1">2</div><div class="t m0 xda h5 y2cb ff1 fs2 fc0 sc1 ls1 ws1"> <span class="lsb wsd">GLA, </span> </div><div class="t m0 x30 h5 y2cd ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 ls28 ws12">Ł<span class="_ _0"/>ódź II<span class="_ _1"/> (IC 187)<span class="_ _1"/> z<span class="ls1 ws1"> <span class="lsd ws10">20 tys. m</span></span></span></span></div><div class="t m0 xed hd y2ce ff1 fs9 fc0 sc1 ls1 ws1">2</div><div class="t m0 xc8 h5 y2cd ff1 fs2 fc0 sc1 ls1 ws1"> <span class="lsb wsd">GLA,</span> </div><div class="t m0 x30 h5 y2cf ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 ls28 ws12">Ł<span class="_ _0"/>ódź III<span class="_ _1"/> (IC 229) <span class="_ _1"/>z<span class="ls1 ws1"> 86 <span class="lsd ws10">tys. m</span></span></span></span></div><div class="t m0 xc8 hd y2d0 ff1 fs9 fc0 sc1 ls1 ws1">2</div><div class="t m0 xee h5 y2cf ff1 fs2 fc0 sc1 ls1 ws1"> <span class="lsb wsd">GLA</span> <span class="lsd ws10">(<span class="_ _0"/>z których 36%<span class="_ _0"/> jest wynajęte), ob<span class="_ _0"/>iekt jest w<span class="_ _0"/> budowie.<span class="_ _0"/></span> </div><div class="t m0 x2 h5 y2d1 ff1 fs2 fc0 sc1 lsc ws118">Na dzień<span class="_ _1"/> spor<span class="_ _1"/>ządzen<span class="_ _1"/>ia nin<span class="_ _1"/>iejsze<span class="_ _1"/>go spr<span class="_ _1"/>awozdan<span class="_ _1"/>ia proje<span class="_ _1"/>kty Kat<span class="_ _1"/>owice i<span class="_ _1"/> Łód<span class="_ _1"/>ź II<span class="_ _1"/> są w t<span class="_ _1"/>rakcie<span class="_ _1"/> </div><div class="t m0 x2 h5 y2d2 ff1 fs2 fc0 sc1 lsb wsd">przyg<span class="_ _0"/>otowani<span class="_ _0"/>a.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y2d3 ff1 fs2 fc0 sc1 lsd ws116">1 wrześn<span class="_ _0"/>ia 2023 r. Marv<span class="_ _0"/>ipol Log<span class="_ _0"/>istics S.<span class="_ _0"/>A. <span class="ls1 ws1"> <span class="_ _47"/><span class="lsb ws119">(wc<span class="_ _0"/>hodząca w<span class="_ _0"/> skład Gru<span class="_ _0"/>py)<span class="ls1 ws1"> <span class="_ _47"/><span class="lsd ws116">pod<span class="_ _0"/>pisała umow<span class="_ _0"/>ę przedwstęp<span class="_ _0"/>na </span></span></span></span></div><div class="t m0 x2 h5 y2d4 ff1 fs2 fc0 sc1 lsd ws10">sprzedaż<span class="_ _0"/>y 357 z posiad<span class="_ _0"/>anych 525<span class="_ _0"/> udziałów w spółc<span class="_ _0"/>e PDC Industri<span class="_ _0"/>al Center 22<span class="_ _0"/>9 Sp. z o.o.<span class="lsc wse">, rea<span class="_ _1"/>lizujące<span class="_ _1"/>j </span></div><div class="t m0 x2 h5 y2d5 ff1 fs2 fc0 sc1 lsc wse">proje<span class="_ _1"/>kt Łódź III.<span class="_ _1"/> Tra<span class="_ _1"/>nsakcja zo<span class="_ _1"/>sta<span class="_ _1"/>ła sfina<span class="_ _1"/>lizowan<span class="_ _1"/>a, a udzia<span class="_ _1"/>ł Grupy<span class="_ _1"/> w pro<span class="_ _1"/>jekcie wy<span class="_ _1"/>nosi o<span class="_ _1"/>becnie<span class="_ _1"/> 16<span class="lsd ws12">,8%<span class="ls1 ws1">. </span></span></div><div class="t m0 x2 h5 y2d6 ff1 fs2 fc0 sc1 lsd ws45">20 grud<span class="_ _0"/>nia 2023<span class="_ _0"/> r. PDC Industrial C<span class="_ _0"/>enter 149<span class="_ _0"/> Sp. z o.o.<span class="lsc wsbf">, realizując<span class="_ _1"/>a pro<span class="_ _1"/>jekt Wrocł<span class="_ _1"/>aw II (zloka<span class="_ _1"/>lizowa<span class="_ _1"/>nego </span></div><div class="t m0 x2 h5 y2d7 ff1 fs2 fc0 sc1 lsd ws11a">w miej<span class="_ _0"/>scowości <span class="lsc ws11b">Bielany Wro<span class="_ _1"/>cławskie<span class="_ _1"/><span class="lsb ws11c">), zaw<span class="_ _0"/>arła umowę sp<span class="_ _0"/>rzedaży z<span class="_ _0"/>reali<span class="_ _0"/>zowanego ob<span class="_ _0"/>iektu<span class="_ _0"/> </span></span></div><div class="t m0 x2 h5 y13d ff1 fs2 fc0 sc1 lsb wsd">magazyn<span class="_ _0"/>owego. <span class="lsd ws10">C<span class="_ _0"/>ena sprz<span class="_ _0"/>edaży <span class="ls1 ws1">n</span><span class="ws12">ieruch<span class="_ _0"/>omości <span class="_ _0"/></span></span>wyniosła <span class="lsd ws12">1<span class="_ _0"/>5,7 <span class="ls11 ws1d">mln<span class="ls1 ws1"> <span class="_ _0"/><span class="lse ws2b">EUR netto</span>. </span></span></span></div><div class="t m0 x2 h5 y2d8 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="c xd2 y1e8 w35 h51"><div class="t m0 xef h2 y2d9 ff1 fs0 fc0 sc0 ls7f ws11d">15%</div><div class="t m0 xa3 h2 y2da ff1 fs0 fc0 sc0 ls80 ws11e">0%</div><div class="t m0 xf0 h2 y2db ff1 fs0 fc4 sc6 ls80 ws11e">100%</div><div class="t m0 xf1 h2 y2dc ff1 fs0 fc0 sc0 ls80 ws11e">0%</div><div class="t m0 xf0 h2 y2dd ff1 fs0 fc4 sc6 ls80 ws11e">100%</div></div><div class="t m0 xf2 h52 y2de ff1 fs13 fc0 sc1 ls1 ws1">0<span class="_ _a6"> </span><span class="ls81 ws11f">100</span></div><div class="c xd2 y1e8 w35 h51"><div class="t m0 x50 h5 y2df ff1 fs2 fc0 sc0 ls82 wse7">Łódź III</div><div class="t m0 x72 h5 y2e0 ff1 fs2 fc0 sc0 ls82 wse7">Łódź II</div><div class="t m0 xf3 h5 y2e1 ff1 fs2 fc0 sc0 ls25 ws5f">Pozn<span class="_ _0"/>ań</div><div class="t m0 xf4 h5 y2e2 ff1 fs2 fc0 sc0 ls26 ws63">Katow<span class="_ _0"/>ice</div><div class="t m0 xf5 h5 y2e3 ff1 fs2 fc0 sc0 ls43 ws4e">Warszaw<span class="_ _0"/>a III</div></div><div class="c xf3 y2e4 w36 h53"><div class="t m0 x9 h2 y2e5 ff1 fs0 fc0 sc0 ls49 ws9">Zaawansowanie r<span class="_ _1"/>ealizacji<span class="ls1 ws1"> <span class="ls0 wsb8">p<span class="_ _0"/>rojektów</span> <span class="_ _0"/></span><span class="wsb7">magazynowych<span class="ls1 ws1"> </span></span></div></div><div class="t m0 x60 h2 y2e6 ff1 fs0 fc0 sc0 ls83 ws120">Udz<span class="_ _0"/>iał GK Ma<span class="_ _0"/>rvip<span class="_ _0"/>ol </div><div class="t m0 xe8 h2 y14e ff1 fs0 fc0 sc0 ls49 wsb7">Development <span class="ls1 ws1"> </span></div><div class="t m0 xa7 h54 y2e7 ff1 fs7 fc0 sc0 ls2f ws93">50%<span class="ls1 ws1"> </span></div><div class="t m0 xa7 h54 y2e8 ff1 fs7 fc0 sc0 ls84 ws121">68%<span class="ls1 ws1"> </span></div><div class="t m0 xa7 h54 y2e9 ff1 fs7 fc0 sc0 ls84 ws121">68%<span class="ls1 ws1"> </span></div><div class="t m0 xa7 h54 y2ea ff1 fs7 fc0 sc0 ls2f ws93">45%<span class="ls1 ws1"> </span></div><div class="t m0 xf6 h54 y2eb ff1 fs7 fc0 sc0 ls85 ws122">17%<span class="ls1 ws1"> </span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf14" style="content-visibility: auto;"><div class="pc pc14 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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LlaY6juc45723jjpVChn7iu/W8wOuqwpBqPFYj6FvQ6N4r+472dxfhwKM1Wvq39jb9viPrGDZ+V3suOEXhYz5rPDcULF2GgE0K+8TxwsS3d5c4GzcuZD6RlgNV4S/VTR8OVKG51xH5mPX/5ntv2zJyVMG92rY9zwrzT8na+Meq7Y70JeSnzK6Soi69uB17SZja2kMls2ngMeFg1X6ZN5gFx+OpqrP4/NSDhwvfx0L//0/OHe+erGNIM5MnEp2bd8vWr2TLqs+wqXyT/sfoR5PEBdpiLDE0HR9eu+oz41FRa487Dxtr7qpvcFj3ARY+oPZLfOPx95+H5RV1kPgKxyn27QaaFvg57qOJJcmt9z4/3hn8fTquHfJra+pOMo76Q0tOzgqcKy/vFAf0QLfHFd3uGWbbTOl367D6evbezOJDYOCXqBbldBXCW7+SBaKW1uSr2/nhv++x+ppLL7TXT0P9zmE0fXFzxywO/oZpzD3iA/PBe8r4n7erYMkxle7pjLsoeiuCOQ7HksFM+GntkacZ94ro1W/3pvSKQPN6T6vzkkG9qOvLsqE85ddUKh3Sdcci3bzd8oze85d6YYjKxYHyG46JfOL1j1AXv6XF//foV2tXxKvbGtAcrdgeI93p7CC3X7r3ttoYkUeds8dkm03MsUf8jxTDPWt/5ZdT4zE9Yoli51qfS7N5fjo90HJQkZ052TDBw62tzV/+R379/j5P6jw/8gKQdiDd2hnsa4rXBqaN9S7PSv7Bt6TkemN0qUrmQ/bXlteKYK72FfMU/62q+PssoL4hKieyS1vEjfru2lsQH+f7+/RtPRed7llaHfLd+sRsfQv1VCQunIfBbEU8e1/UCu7exyT0NyYJP3AJISvGwlq1l6n0q2Hvwls7h3+lbKgNNId/dh5ctcxkK9OR4r55t8ZzUg7LbdzRAadx9xOon7PHC2178JH0L5LEfwBs413fxDEGI7PODfC+8bL1uNn1LfOlW/mPjsG/83cuX+4BD24owyxOOSScbvPMGVnu7vX2+yyd8+T0N9cJqzOai97zLOPN2r+o728/wYh76Zon6Dnzf8o2aeXHG6Vtm4xlans/YG+XX94X/Te5wX7GNFugnust/PWyYj5viMatTe4uq1e3wmTQmRp+aBYh7gQff0FDMXrPl9tpiCpwOo5oHvLPrHmyyqzOe0dCOXVtGla22lxSNqO+aulK5l69SG6TSGjZPMcbXOeS9oIYSuo0r8kYyn7KJk/qOb/qhE95vaChmM3y0P5aNf3z2AobG4dcLJ/gaV/mWlpqO8vKQY3ZEZDr78pJqzEV/To5oUd/hPWXxnQxTj/ElDXnnesJq71PbwSFbxItTOwz/XNUVFgY9bbhpS5u8s38zQ8NBeePXvULf9ie5S0q6pT3Fg6O+4kgj9G55EheeUdB5NlrDmDPfsnU/Vmw2T9g4Leo7vC+cysmZJBMPew7zdnnLvOlT05EtuvwkxHXJ3p6vr698J4weEXaPBE77O5MNFOEob7ype8e4RZk2Prp8S8WZW1fiYO8NIV+yq3PI7uh76pjh/HmErr57MXun1uzkkG8qJk/esqllnqPJ4XlZ1Zk9y8fR7aMpMXjwq+3tBoDAWt8ZQ5AkoP/9j3xjZ/wHt8T9j5/daVzuiye9kg2cYSlg+Pc8qJEi3KKdid/osGd+bFeLKZEbP/azF0P2KutF97kdui1lqsVOsnnFffEblkGSJb7GocWKM5x9jrteu9xX+UWLfkc83hU/c21vIuq7IAgcRyTjxs5iQpHV9eBVb3Uy5lvxfMayCEVQ3wMGYrAevmPercaLe/H2zqltM5U29p0h39IwePeQb3XHVx/mDqWshm+Y18vP8lUe9SMvZO98q+eWStg+2jGF3VvIl2+9zv+4c32P6lBDPvF4Hnos/u0zBGagW55h/KjDOOD7+1tFRXh2r643GdCH2bTiDouWgpi9kezWBXdcztKlpyJnU3S2B4otv1vZ7vu8RaH6sHJdgd66uXheY5tX5qloQUdzWny+6N61a8tF1Hds45skEckzdq6+P6exDr1kvqf+HZNVwSTLzrjcFzK7aCgR2t2xBRjjvTChVty2PXVfX1fZXLqtObuEfId+02JC15a+4wFva7J815IW7tkh36uGOo4x3+gNXXEzjajvHq/lWLRjOBHivXGhL9lP2H7mZJi+L3XqfKASSdb3xidfOfWRbwTVKUInTWuyvB+Me+bz99Rszo7Pf3a7YOPqSv1nVndbxbFvvvb74G5xKszbZV7jji9RP6falta69lv4DPN6KK/6iLGfFPGivn2EQGIqeBgDv5+fH+9nP73juLEzvs7h6+vr+/vbABH6H9qGfU3JnnkxHiA4wXTDk6O+859sMtcytVliDCemcsq1f2zjmMZRYOMDLE5aJ3e4owWgt340n02LW9d9p1Qld+n8c1ayuVRurH58qS1NxbnigUgW0k9coSA6H4IuOmQrm8ttupwksh//N07fEv/A0rQBRrRLu72pRfa4FOKc7+MvxpF5CPx0b8ajdDjciU9KFydWZw8yyYl161eyks01j/qeXbKVyY691hzqBx84s9q/8CaSy9uW9iao87IQ9e0T+FV2dYazfEk2kfAzs6euvcmNj2LqeGTykPNL/OLGNOTaGY9fDjtl3AF2ef3D+5uEfI2ZWhYFey988dtTnq4Lm/d6pFNpDF8Y9c1miVCrbxQazV5Gsi4+YfeQ76ZFsCnqMxQuCulbxlW+EPLFl+c07jm5/Anfq4grk5Ehicvs65pc4re0QzVAhKOjvnjb/LpVvkECw7nvnuxx2HJLe8sPNI6c6lk6K5c0iPfay/HZ78XtrnPIL2Z4Wz3vKt5rzxLcTwaX3aI+pupEWDUao77iKt++7ey69ahntxpJEr/KFFr+cv7+/TtO91KP2IEzG9jiKp8VvL3ivdnxyoqQb6+knVNDrvwW1reFfLNjgNX7mR955d0dAz/Dj95CvsZ4r6vKJmXFsVGfV/QBg0uFCL21ru1XsQMAwzB8dJa7zA3Ey0rjEl9yX3D888VsLsWpgvg/j4g9Hl/6S++0SQ5q/vnzJ76Tw4ZbuFDYLZ/MxRRXOda9LCLJYeHRvpbe6rjb+fIZgXc2m2Efip3M7ZWn24dQPInqgr5zBoorXr2p3IF9VjA7PPepKHmagdAD5bexLz380Ofm4HuVTnymf+qa+/C7STIADxN6ENbek1twlo7hGn/4nde7757N5cwHmAd+b0jdOVVp7XB+w7CTPl/Mbs8Eifp2a3nH/iZJ3xKHGS3TkFuORrBiNDPGeJVSSFb5FAFcEu8Vbz3d8kpKd74lJG4ZlW75mdmfTAK8xx/nyxPVzvZK75y26CSCWlHJp9auJW7Z/uT3fYCz9/L1nANC1LdD+zv8O8FAJa3c7F4LDfQRMV59HFO85S9e9Bv+uccvDuMrr72HD3u9xXFmrHzP/NDZdQL3bSSPeDjnPNXK5UkPLrUV+8eWbtzl2iIW8t2uIb3FLV+ivgXRfGVnYBz1DRMbsm2vv3t9aJ/GVqywsdWNQ74wm7bjm3XQYem7x3v9tF1TpfPOA07u4nv8IDM/XZJcPqmIOymvfCnvRoUi6mst6cominFjZzjLNxXuJ0MWV7Gf3F+uHh+Etni8zuHr6+vr66v/dXy4dXsbBj3x/TezY9xFC31a3dWP4uinOnsp1htiv6lDeu0H9tTwXYZ5u8xWtPxMnIOgGPLRSYh+35dL1LdPbXBp5ktKOWzv1JvCCS9d8SwfACDqO0Oe7aOYOqwSBFrou6TUtoTlyS3A4VKH5G9WlLBjvFe5MNO7dkSPtvEnNxZKfU0vb4qHl62EFDO4yNW5Y7OzewW+6i9hx1qx4q0U9d21eS0meIwjveK4JGzJyDf+2oB0o8Cv+Pzjo5tj4HeLI7xwozBj3DNfyYxVea/ffGBvrxhv3bzk0YkQ812dzy7oPEvE6vhcD7Woyq14XDteO6kUeovrZl8x5/qe2UHmiZXicUncQE+t/Aj5bhf4FbuBcaEvuQPwbank4KAAILSuLcfli6PhFYGNklrRSZ0Z8r12WLziwUoMvr3uLXpuu4R8UxMZSrCHgHDqnUr+f/+tk6hvQZCQ7/FLor5Q/HkcuLQp954f3YmueDnjP1hMIh/HgZ4zLw/eVveyST7k7feGG0i1xHiLnkl9W/txQ5/HJ3EpDh5aRpaShD8juqDziYC7v2gfBVkcu9d/uLK3c3VtsCvpRqOlOPAbF/202rB6aDuU9lAYTr1qLqDeir65jU3Gmu0PQci3++DwnIZIk9VJybZPF96oyKz1rakxf//+/fn5GfP4T00GaHAf3AfHZzv//Pnz6x86WlhtvIr95+fHowCg20HgfeNzUd98jJdMSDeu77XvSrpX/p+HvbfFNDxxcVfKK+znDPk8Q1bPxzQQXNijvOf7FtN17niDXIdP+NrPsPrc48kHxupt5iOvSy0+4cZjq8e9MhwRBiQr2DYNHVpAez3Yux+a/agKec3I+5I4V0d8G3vy92hDHzbCrseEceA3RFk9k/Yl2Q6uTYckN1Ls0JOxmugOn8yWW62fXRZxx1HvPlTsy9Wr6NQFJPEQwtjgoEIpptNvKbhHJsK11pdm5hxK0zbJQb7xfy3ZGRIlsV+SzSVvzdUNA2XiFyS5AmfRcb72OVclVX8aq/N27j5QLna+yQDuMeFBy5LdQRPK3ogeQr7iKELp7F4iG09Uxnu4HlA0b4n6Fi3pjBFdspEvHpeMR7mWjjy8zA+rNskKcHxJ4/f391DaVGAyDyrt6or4bePlNy/cTzv79U8O+SqpfZ7dcs5eD1Cv27NbUegt5DMAuLYs4jdldRZ3Ud/+g+muOsjiuGTdt9Aod/iUVrfCxQsbwrB13Oc5TNz8oSa84Qms+44vGRbkq3ztyehnf1ewtyVgvurJFCfI3rmxs/Fn9CM9DxJa1vc0SpfH4Rtf1Ts2UF/qR2Md2jeZOM+uKqb0oCXqW7GxEwBY4ai1vntNWoQFmSSbS34Ve/j54hecOjBqCqfnom8fpxb/bLxLJ/zM79+/k33C8Q+oDy8JbDyElpAvWQNfcersXtk7u233irnNTng1ihsipvro5z38lqSdS98Ib0Hn3cHUWFGv0VWXXRzq370t2hT1PantKA444pBvdUpxLexjasjUJrR843446Re2evKqKQOdd0vUFxuyi0/2zVbvNVwUM1zyuOqnoB9cgi03NEgB/fgY42GzG5080sqPhWF/cbNJPngrZum7Xbskh2e5O0mmolsW+nhtJJz3x+Hq9qTtyJcH89ZK7XpYH8OQpTRImtbKEsf25JyPeaEOaiVm960c/TrEOZDf3BUuShG3OjzQv+zS1Lc8xiS6aEnrok85rgTbL2wI4/xFf+SSChl/pOJ90YWoTxOQv43B79+/84B+rApTmTnqvyWUekYPXck8EV/hECrDmNLz6+vrqvNL6gZnznpMNYkh6dG4BTpuWpN2dUUTqpLXH8jG3C1HP94XZq7Pdxi1pAFvvyPKG9HJcNyNfD0M1UJ3E2dfn5pwCVFfsurTz/sVf4U4m+B81PfympE/ptm0csNcMkZN7XvalMp4Nzkdmqf0VGd41egnnk2bStbvpbgwLDyzVhgEq+qPKbuXXDRy0w6o5RVLVgKTa9vu9U1nyeFZeIJjyDcu9MFGySZhHTxvbl1DyAcAnOnVa3354GMM9uKFvkUpBDbmGxAVPMDUXcPj6b7ixmslzhsa27h1HUqHEOqXVntN8s7r0Me14wOv3112iwn1Q3sKbjRKLP760RfEcc4r2b59usM6Kepb8ODCGn0YlxQb6OOuDObujcVsox/yu8gGxKsGtWFXZ/EKnKG6QVoTmj+TJF5ad63FOUfCZkfM78nS2VIQ6vkdh5FT72BSyQV+10ZB8War2Wmm4iHzqd7t5C8bwpPV//Rbor6WrMeVy6Pi/110LmtFQpcVTb8G5cJq015AceyXl3XLFtB1wwLVg2u75EV75o19Z59Pe3aBq0K+ReOwNzRQlehOhX9G1FG5ZkMXfK8HfAEAACAASURBVHLI1/6LcZgXj80uXLyttPDFeHXp+uTnzTUjjvfGoUkxNXZSD5L3ub0FbywSDcSNhlmLCnGcpIn3ec5OKakb3LrJLWbGKraogsAd44otId+ihmjp3/bybC6d3IvI0kpbvNyrEvtZ3+thYJ8ES5VBe287sFZc9dH++T9vqxZ5LBfmocehSeWOjviytePO9XHHwK94V3uoJ3GjE+epj/9s/JNGwDyj7f3zj9kze0ZIWzq4dfccnvnMZe+stOca9sePPKVz6ycULF7YcJdymeor209Hfx5f9vXRRjhz8vPzM7Td0WFEPrhVfK1xh+ffv3+/vr6+vr7yC2TgGe1DnL5ldk1P5d9lNJP88OqWOZ6E2iWWy3/stelbdJePiRnqv7u0kmsDj3hKLT9/ySs51SdOrSHveEz088IqklykVkzfAlsUc3UmL61WnucNakOtHufRVPJzHjvKiK7GnJo+r+GOlWrHPcOfR5Zr/bxjSNc5rvKNOQam8rU4hE2luGfXPIvRXdjwKbEnPXeHjTk54rtJhuwQRfu/u24x5IUvzrrEj1O7QPcanrZncHnJgDjZwNlyKmT1UUzdx+XRwuwZEE/ykvC7UjT5cZsL69jqVvHt2VwaJ1pC7pZxoS8k2HCbtpHWLrMMU69x2Dw81sChuioInb/m+S76JH1LcR+L6bMTWt3VT3X34ijuUHr2KLPxSar5/Rfi6qkNOg8Erg35KtlD8k3C+24Ne/gOz2Iu3TjHQJLBJUm50WcnSofVbOnKRv4yqyecGRUcUfOT9C2LPuq6D//yt2b18tHJz9C2t5YKb6Gv85BPDb9v4JfHAt1usFp02eOKr/DYqK84EM9DvsoLH09gr56c1hy/rVPPW/96Eouw1Lwl+wJPCqXu1a0mU2ZJBpdhYv9J3hOvqP9Cvu0h39HD5deOhheNKVdn/9Y6XR7vcbsCDe9mt69PyxJf8f6JV0d9Q2kJtbjKN26xCxHgbK/Z+GQ1x28eiuUD4uJAebDox9UB6sYRT0hF+/sfxXsa9q3V/bwjKz7JLkPMvc6DHT3kes94evVVveaU7xtLvLOqd15GU7e1Jf/Zc8gXL/FNrVWubgo+b6sN+W3s0M97riPnphW4cW8nAJzM4Or5UV++zJKMS+Lb+ZI/WLnygSGb1urhyVz4GRpX4ZNb2vOQbxiGz+ejdmnxd6+HxwmN6rjQV2wZdnz4B5XjmdWj/m/NFmLj0tCWb7TlnrHiQZRXTQRMzcpP5fdaV2pGIz00tma4bvRK5v97x9q1/Uj850nlmqfRTzKJF1OKJ2ssU3VCI1usl8VO64VHOKbC4PrVDvHvjnuMne4T193rgY9bOpNj0sPcRpp1dw+oHi1fasvl7Hefg7hkkiUZMxRrfviZfJP/0oLT0J0/yBHd3bqR7DDey+OO+LDP7JVgW1qDz+3Kb+oJFl/L8ByLGVwqc3Itfdj5A5ce4rq8Xk6loH154Lf0x8LhqL9//4arz+rjjKHhwkA4qBEOu+VDuxomfSonyx/fbN49htn+l+ybZ/yOr8ZxaVS9Mue/CA7v9dwWNf7wtRk7Z7M2TIV8LX/zzmt9d29ikrRyYWiy+uD1y4d6U0ums2/UG55qvplz0QA6jvqG6M7rPudZIMmMFTcFeR6j7XXpFjtzrn0HL2mE89s7lEvF6gtaNcWXT2qgoHdsPfKWczbtyC6NwDMPEYUBRzwVnW9AarlW9c2pk4tJUGdPceicNrZZ410OYXyQJAVNmjZPmxN60OKMxlT6lqVnmSo//LbqvWjIcvnDqW9bEJlrn0UUnFkixb4mnoXs+VvUF/p2/PyfZ1eIsNDndT1/dMjGqus50H8XpaICwJZe9bT0159nDNPzSeJkb+fw79WSI25MuvXTqwzvkr2dw9zG96G0eE2lrlbe//E+SbE0nbQS8f03Uwt99UNNq+8devBbsGJLT/vJMa3HCe9Fvv24PdFOSwEpxK7eUGObuzSbt1jiG/7ZOLPifX9+NpfGwfRU+pZKVBN+ZXsteVg0mBzQb0zikl9ETiXwy59V2OoZ709YtF8Odu+lQqRXbFqn7sJpifdeONJd3TC2P8mjn+HYY8at1tsuaahk7BTyPfIlNZ7prVwq3U23p8HjNjNpOevzpC0/NhP1VX70jpU7Sdo5dZfDcTHSU1+w9u48RM5vbhxXR7xxLUqiPn0/V1Xj4d9bOot7USq1dFHVFey1P5ajQ76Wjxp3Da9t8xed//c6vO3l5cwg/C738s1e+VhsNLb3sJ/nVeLi7qPGx5dHz2/O5jKUlvjy7158DzWO4REtzeeZPPaxEsaZXQwFOHk4O7aledOarHXEu0CTX5ytsS/P47J7yHd+H/HywWie8ah9GVDIJ+RjlxIJ3U1le1RvQ+upO9IaG4H33tIeh3zjWb74UTb2mlrkRY1d+0Xteq8Vjzrc5TD+53jAz5PkqnY1tK7Dv7f2JSvbSzchV65afWcbe9Ndf3J67TXA8ABhy3uXjJS67U3ypaktu8NeFPUlhwoatyMWB9Ba2+IjXVEFHT/bPlyItyvHx6U8Sc6fgJg6y0fl6eWvauX8Rg8FfXQHoVUX8nVSvWfr7ewGPI5udio/E5dO8ZXpueCmgpRz3v3Pk+pQchs7K7qlRd25/um0UcJ4+8j397eUnpzfP+V75r++vna8TFaVvuMTeHPIJ2nqIyMQZXffoLHnnVD16b+TfW5a2MlDDCOS+n3Bxd8yQGn5XsX7wRc9il3yo976wbZs4qp0P+Pge+nDd4UGK2psfQNFvfotbRnesG959jXcK1X3aU+y3ts+vovMxw+7HLoWdRwXG+gKn/1uVvqRy1+r/MT7VEtyQiaRz+3e4TiLQJ6xc+oUtcZ0UaWMB3mr88MK+aYecr1zmvr5OH3i19dXWPRzhJLj6mrlnoapKqcGDtMX2/T2cJaOg985blalHxYBzl4tY+ty503TvWL4/HqGdS3PLg3R5wE1I959lITL+6Y+e/Aq39SlfENpcVUXeELrVmzUxgKaPeOnu2J7nUxytxzXLWlPzl++azzUtGjQ/J7SOajGehGums4o3pfrGXZedjda1MmjvpbJ+oNG3Z9b14zigZP256hFzp/nXtuQpv6J93Rse81F5X9P2OrZcsbPKisrhj7JEt/s1Pi69kHNPDnka79zdWrUorzWlUgn+3KZrcYq+e1ew85fn3hoPRunnHBJz+emJR2HfGOii6kfq0wJ7HWU4jHx3nF7Bf/v/9f/RzsF9/L//n/+f+2N4aJff8kwd2kfH0/x7Li3Z9FAth7yWeVrLxFJO28X7wn5nvFunlyj4hCjuF2ucXR9Tl/5detAZWqVD4CNJEMGgMe43w7PMZj++/fv79+/x1W+/DjfjhMDb5iHK+bo2/go5MuCB7QMedM625Zau1jRpxx0Fn1pcW/8gZtW8sZqfMSmMi/LOTW5ZVenEcvt3tP+93YOpXwZqxf6dhlXf25a5GGtL3k65++RfVLgt/RBeZLwtnBlav/8O9uE2StYtg/9j3uk7ZlF37D5beoI9EF7yfSesPENquRFv6ojKG7yHBpSktZ/8bHZXIrDiPAEx18f1/fG29hnuzEN67p4r94LAq8KaZKc5kauU43kuhyAPbS0UzfKTC2DVHIIvzPOp58xZONQW8bOrlqbxhKc6oz6+Ubh/68+IlG8rvnhUV8ynRx+fczdEtK3xKFdPei3n3O2shaD7S2LpXpHuLWvr90Ofp/QGpzc4LQMKNcthO6eaDpPTN8yZBnescS3cSlPNwcrWsj2xjOOC379+hV6pU6W+JJdl8mt18U4ZWNjsvEy+r6ivuLF0+GxhnzimuAd5ySWxsmeMLynrdhlBGxF6JK/uXFCPQxN8l9sv6dRwekc7xVdWN/rrQSLCw9xvBQvCPU8ok72J/bmTtlcxl2d3tUda6qHCQBAn/qM9246p/DpsGjzcyPjxs6fn5/GC+Xq+QZYXS89SdABtzcIK1qMuzQyUzPTK77XEV95afNuBnBYmMZzl3+CS4bXanuHJRhvOogX+sZdnTdKC5/s7Wx8909rGTZFfbt/ymTDYQj5fn5+QvqWeiZxTeru/Z9HCrS3A29rMaYOxV0Y8hU/z+zpvtkfEPItKrV8i5fOtLeQT/jXWwnmSzvd7u3MP/aKM1Pnu0E2lzF9y7i3sxiKVOYAXtXINvZDw5LTGrvkFdCwwk2blB2DvUNzmVzeyDT2QcXNLDt2WKufg5BvXfhX/0W7jboK+RZl+OTy4kvWePpc7osH1VNR3xHX7q2P+vpsj+LMp6NKT+mCgfbnuSgn2163HSoduPtQeEuUsqgFuONQrKWnH6pp3A6K91qGF8mWqpcPhd1S+4Z4Tz3vsATzJI5DlEe6z/Kq38PevkX8zFalu3N9cScUQr56vblq88y9XrDiVESljrrgHlj64heTMHuAJ/RTUx3i7PnDZLyS/D2vWq1aPc3R1Vw+R8SNHFEElRcq3tjZcyuU5O1cEfKd7Ku3JxjvM8lX+QAAgAczY3iEs9f6ivOIcXA/RGf5fn5+wm99fX2FRb/ibKX6MfXA86mI5IE3vmyeMOh39dZJd9bYHx3USS2aFZ3axln8IuZbV5fX1KOzBn5ChW+p25xQHPVb+OrvXdBzwY1LU8PchtV9U3dubze6y+YS7+2c7TKX7pnZt53ts9WOw+ktycT1TIAGYZdwa8uT3H54cstHfWSJt4wlKocwtwxCuPClo5/iq7yDedLO571KF97i8Lm2+JNMj+N+zpaNnfXd9t1uqD3/1WrMKQTALmPQ01rXjRk7LYPwsHjPenWfgU1LuRT3R0zFC9cGq1MZO28xB/S5pB5MrYcmGVzyy9ZXpBt523JWkrsl/7KLwmlAt83UQOTCh7nvONiFDfkv7nJxEVdVdW5UdvG7k1ze1uE3Kh6YmgoRe3PNWl8ce4SMnbNJO1es+V64itpn1DfYkQIcM5Z9fAPSOATZcbPJ1B9svKehJcZ77an4g65Q142e/MbNXgNAb8X369evZGmnGPL11lAkaTKmvkJxueXtUV/xORbv5Wt5goue8rNb5HzdefWF7LouYPa02PaFkXsNX9pb1NXt6uzP1D9DZaRV7CDeds1AfGBv3yGaTrOTkI+7FN9QPc7XSXORX8pX39g51aJ2soD56aFmhBN9GlMAAOCOoWzPLri5YZxcDAf8wq7OEEC3r0EtmmZ+TzLxyrT0XochAfT9Z15+s3TA0X4a6g0NfnHkkJfj6t5Qp3n+8NpC392Ltbi+l9913kNBFzMjTi1O5q1N8isXfqPPhaUeTvT9/v07fqBxTFhM9ZlnedEi79Ua6roArUFj6xr6oxWZxnoYtajPu5SRN+UZ4x8Oet3ivZHj///6+hrmdnWG6OjC96t9Y+ddWoPPOS9eMSVrfJZPvt29aqeuHWBjz5XMLTam7qwfg2wcDeQ/2d6kF9v/5MO7K3x7GR0amSiUdeGckc/JD3/2V5L1m2IlT/J3JHNqnQyqk29xbRS6sf5fsNY3hvhjsJes8g1t2zst7hWLeYyiG5/Guhsw9UbAML2z5anN7Ozx/XXPcN+Ra/I5V18ycbuqODQfZ9i9O9Mnnlys3D1WHEs2rPWte3lPqH5hRaoS3N7xmoBr7usLt7FPrd7KJ9n+OsVdew9TEQC3Hm4mp6N3uSz46ONhxsf1x2iy+EbhgZDvjuFcy6/MJuPo5B38+29x13D35uJz7TP15hwR/gGw+7AGgC3Mrbwr6gvpW8KJvjh3yzC381A2reLznIr69p1N8a4Cr2pdh4llh9kDYKddZphv42z5YK+qonvdo8jR71rlV7YfZ2LHAlr6zJOBfZ7opbd3MF/razxf1n9L8jn5HR5DvjHqa+k4lz7Bd8Z7i15CIR9w05DvoA9Q2V22cUx56BObTS3zkqN9G0M+HZ+Qj91DvmI41+dV7HkGr2KdnP3kt2hYzljrC8ckRj8/P0ecQHvbDPS6LbJLk7jo84DHtwZxivDiCf6Nx+1W/PH8A9THXsVE2cNrDlO07wxaeseGTvDkkG+v3+WEAlr0Y32GfFNtZvEbTa1F3ajR2BT1TX2xYuLpqXsatudKflWjXNnPmbxa63pEgMZm9jHNSDLLW4+UVsyX7X4lQMvqx5vHxC1dnm6x83BCyPeAkWq8MbIY8vXw0iU7TpNMk1ON+TPv69vy6ZN+NJzlG7LTDrMH0m76cE94o4Ylt1l4boCGotiihlTd9S5/4z9xdHm1TAsK+QYLereNEpVUh4H67FbzpC2t7PXroZS3TJz1Xz+/ropVvL0AAAAnWLnDs3KiIMl7FqdvGbLV3jwIXDQDJ4YsnpAUTgPUO46pXT35DxdXitZlsZv9gy2z6flqXnLHoC6yfRTRbf18zNdZ8R2H6QwiNnb2WY75QPTr66vPulpcaYzPoMXvWr4+efuo79CM0sWzfFNnqR/WJ1UOPS7943EfP3s0vzhAkbIMeMOIed0IIM/Q3RK/1Z/V1H9emNXzwVV0as9YvZiefVr1viEfNw35hmhOrTLyrLxiJ2RpzuUJR+ofbF3kUryv4oKob5d2tjHki2tDSzE/8na+yqdtmf3Kd8lqQAFWN8J5BpepK2QNo01PcEJF3Xg7HBeWbDy91edbWTxMeOtcx4s++SE5PId/Vkt///49/h8N/eq6mETR7TMQKx6RjhN4W4Mw1eUvWgi6/FkZGc+WiAwudwz56KSwFl0KHfRcmskAO3z4+nzf0VdeL31iS3/+s8tTy6dOx1W+MerLg/78SsSpmOe12TuTC3bbr5DKX7NHLpkC7BLvbe+5tzeeq8dGs2f53jmGdivD7eK9qVO1nt6NymuYmFvppxzzq9jz7f27b0A99CTd0j/yOehz/PmH1hYAAOgquL313s41Iei6b1tcTQpPMCTtDFFfcam3ZbtF+5aMh90XHE8/1Nf6tl/I3s+j2zLDFP/6mDzKdEP7U600hV9fX9/f3+GRygp4SQmOfn5+kr0oLTcgNbYJryrNpHVNHuAumwPb/8jqw04SGw5rd3LedyzxsJSk7d36mZ1g/930yZ+kftIybzxP2OG5ZX9EorHpWNoLrGvzV2+E/nw+//mf/zn7Bz87FkBIfj2GfLO3Msw+mndmnix27WH1uTK2u923W71W3p70WViyrnSSlFzjVu2vr6+vry9P6aqQL2TGyveiVN6IpccJ3vDKTM2j5YF0SwR47WjPFrgVExzcIuSjz5CvMtAqHubqtvFvXIjqsFXZ8mA35fCcCvxC0pFkjLh7Ds87NuizpVVc61s996DPY2NDnywufX196aQv6aiG6YtSp+6Um20z8zmUymnqB9f8ZIp6lyj6/C+itdf3vS1ipJNyidvPqR+79pVs2TrX0ozcvWH5rHjligOF5CxfUvx5VpxF910Uu+GHten57fbFrUedDCM6bI6T/DfGBDs+z/BU45O6HuA57+DUladTq3yNTeuzi6+SIWyYS9p5UOO2y2GK5Ft4R14YEDZm0ej2cxaT+Qn2Og+qW4qpk2M1s+FccVfntVlnkt1VlXz+21+Wz9KPlY8Fw4hk3AZWWdBrX+V78Bhlapk0qZHJuKRlr9GNHlHjtMq67q2yKpJPPbyhg1kxqzLVAo5R33jGT695dDeQ33p6RA7JV63sJWf56hfvrpjduOphvup9XDeKqP+YBq3zqIM+yy45xdf/O7XiKvYjuoCpIVbj8aV8kaP9Q35aPn2lgwzDkeQgH6trSTza62oG5e6NVP4Y6yPpt1XCluZm/DHHJk8L+Son0FjUqA7VXG0d1uSj81s8o2RFcTeN5TRo/ZRRpUOPB075OkSfL1p9ca+TznRRT5SvTCYLbOPRm8a0C5+9voB3ePcxn+fQSf9E8bkZV50W+HkaABg4Ge/lgeKYZX3PqK+yFhnO8hXPnOyyU/ZVG5DG9b2wyld/CIbdjRVmKtO96CV5bpVT2sm+2XiN1ANc1/dUDs2GPfPF1qCxTXjtob6pZ9547nf1w9nxqdbzpA+O9i3pGb0IdxlYq889lFEyEkj2QyXrTvkw4MK7nYojuqk0GXeMO0JZxKOIEPI1fuZPe/2IC3UciMRnTlqe14rn+LZGuTjCuzDku7YVXnTubjbtwcl16S5Vd6qNTtr6UBbh5//8+RPmlgyediyOsUVNMrisHtdqVBetl14e8kluIeR7W8inhndVRsVkjcU8Hd2e8M/PoC3a3n9mL1Bp8Kcm3JOc6kuvp16WzSWc6mm58mL7UsBLGuX8YS663nDFfcE9Nz2Vb7fxXktdy5a3L5n8Kw6mjaLWNWuzyZzijnbFwPedZVQ5yFFf1l7xrNpTru3SVL6wKVuRyUz6ls5DPj3yHWPyJH1LvsR3bTLMYuOfj64b471DR9ft904Xg/Ak5Gt/4J91nzWekD6niX/2S5inwyledplv29V1LX3g8SlkNxAM1Qzas88zpPRUIXdsB4pN68aQ753re5UsZ0lS3w6TS1v0axyHqfDiPfZ6xYpntfImdHZ9qZN7zCsLfddedr362oxQEF//2Dnqyzf4hpBvPHPSUplO2F1z96Fe4yqfjq29ItXnyPMbRWlZAIl/4M+fP+MDHLd6epK7NAjFPfPj451dWVUEU+HfoibUY7xvTKgEYa9xaRgjJQsSnXf3lS2R7U1Ez+f6xiIYj/OtGMR+rfhXpZUDBslmAQBOlO+wbfdpjPtHecbOpSNCk3DJ80nSn04dhjzoub1qyJ7cbqkqFpuSoZo/cOoymbDul88CvvNyv/pDy5MMjRk7i01r++aNF14+WXw4cdM6ldWtkwrZcrxQRzlUE956XFN16YQns3qjGrd7+7o6FFNM1BffZTfuRmxPVndhgz9MZx/N3+h4V2e8EtseAc6f64tz9zUmvF60x/S18d7U89zl3MJelXh2q+RQ3RR+REzS2PHPpoGJD8UaN2ypG+F/v76+Qvjnka6Y/ZkNsFfs/T60Kb68lJPjecP0bpQdt80v+plD07rQXjRapF3esnV1Uu297wxCPLCvv1/9lPKhWzqPbkniQC7ORhFPrIeyWPHMPy2v+vj3xilQh7kMk+v6zsfM2zUuj9zuK89eeNXnwk5x4TT+qPlkiV5qUbOe34Tz8tv86kkdk0sjZ+O9qSP1LT/2huefZLhOcltXnu21D2e2FX15W9RVYd10HHJmtiE1+WFj1+Tt63Ayt7g4Nptd/KqGZfaEeXH8nGd53FgWn8bPuuj+qJe0zvVLliuDv/A8h+6zS6+ezDvoHuQtJZWnJnrYXMPJw+v8ScY3+NlGu6hpLbYGG6cn43S1j5+MqFzCW+wjVy+lzj7zpa1c460Sr433XMDQQ+C3In6bnSOmqyFc8kc6H9JX9vZPjcB3+UbH3dPQ8k8Xb+fbeYdn+yUNcePykmF040xtJeS7sKffmG15dv/x9g+2YxWq3CRTbCD0Uu0NX3E0UNw0v2JA/IDGobjvPZ6SDCFfpWup7OVoOQnwhsg5jvpa2pB15zraQ77GGuJ6htnHW5k/EvKd06UWZ0vXxYfvPOZ9l5BvabrjC1uJ+P7w+PNPxSl5R7niGx0R8lWOUOW3sYeor9KDbI36jIA7ibi67aFVD+pVXe9eD1c8BwAgj/rCPQ17DaVqUV9I19k4OrGnK58SKB44uXyotz3v1q9fv76/v/PL5XesAEcHDEkykiG6gE4FXlrP8wrz+/dvaV2Sahyn6xwm8o5UFqAa9yi+ajY9z4R80Grn7F8is8XRT7jy8xrtrkar3K4sWo7zdZL4YGp/xOyGxNOapsYhdP3Xw++OId/39/deX2c+6quPJx7/klcO7zX2RnGNXJRXoM/bGvLjpPFX2/cznxP4SZ6+sSJNnage56iS/Iqe7bDk+EG9Ns5ue3vb9s6ruvx1/7oh8oqKelpHyRH12bHV/kO+5Aqxbg+H53v7DwrbjiiCxoSI8Vm+1X9nGvXNHkIbqscEG4+/32K78HHR/9JBXreNSDzlE7cF+SxAn8d/h4kjClMJFYwnKk8yTAnlx/yc46/k8Pz7b7NZmBtPNL0tb2cl6qs8hEX5crz+13ameyXgedVA/9AHsqI9z4d/iqznKDFpPCuXSHcVzS4KMXpIDpzEVsmQKQn5kmuQNw6rPpXHt3QC9S5XeZzZwuaHTRtHZqct9E2lOJ/6VPHVkHHslw/0iwvCS0e3u3QY65LpTf0NzqO3Xxo+rgOHxJ7xb73w6f3NnDmGfvzzXNSinnyB9aJ8GFjQO7pCtj/P1dVVPe+qR25PKJJP5XeSxCHPDDTVmV61C2Zd1pYhuydvHFp/f3+HjJ1TOedXxFaf/J8M98iFufw8wlkxFt/xktw+e6mpZIZxpQzD33yH9PZ+7ohHlycRSqrB+J/j96pc53jcNGTySiyK3/It1PHyy2tHG42JCusNa7LVPlww+sLRQHxwNL7/Jg+GF1W2/Ca6h9XVqUYjSdeZb0gRM3TVkmyZhn/bQOKq6Z7tKwlivAtHm3sVU7gE/BbFmufD33cppTi23PdtDWej4j2cf//+HeO9kMSlvnlq6ff6FO8Lbp+Hrg+Ob93yNt6bnP9wHu/Vo/yr2ovZ4Xs8g55s6cwfTnyCq3JndyX8WxcZHvQYpQuffeXbr2RsrHJPDfnGbx1Cvu0j11elz02mNqcuabhFP/JCggHlxaFltOis19RxjD6PBhSnNSvLUXeZlMlXR0IqwXEueAz2kgh8L5+pYYqXf68B33ueZMjekSf25G2RoQqQtANeCgAwPVH8RmFL3Zix86CA9lMcmuT73Cph65v3wrWEfPU1w9NOYCe3RSeLk7Mr48mJvkp9GErLfSfXjY1RR/FkLfVCb3me4yxdvrPx8U1BPeRrzDvy2qAx3kQw267usr1zx+tnnj1S2TIyaywpze8Jo4J966rprduFRnd5y+K9M8kn37fWnbmhJv5Xwt7O4bCjCp/8gMSKf6P9cOGtW/Dk8r3K97r8mhm5RwAAIABJREFUCUxlbUlKJ9/DmWydCmdJ80OllW83VtlwQHTHL97+ty0aJU81HPGye4hVntelNR7kW1eTZ7Mqv2HqZ1h4fLeYesTwt5iqe/fHsm9LZSh8fll4UzZGBVvy/qvnnQR1lcKNx1EdXqsb5wKYavwXDb+vzZGRZ+/PR9rjsDk49FX6VGKYpVWhnsPzAd1Pnt106qayqaq58Tlsz0VZLO5Kjqawzzj58LNrg+NWz6kVxe3DtZbwb5dJoPOzTfb2sqw7212sUZUDn4/sj2ePSe+Ym/5VV/PNzj2te+WPe4aGwu2txKK3Q7x3bV0V8t2lEJMskcm4dGrL3uUvVPyxGw9M5XnOOiyX5EPGuVuK4+Qd1x4/lUQLSzPYbI+we+6ZioF7EloUo76uEt4sCgjjNa4VkyXxil8xgtoloNr4l1TWb/Phpr5kl6YnrKA+O+pLOqoVuxArDyfftv3UypaE0I1j/X4eiHZjUWFtuRmYa0M+ei7EqQWenjOWJ2tixS5gl7SWl7czY8gX8uQf+mZ9pr52Zaq+5QE9Y3FvdkyWL0AnB3gqFxj0EO/l8wp5yJffyDc0XMs+BmPj1EWcrf6I6nHERq+k/octB8YfLbHf7FnWcHD56HK8SqjzxbvsN4Z8+86b9DleWXFzfSWo6Gd4+vLbPved+wCh3eqfj0O+rt6yeMw5NSOf56fYvnfsiHHpUL18KBRBHPLl3yjJlLHxc368PPr1g6Zn4n3C/9//4/9QMeBe/s//6//yEAA4P/B72NeZmsE8Ob/dJ96Ax2wgN0wczwuXcSXPc2oyvrh5euOEdOMfz4PS/HTvOOUQ18Wl2/fD9X1vS9gI7NWCJWml140Pdlnoa/lL8ltb4aavXsvPq+SdFFBly1VxS+e6YzunfcdwuCzO2JmclVi6uNKS/29dQVRG7/lSZPEIVbLKl58K2fdFW7bW987Fq/qiaj2DS/EBnn90oVJ78oA2zti55Z9zpQewosuPO78wlTa7uWU2xVQP3ZmNnS2/8uzDI6+KD1n9vqx41I3JTm50VmU2cdcu6We2DHeXLreMwspKGGwnge5xrZ8dnq1FVVy1m8rgcos3J98oPJWxU/cAnNM65UnbQku1Y6K53Uc8mjuh7zNew8qhfZX8kiaxcTmhfgS6t5NHxbWvYSL99cbro85s04oH8IrJHeOQb6imK9uXqG9lLx6KdpyHzm9hbp9NOTMhdfKmVTJ27pgCwSZPYFHDG/Z2Jnvm18V7Rw8OjIbbH76ULZ2PdvIJbtX7vqXZ200Ms5UqXvKq52vZ66vtkgamuPt06puOg+0x2eH5b5mob+vQZNEq37pdRrMJ3Fc3AXnId8QFkXp0oLF9CAc58nzIxd0Wl+8GdJxvY3+ng+g8cuC+BRFayHW3cF/1lfOhdSXG6+eehvYdtvFg+2QWYbZWTc8BYMcgQbsKcFADy4VFkNyReD5rfctKa8jmIaZS+sxOc27f2Nk+NgrzPcUV82L6liddngb0M0qonzCp7Jk/OV1b47dY0SCrS6v7RI57H1tqskre8ytWTwTSc4K9+NhRnL5rthnpYaFvNuXMOAKPR9qVL3L0K/bRzi4t2nDaZOn1wUur2kFXRhYnHjYm7QRY1+mGCak4PXf+k+fEcgd1/Mp6aQTIVRVYNpe7B+1Dada+qwFeceJv9ixfhyFfZTVl+GcGM87aUr8zQzaXfqciiregtFSmS0K+8dPml5yMwonS3VsEXQXQ2ERsOSC9ul3dMWcVQr7HDHWKxeFN6SSim00ZUjwOvW+KviMqW/0sX5+rfPUvFR+qDIsrl0fgHy/VokoQ18vZG4ca52AW1aR1d4NMVf3KDuO9KqWuAmhsVOupp1Znw5pqhZZmw9KgbY8i6gl4ODN+mPotlbzbwhpKOdhndxj2XKxxZsRFcdqhLcn2JDpT4+3h6kmut0R97SuqU6t28ZXBf/78WTEi2b4M2HJtS3HwFI97wpSDCxWAS1rjsUUK5zca1/qWdvPbz7G09/2S3Q8HbGYRH3YVhGxMJ87s4G1YNRVVDzA6fIka1/euap02vhrxylB+L9+WT7jLaq1xf2vRdn4POwAA0ENw22HI/XnS8z3oT8XpW9YFfqflIUhuNA4ha/wPxbMOJ9RIk7VAUZwfa6je29vVB2ZLF6BH6LCA6tuY45UZxXdt29K4q7PnqCP5OvVx9dLNHSc30VMntuIlvt5yJd4s6jvowVX+2nBZ8FTSzqUf7NCyD1UwSSIU73Q658IQaRKAShvYsrHzhJ5yx5PSilXI94DArzgFUxzXeinObILa/0gPl8I1foV8aF3J4JJUuQtTc039QyFp5/Dv1J3Pifoe0ILP7lNfmkx2xTPZPW/K1ITcr8w5YzvNOlBpWitJ23oYXErosqgLk6UTTmg/KwF50GFjFX/+9qWUyva0k9uWYixQvF023NPQVev3eXxct7pcY/HOyUoRXlUjWzLUzd4RedBHMiMI1KO+egd04fyR9IZLRwhCPljXwmxpW/IYqc+XLl7iG6ZTd7avpux1Wdq6HmGqb/r6R4fDYLe010o07O1c1/9d+MmTeaA83jsh6e0J/xBwx2a2futpsfXooRkR8q3oBG3yvNfIZxyh1q9K8y5c+5YVV5a6fbmKC2LrrmZt/91DM3bmQWxcECHkCyPhrl4Wt7TXxiW/f/+e+t3Gnmx25/GO2zvjiK5YC4d/3+JwdDy2+mZC4Nmta3yWox7XmTYS8nHyXMai3UwcVApLX7f8Oq5rg43KCLDxzNSikC+5n+zMSCEZaed7a+snEk/m5gYA+h3fAEDnfVl8nK9b1vqGfLbgzz/qUwtJ2W+/Zn3RYCiZ1RgnGOIDM6EKfn9/j79rkAfs/l4X25aQPTjJ2DlEVzXkrWtxM8zsDO6KbQUapXP6Uw+hz352aq9d/Cp1tbn6wcXUmCyqsgBbTNZwVRNX3EoWWv5wBdrG5mJqZ0H7t176fEJEMPVPf319hcF2z5d7i/rSehBCvsYNSKt7u9XZPvM2In+74lDw/LkHnQQY2eS/2HLlad56NO6N2dLsTDWtirL+kBuzuQyyvAjd2a9RTbZBdpK7ZerAYWjz4/Z/9Qc+8yzfVPxWPM4Xl0J7wyjqO/stSiplfSri8pZxNldnMlFXbAsMZYDjhoPFPnLpFTizIdmW5ncqKNVI8rb4YepVEuz1EzvdIj4vLpOE0fXsPQ0nf5f2a1rzMDX+Oslxvlt0Hx8vUpCv8rVUvgtPqycJguK3Lrkd0iAGOLNdTfrIcAVOnHcq/smlLe2+nb2Qb5ehmFDh1iEfnTz8ZJ5rKgVgfX7/2u+VbOxvvKTnoHZp9ZfKn3w+cRkyduazk322h583v2zJVMSfP39+//4djqMkuyKTYUpxkXrLFtDZ5mBqWbz4vp12Lx9gEDPVuMWt69RJ6TPzrRkT7zW0WrSFSTd0o6hDYfXzxtXDpJ5LKh5ax7fzDRt2P565S3xqY+dUyPf9/X2XHsS5vnR08oCWYup0L8DJ7eq6PfMAvGSu4Y5uurjyeU+FK04whC2d+d7OpbMOW2Y6F+Udmk3lFNdFgy3gNMmVoZU982d2lu2nOPL/NHc229m5lO8xI2/n+jovsvxC9j6jjni+b9HezkWNybov3rixLu/U8pF2EvjdYrz99mwucdSXFOqienbO5pb6/RAh3ivuMAbYPuKv9J3FvZ3FHrTYQK24G3rf1nXpEFl96DlVHetKVgleG3jXG8Zi1DdcPUWVLzDEuzrrPcW6eG/HL5skyGj5sslZviG610HU1/WoJdTIcOYkPh27y7DjzJcw2djZOKIC2KWNjdMPVOZ3t9/LJOTrsDPVy0DejOySYbgS9XXSZCW7PPL/s6gxP67Zryf0msrFklyCHa/yJV+w/xWXz5vfyeLGztnl8tUv88ZqOpXQaRRq4clX8wFigKSxCvNol3R+q6+rHhruUH5nXymc6zao2PFdELd3VabJULPxnpvLI9vQBVzbbiSj+nWpvKZyJY76eY8WveafV71IcRT++/fv379/x+F7z61ePhWdTCp8Ph+HK4Cj47rZLj9cgTP8Mxs1NExgN/76xrt93cO+qNxnV2uPuGqZ84tbcZzceLYM+eJNm2Ez4Zl5LNd95jhpZ167Nn7+lu0G62Y68rWffLtcSNcZh3xXvT55X9b4MV661veAjJ2hjC3uAQA8Y4DqIXQYxvc8P9L+2T7veYVCQD/OQ8cLfe0h1rVveHEP8exaM8Ch7er4n+N9p3EblW+mWNSNHdrSGloVyzHu76aKwJ7P/qOC4s8U1+cV5fmFVSnB/FK4buON/OTbLvf0bP+mSz/A7NV8wz/7VuIMLlc98/y016Ia8qK1vvFhhd1Hs/cLJ4847udCj5gfVN3l5G77hew91ELAsKbx8pvizplDgz0h36Lnk6cErBzg7CeZmXivJZxQRl1F5rM/Fl8M0HOakOSehkUNwi2OJn1FeqtdS5/YK6K+OLlQcknDhTVvdfMdemL38gHXNq3jrafDP8f381mwpC2tdFcnp+qGx0cds2G5wUNvUWKywNB/vDeU7ulZccXL5fvpps4zh5H2+H96KIh8Vm7sf1uC0u6ivt1vXYxDvjjNwDC97yivr7sX86IJuWJm2HiVT6sNnCykacln03a88nTfoUA9Sx5TgYHncK/Iof5bvSX9p9gc9by3MxmaLrqq59CENOvqc2Ugnd+DfW3glzznsRf+8+fPz8/P19fXf/zHf9wv6ts9VgyVcjzLN3uX4myNTOYDpmayW/Znrv6y8SqfthK4aoyS33+TbAtsaffOSUxnk2d7EeTFp6+5V7BXv7a3PozhzIB8quxucXgnv5Sv3ob3mYO0eC9aWN/7/v6Og72uCmV88uOVBI1/5C3ZXB6QtLOfNwSgGPIBwANG2uMlDR2mSwwhaJKc8sqor6vIJM7gEu+ZzgP34s6HdWlatsw3VJ5qYjAXC1zarsZ75mdbs9nZX9lczh9AtHTfeT4zutK4EJHnXVSgJ5dRS7t3l5QNYa1vdVxwwomq9nIJ/yfkbhkX+sb+LvnMVxVNHML8/PwsCvmGYfj18/PzmKgv3+06bun83//7fw8NWx3yBzo0X0db7zhXZHMq5puJtxfHF1EMDzp9sS7lbnyyKH85Fx0ZajyPVN/f2/6lioPROFtUKOipIr5j2N/+UVc80normQx3huYbL1s+80sGT2HDfJhujEcqS1+ufZPIN1aYZ0R9R3yLShktjfrEEucUcTzyruysznvDHfuOWwQnF/5DeXRU2YJb7JJ2yQ+/Y/sf/5+pEdGKnC4bm5SpKDSe4KiPB8bn//39/f39XfzhC6ObeOpt7IJ/fn5CEfzHf/zHf/kv/2X2r/o8o9WeKuNk6XPRpPKKJb76oLz4w8X9xMUfDulb4lpoxjofMuZzRafdLjXV47akMUxi/ko6rH2jrNmK10/5ViZK69/ihArwngHu1EG+RZMpuydwm60A4ofZPsiL8JiusPi7Z2ZNJH/UYzfUcm9Nt1n6pjJ2tgzM2uvelmrZslRYjBfi12Tc2Jm8Mp28LFPH6ds/4edJC0RfX1/Jyk9laNJPpJpMThTbhbwK2tg51VbGLWZ9+8rUel0PjzS/qnWqRdv4aV9bf3bcSXLrZ9hyO2i8uaDS32uL4JJRhJex57KY+vnirs5iD3VhaeZryLF8/f/aSKnxjSguDIzxXrKycu2+xWK/HDK4JFFfYw38rF4E6OopJO9Jfk/DcamEkpq0dCiZr0fng60kaexBI9cHDOLD6xq2HwwN11nmVevkVz3MAiaf6s+fP0k0e1DG7XpUfKOw/7g/1WfmsZOD4eJs2tDxPXu7bA9+VRPaWGqdTI0JMw5qGNm9LIo/UL+ar7eJ/uI9DfnFcZ03bpWSivfT9fZd4o2dcQaXUIXaP/DnSWktk6XPqcxy6zYgtXeHW1qH4oUt+cbOqcmhl7e5cb7jltSC+STWXnu4601MZWCd1OTx2s38/tYVy/o7DqZ7eM03hjQb470XzqeEdrWeIfqqZC2N9Vm8t9eMhiwgXYUZsx2Nkjq/LKbGbMVf6Tx9y9QRuBUN+9FX8iQ1v+V5hpQZ41rf5T1Fvl4ar2aNq3zJcfr2D/z1vNfvYfc0sFRypSawvfsJXY5nAsDzxo03CnNW//Hb3NfXcqdCWPScSiY+rEo8sHSion5at/J3Jn8wXmsWwLRXkjHk+/Pnz5gIK35DZjcm7b5zaWoOpn2nbtjqWcnu9bZSXjrX2DLVKq4rtq6jMLm4evfECc/ZEt9BVWKobgLvMOHB4xUXl7RplxdE46/ExRR69qlh3uWrf/Gxqdm0Ait65+Oa/fYmLmRNP39nSmOMlxyvSNLPLNrk+bn1axZvMkku5Wsp6XMyC9UDiUq8l2dw0aAveqvHZ5gsULQc8zsn8Gv/I8mx6dA2vXYsW3yk6+5yYPbVqF/F3kkSf3HdESHf9hTWnBDv0WcEWPzdJMabOrzTTxEnUUe9oSimqLnkmU+NkeIrHMLlWMWQr596FV9Llh+qX/qxP7d+u/LdR3Eaj3rNOyjka0y4X89HHydx0ZhuqR5xcpeh17Mos5k5ky31evqhj2tSWw6IP+Btaqx1lRIRD9wu3ttSas6SXRhmJKkUFUGfJVVfn+kteVixF2ipYB1WvzjqG/93PMuXDLaTtDoXVpskaecY9SWv+aKR4edGr019B1eSsXM2YcY5EzyVIX7xsGm8R/GFId/q0XMxqo9fjMb8tlMZYpMRbctwvx7zTy1Z13epxe+27vyOFfUu3yikI87n0SpzqEfUyS35scyPnBnySey5V1UvXjnbEkiYbemqqZ+6MbyTAqoMJIq3B+9+a9RBRTO1T6r4+a9a5ctTCeaPNNSfEO8V76JbWkU/93r94hWw8P3//v073k+fZBpojJp2n6to+SNTqc/jCyKLMyusKIvv7++4tlwS6k/9SvEUaKU5G0+ufn9/V2LRFw5Vje93rMxxCtwQ9SW91FRlO6jBFNedGeNtvIpDV3V02U1Ve5uDOu+MZk/xnfMhW5rNOCV+MUTcOMuw+sBU44/Vr2If03Umt/Nd2JTVNzCOUV8cBFWq1qzbtxFhHPyMVkN/6cG2TBnMXkoB2+MBdQwAA8JLoptwom/HKPSuOTzDHs7fv3/H90e15KO7pPDCx5haKy/eDpn8QTHhindmiI7trn5/rn348eTuugVtaGxjQxsVZ8aqX4h0Qst58p+FS0YIjf+pbt+lKO/V+E9dwv6MQonz4XWSvmXqPoIQ2oRVvh1TJX/uW4rxWb48XtpxA9LRLUK8t9g9DXvNC+S/FQKklpNCxQN+p5VLPqRONmaMdb6HKv2qevXsrxlfgbPi1tMVTe7sNSqrB1iGxaurtN2b4gR2D92Hbq4BqI8cptLgn7x1f69XKZ/l/4pcO5U/ZAfm4ynX5CDfjuO9u+bwDFfUF69iaxx/XFLkU9mc4iRCcqBtnDWZiprCVX5D6ajSVDEl+/XPKZTZtZSw4X7cm24g6xXYeFIimeidmqKaPc7RfkPpQUNhw+j2J79oCtlbdn7It33ahctDvngl5/LcqpWIbsVkXw+j68bj/WH2P9lY10N/kYR8lQtyty8/fO74UoXnMu7tnO23rr31rt4cxBMPGvSNDznPbhLvUgjX9w0LN8kkr9lpi37J1xn/Tzw1EP+KGiIQ3aXLjJMhD9UE1vumF9+r6xXytVfIRfPHWpjzQ77ntTYvDPniUejlwd7UB8j3dtbrWDGsvaoqJmOkqQ8TFlf6vPF4apUvDmFaLmt5TtSXjEvi43zxqkh8eUXjuOSSSyRDKcYTD0OW6nfq7gHWBU5J1Nc+j5IHfsfVnKSsp24kj8foAr+DBkwtc4ePGbjEl8DGZ6eH7Gbh3R/I0satJZE9e5WUhqW3YC95MZVRP0U5dT1AfGq65y5gKnV8Pmzu9gapqf10IfN5D8nP85sb4pAvjm6GPS4Sv3HUNzwrgWES8nHmiCde+ru18XX4fD5Klu39kFwRADuONDyKfoqjz09VPLZ2kJvl8MyXPuOg+fKVvfbR1a9M+HiGXBvf5/oUTnyoN8mK21Jqp32dqasa80/rdN/b+okjWqQ8Y1t9t0zL9U1vfqRqNbu8mC2FWDzKzuWFFW+RSLahdfUaPmamr7gNMt7YWfyZSzK052FLHN3k8wXJppsHRn3FF2M84FjMJ1s5zXn+MnTliu24Fo7D9Pg4X34graX1Z9FsStwKjHsjk10N4yvX0jTXf2Z1xWss6+RvHt+OJC3QJfWf2w1WxnZ1nGWsT6KJHHrrJaemh3oY+KokK9r2fOYlH8IW73Tu8+s8plzqf2SqpIY73A4XMsPlGSPXjbU2tgCLci4U/zO/kL2HexqSODMsZf39+/fn5yc+Tn+oTVHfQQ+xWOTx/VHFUL7ls51Q6i31Nc4bG/L2GFTtG+O1/Fh4/sXV45Mj0hXfLv5TccjXQ6SnAt9loBOfKKg3qqvLd/fK0OFZ/Fu3hJ7VI0uWS5qderB35o6hYSJJRNzyx1Hf1GxC5YucXBWXtvlhlS85znP5G5QMPkP/25JKZ2Ob0NdaX3HxJE8zMFydMqhxvieJ6OLjZHESIWOXM4spri1xgBTf6LC0RavsEDh080Bye/u4xNfnHhL6eRHqSTvPqbqLOvL8/dVmrn4CHR55UGTcugQr13H1WfrJEe7KmOGm7UNyO18PM+DJQ06u5ktS6VSS6GyfBuox6otXxsO1FXlam6GbC/emfj0vxR5uh3xnY13MoBVnUg0j4PZB846B3+qNOvlNO0vbbmORF45XQm0JVwNNVapLUhzPtqsq8GwYfJdT7kK+xp9RWLcozTxfQ28z+0mwFxSzS/S/N7VSEGFv5yV5+2avyhhPVYSTa6tj76Vl9LlLWpt8OJ5UzRNumK3Um0UbO5Or+a7dmv+24dGQLR3EAWHxirzGY3v1wG97Dayf14+/3bjbc6xms1MMBhMvHLKELqeSzejofcJCvn2HOItCuzNXcbUwq69i9+huF7qHexq6LbtkY2dxONQyqumwXOLhXHyc78LAe2odOCxl/fz8tLQPO07YfTovy/qtkfcKNui/pB6QCS1JS6NYqbeu2isAQexjBnIdZnDJVY6tHarTqG/czBlW+fJzHUsfULyGs29aoam55/hzhjQb+QWRyU9a7js58I6TKYUyypO7TK3p5QelZv+tvb5IMV1evHNDLm/yqpLcBhvX/4OivvwvbL8r5Z2jlh0f9eqFvh2rwZunn7Zv7KT/cuwkzUTjF8lzt8yOq/v5UvWdcWEIF6dLDJHVVd8iOWEU7+1cN+v6qJsbwsg1ZBLfJeQrvsBL03UsCvmmKmLli0vrckK9Kr4z+RHb4Z8Dfu3lnjdGlX2hu7y9s9ME41fI73Lg5fJbT/PdI9vbol1aaQPlo0O+YlnvPjx6YeC319TGXcKJVxVr/V0rzuz302QVb2e9y6pDMWNinrslrPKFo2HXvj7xh4yvaqjnblna+Df+8e6ivnjDccgsF6/GrG4Hd6/Q9ZAvuRquvs9byHdaSxcXRPLYQ2gUpojaRy1XDWumvssQzeoJ+cQDea0ITWs+W3G741hvPj+2aHpeNhfYPZJPNnblP1zc5HXVKCgZKhQ3EN1ozJDE2/GNXEnXcPLDL9aE+ER90gW3NNG7HNLuLodnHO8l90fNlvde/WVLUDf7p4pJO+8V2s3mIKq0GnccT4TdbknCz6kpsak1w2HhGvKhCTOK8yYuU37qiGSqfKeO73fYKM1eh2OsuVd8eGbRT22EeW05xus/7trp7c1q3GsQr9LMrrfs8rrNBmyzId8uw+NDSyHPq1d/j+KDVOcH2MUSmRoixhttFuVoaalXjV/5mqhvqlTCQb5k91Fx4mHd0b78P/ddfI8nS76/v8cTpcV/NP94fcaEU5HJvebXi2ut+Y064Ut9Pp/hn71w4/brv3//jvl/D/3Kq/uMqcYuTCyFqmhg8cLBTZIMOTSqlamKSoN5+Vihvmf7PfaaCdYm9Fyst/icj9ms1BJpxE8g3iJ0QiGubvTCoZVKsDF7TdzS3eCLEtQvqkLJLq34IF/xgx1aP5NTY/EpoTDu+vPnz8/PT5yx86oF1c/AWTGGngnoZygDAAaih0YBXZ3hOjvqCxuN8iss84ydZ94ptP0vSQ7y5ffyPWbUGK+nV/aIx/77f//vmifgQv/tv/034XqH3+6dE4grTgTQyZuV7+c8rQTzPaWVvdPxrs78uEqf8Vvlvcg//DjM/v7+7qcFy/NHhF2dxYvHz28EPp28fkn6luHfSQX23VbX8lc1Jg3P16/HVebP5/OA5b7Za8HzH3BHHMAJg9HHbN3Uayzqebk25IvfrPOHefU4s3gSZxxUF3OHDM25f08riHqkV9zYObXJ9pJySf4znK2I17SW5lve93t9Ln/3kvQtU9cq7Jvh9KC2IF7oe2o3tmijNgCnDTJuGhY+KfDbuIgU/x+d7MkF1PLAk5Rv3Y7Bihk7kxdtNvzY5QsW87W0BwjFhqKrwfbUuusY0azYxnjoN/pcVV8rIV/yw43v4ZaQb8eJn/hQ6QOa7KmsM8mZ4Hz7srlbgEviveGGK4EPCPy2zxoXe1t1/qoCKg7T46ivn2+RL5EVo76pP3Lmit+KkC/enhqS0vWQIb/YGsfH1pKQb0WzvHtBfC6suCHkq+923eWhHBTvJRd8x5uM4ypbT+d6o9FG3I78/PzEt2E+4zsC3DQCvGm8Vx9kvyTk67xo3hDyzV5pk18McFVhVW4LyKO+FXVsx++14qKglnTlebx3yRTJVMbXMEgek6jnh/12bMzvFPVNLfHdtwN+Q+rOUKH//PkT7iTUUQEAT5VkZRw6nj1ZejvfXZ5/HPV1Nd5O7stN7uU7LoS7U9QXP5rKrYtLrwe5tjmIz5U+bK9jcjg1jvp2T7cD8E6rNwINm086cHn3qmi6fR/zhb6ezMfZAAAgAElEQVRwi+9w0Z3g4Vcqe9mmRtfD9OLY5ZWwPuzPF/r6WXdNQpt4D2OS1XOo7rB91Lm+8J2TnDbFr1qpr9sfzYq3tJhfdKx8YeIhfpGe1IKHZi4E6vGsRl5G0lIDHNQZcaMSnNrkpmc8rXTWnegb/3c8sxMGNsUjLV3Vw7DEVMyUcWazM1Xzp04/VT5VWFn5/v4uHuQ78+skAVuytza/j2D49+pI/UTl0T5XVcpk6XMo5e1MHsrS9dxKwWxsx+Oyj9O3zIZ8t27l41W++BXNK7cz6AArHLeCJ8bovMR1nTs+zNkoohLmJX9hfvFyDwk8699iatp9auHkwm0CjQVUuQf76IKYvRcxGSTPZuxcerrvNlFfXu3iDC6LdrtufxBJLL4uuA9L+cmF7PnS//CgjZ3JKl8erg/RgnUPF6cA3MW6Ub4GtvMSnCrWqeWCLZWBjW9THiwVr+Pr6qXLE6eHKfh6HTu5LOrrH8UFyTgCD8kjpkK+MytVHuPF6z3j8//5+Yl3w3Xoc+aDG40JbaaujJyqH0uf4BFPPK6p+SrfrUO7YW5tM75go1iyQ7ZlXA8EsGWQ6qjefcsuH/ndJU/BC4PAqSNw/Y/u4nsC8nhp2Ha5yy4fb8XoPVk0Si5p6LYgxpNrU1+5k+0Yn5MfSjFsuGOYdItaeETQXm9eXdsAANBhfHvTwXb/sfddriT4nFNsw783vMa/VS/L3Rf6lhZJvDc13BEZh3wXXhB5QnsRDvIlFXrqipg4seeZsxcATxqo5Sdw1m3cuu/dd91+8kUrSMPEwR49Yz/lNXVkK1/r62Skl6QSLZ676adNqKddybOhxM//+/v78qhvaok+lEIxOeXSZ37aF/ys+5eWHo0rZjI9ooIet7Ez3scY7zCuZ0m67/zKECXdyVPQTlWGsNPgJbcXAuzbe06d/l/RnN49f1iHn3/LuD/fuuZ1OLqYptK01N+XYoq+rr5dsrFz1NJQnHlJwKJnHkoqfItkfSX+jj28779+/RrHxmFjZzjpN/vMLwwcPhvLqd5ex1MRs6Hw1N/cWMznJBeK7+UrNgfPuLkuPtwcX9WQnGys3BLz58+fMSrWsQFsHxUt7fWe0RN19S1aAoB6XFdME8LlAfmQJSbIQ76u7gSPk7gkUV+97l3bRBTHzENp+SQP+TqsaSG0iQfJ8dVuHRbBUTs845AvfijXvjxbLm9IruZLOqR8vesZbXq80BfaxFC/p75pyNYzXnQDwL4h30F/kOPKLl6KcUlDh5MLYZBTDMt7G9qFYC/fQ3fVSsn2YXkInJKr2Hv4zEnq0STkG0rXOU498Au/yGdjORXDnvzRjGavWd8xpq9vHW6JA+MdAvElDWFj561b7WTzdB64JvfyrWiJwoq8TgUwsvQQdunKOyy1FUeq1IcOo/QwwLtwdFe5JyB8sEQljj3zxVn0xJKjicO/k0HEWTO6qh7xYw8h37XVY2lF/Rz3scLlFeOG1+L0SfE/L7wIMi/m8Ae/vr7Gc6XDHfIvr8sxE+p0uHIkfPf4x76+vqa2PSSh48/Pz1VXrADcIuRbt+2nh81C9+3szh9d9HxO7OWmTqP0uW8rXmiKq9aKFmPRj62ut+0rLmP6ljDS7ueBJ2kdx8Htz8/PEN0oOJx7/XqeI6exgD7HVcrVi0UddioviVviUtux4HRyAABMjbTvMm916zHt1mwuxS8f9rmGexruOweZ3NPwpBcsT3KVX9Kw7ivHk6/hLgcA2rtX+h+BJd3oVCHa2NnbgGfI7pdK8tX19vqPvx5yRd43cWB+HVq4pKHzwC+5yay90d7xS01V0fZH99n3pUoih3EBus+kVZUrROIPHB8qfVhnHJ+7i+9UnFqhnT2fOpR2wzvaB7DvgEBk2M8QojEzuSLreYIguZ3v2kFLPrJP7mmYHYad31ZMPbGp7Z1J7NrzMDsOUxvvIzj6WxRvODx2h2cxV0pywDG/jX17Hp6Nj3LpmxxXxF0+/+UtXWXHdn1Tbns7kjSaQj7AQLOlR7tR5r2eu7MTCm5p+Qr5ziyUpUPK4oXsPXzNOBl+kr5lNk3GtRWvslksv6rh1791GPINpYW+OOPrac+8El2fd66vuMqXv1G3ayymUsfevdGcOrJcXLPeEp+L9wCKg6GlAwVhw6KR5bWhRTIWVHY9VJXKdHYnS3z1Dz+VcKG+I/T8AfbU/58Ka7uN95IP/CeyboQ8lfhw9YzAur/hs1eNzJc+O2ny6g+3uBc/3tv54PY6vnwvuZevfSBSb4OecWc9wPbeZ6ozEvJtfMg7Pp8t4/7kPi6l1vngJwzwui2p2RsaLm8o1l3uFQ+2Oz8/FS+KhPsIlhbBoRcTjOPwC871xZsDb31NeRzyvafXPCjbqhU/AKDDwK//sVl7yHfHIggZXHoujt+/f7ec5btW+xrVZ/sLE4LgcHnIEN1sngf3HcbxxZAvXvFPzvXdOqxNSjBeqo1/q/1ql6mDFmY6ATaOPh32a+/Hz38Olal9k569hU9D9SBfPq67fJ9afVdn5yPqfDd7HMEm6fG73Rc2JisZo76lAeoR3yhOLRN+JTzJrVFfKLNkBS+Jf/LdrsO/U3qcUJaL2tZKvYyTdlYe992HEUO0sXNcs47LruX1a/mB5JQgwEsijWQSrdJy2gZ/Sfi35VzN1CUNScAg5Dt5jJfvNYuzTgylaf0eBnXFefM4oXryjU6e92k5p1f5U1PvSxzydZhEJ3zyMeSbWts4ovVeMYf19fU13m6/NeqbLeYkiUtyQLNSIxcd+TunQoTKN1sL77IxoD7OmLp1ZEVUWUnTBMBUz7ix+xMutj/G47qksLNJcVwY8rX8wXiAlxdWP8U3u6tzy4j60K+cb/6ayp3RedaMMEIOIV8/CUqShb6lWUg+sxUiiTuTtdo4g8sRIdzRDzq/KuSObXdLzoBkDimJ1aeu3VvdMor6gGcHErONnjDgkfHG7AKRhb7LX8ypwztDtmGtz3hjmMs7epexaF4cyRLf1KbCC5v0ENqMIV/7MHjfj508iuJ1aN/f3+17O+ejvsrrFId8eVqbqYmHS+6OnP1G4yOLD5U+uL2e2pE7HLnuaugDvDwmHBamd9NsPqno2THqbhm1F0O+3qb18wgnXuVrjIKuuv66XlJTA+lxsJ1EKT0MufOr2EOykvBpp1ZH9o1ukkcXV4M4zf4YvKyI+r5WF3CIHG4dI913fW/Ly/nUlFAAAMWRnhHahSrba7t6/qtPP51Zn9eFfMOitb4QCo+P4+fnJ0/8WIl0O8mMlLxL8SpfP7MOq2cpZr/4olh9Nk9USzkKLwFaFvpW3/nLmYOHvGe8+xDiSQVUHHwmOzz7LKNw9Ka4l2/HgfT5F7iPD3+MUvp8WeJsF+OxteLPFG9aP3kb4/gk44e56DF+2ofsSe6WJGNnvRR32Rm4rn7keU6Thrv44e/YoU7dmR5PHRVDvmLC1Y3zMUYkAI1jtWuzgQsVNpasQum2QPvc21kM+Rbd07A60jjnISQn+pLbBXqLuqeimxXnnrY/3kqejviWgdUP87Po3556KPUu7dpVvrApNonoxii5q7yx+44tpmYyim1isa3cpclwrh14yeAy/92WMYGY4b69rbLrJyAvpi6P472uVpaG0rXJo3pOztU59o67Y6D+i4tCvkteqDA2jtOUrPgke3344qJivF4aHuaKAfZnUb3M9weG5cWp9639idRPRm55XSsXtnSePXbpu5dvYIibknHlumWKYmPIly8b6sCAZ49Q1y3oXTViY3U4kdwFl6c398Q6KalkC1w/ZRRXm/z+s0VxXSctQxJXh6vYi5dgFy9wvzzqi0fI8dfJD86dc+1Hntc0udd+3RTJpyVSj5fL4nq571VCsxcDro6Cip+teAjyGT1rZZG25ckYdgAcMSrikk5w94F+y70dL3zIJ/xzszfCLXrjzlkDrFx0Hs/L36vp+P+z9267sew6sqjsqtnoX+5ewHk4wMIG+ocXsKbL3g/ag02TFFNS6sLMiniYGNMu25m6UAyRDOoEulJ6aofiyNRZ0GE0EdDKi2pXZmKJ+HDWx+NYrX/lebjBBG24hHHRoUgxcJU97O/havz8/Hx9feX/zS+Oy0gAAAAA/AS4x/xmN/1yGUaC8t3pboi0EnVKXZC2bXnYzf5zER6Vr4o8mHk8Tz7VQZd2HmEs3UnUVJo2zcRAe63zTm/ZqqH0LjzEpw1ivYznqOcBAAC4ses5vEUtbOl2ruh4C5id8z73SaLeV160feJEQMV5qlDpV47raAamhL/thKcWvIuIBuW/SJTPfLYapjApt1P8L29tXxrAyic50PAkJVlHX2hqJPSMbqc5zUFizWuOqNfr9fX1JRRccFABAAAMNLnOV4AL8ZCkCpOSVbGJ+V3v2h0KhwiHONQcmfWENbmd0S4axO7Q/eXT7x7ifa0Fxq6uw6BIRiidLb2wddOL/tXIiwWT0hTirK8U5Utd8qaVH6tfK3qa6fm11GlM231yY3DWl9/96+srt1UUM1Wv47KYz5uyeJqoV8qNXuLMI1WrfOGkN1qpqrjpCrBpiHzLXvMjn5+f//Ef/zHqee7ECvR5Q7klYm82dUA9Y3Lr79T9D6+XNNyVtqeHojRZaMd3LfrBja1QgBMrfFlKXuTc1HnP5itVcAePf4UyCVt145cNMi0qfdYfSqkvThzwPTSnAo2EEp/Pp6B8yy7FTOOsKXcO9H19fWmVV7pE8Fsmdr+OU3hslqRRbqc/vzUxraevocK7RvpC1edX28CloMOPXPrmxudWfjuSoNV1mHlkthSqVq4TXfdsBt+vngcvLpI7Gsg2TWLTcPn18SXbJF4qa2GJY/h9qmv0MhZiyFpgaSzlW7Zh35kkYFTfbXLfzY5FmwVHFkXz85IFjo+x/c86Xrwm+dacC6Ezmdq1GBeMKr9y5bL2qSLstLL7BVE+3vTivPf+dJxRJ8TX5Ml130mfr+ijG6DIDSKHr6G8mkl9Z15e+IyJ08Qvv9GdmiOVzCXtc36L6TC9jv1f+SM1Ctf8yfWx+nq9xP3r27ovYjDFbRo3qodJJmOvxrrX6tvSlcPEoUkjgBT9jW4id3jQfnYx2avvCJd+hyIC8nOez9mkHXJmyw+nfM5nRFZdzJ3Co3y8T8OWhuw+NHMZMqRPc0RSOQCtB2iIcm7Nb+s4HSkjlodr72e4RWXw19dXThvzl/Je76EpqJU/mQVIA3ZcHTgmXJNXtGopEYlJxO9wkTjJD4Kow08Sp74uHzeL3QdqYp2nfO9M9vYyXmyfLZMLdh1qf/FDR1+Vcq8g8sTRfW79cy7OEu+W0iDKR/52NMqd/0EhPp4e3NqFbmA39tJg8lq+saeAreZCAdB7uNHvU37tiO4AMYl6yZp8fn6K3IOrvEKJtMOL4jsU/iUAAMCQk+haJrSy3+AVne3IqT105Rqf2uQIx6TBfDr9Ch2PRIfUzjiOo9acFt0S6rG3bIoi1rSm66HMikhpE18vpXOIazxRc3+52dS54yI1hWJljnpKKfo39jl1FZ94Tv+Kga42zaY993ZExHLlcmGmyyJS9oPU8vnyLeCrpfxb3Ltd8QDVJs7ceshfiEb5SoUPcWbKbH52KP9bn96v33SlcdblfPyY29VhQk8Bj/LxZWNm2Uzt4GdqWNBv5nltvIJmyJ9+mkoDpGRaL3805Gkqg1SVGr68CPJO3olZ40GFfLyWT6eNtU7WMk7lF5LRfUSyOi4GbK/Zt/PFAqYCPzMbMJX1vg5vN+ozmrjFMXXVSn+CtKR4TsstFZXM/cjtJ79i9Au0huRjn295WhJqu9bmmsR1/fuXytxasOXFUybEySt33NjuwUDTMJY8AV47IDqYNRUhL7s+4GRPJ3r4bsBUe+tc6ZY+o2lqPuh1XwGz2n/jjFBiJ1U/kYui2zbMe3JRvEOkjiugil4Dw5/hKR5lXnLg1ERY7f7eUrSz5HknFknQlxaHIoGt+eVjS1ycD/vNIcdWuG6cU+fyjCa3JrA5iaLXqzGZgVyaIB69vKvXW+piVJMzf2ZLrl+lN5vBpphATW7zYXHmWAVsoIac+85D0wbEpKRNwW3ylbWDd36vnRkEJzHn0LX2zUXlahz1mn6SkXk5Uj8X609hQbk7ggQDWuTVXZqTaOdU2ZgnT9PS/U+iHUtmPrRmNXdtxS4WCoVQTL43b3bG/kKHBpQaObyDn8STWnUXqVKm6xmRz7Gk0YwX5bV6s/C7adCFwBLt0L7tGaoJ3r2b3yRo2NyX+FV+ETO70bz4p3/6U+wUJ73cKc4X0ZSAhTY13y3FyZMlnBGqikrXVogjeJkyvKN7x7M3eX7iPDy5X9LB+tbfSZs8Pv1O/OML8d6xBWrS0PSa3W0lp+rUmZKP2qWm3Dkt1nw/lFI9BfFzpqlpYQzfLJryaXHteX99I/Hjr8zbqKTRjXcXnJrAwOHCkMakfLoPO2ZqI+VzLmLiJ3AJh1436RnrPHeIeNf/Bifux3MRw7phXNledzLzQw4DV7tuAc/DbJnvZeTlPfWC4DP9DoDew0t+K5mBUrI4cCfid48lzdfqO6xYp5YDAAAA6ONU1zoCbmn/eSFV2Iekbuxh2Q0xT96nYSqeIvqZ2EXXqFSfqTWRIuEtWvR/pUPJa0NHTYepNjl19ZfuRfS7i6hRfdnhFY83cX1YaUe6J6Im4faMIaY/cctM7PQ7t7M0a5VVEKFM2Vv1YT8/MogXBZxZv/rLUfYDlm0rp/hKn/thu4FTDU6q6MXaYUDWtOMzY4O5/MxhKRsnhZwlkm/RutmpIMM2yW6bEhW0JMRgzh66Z6VTMuogHPg+QjqCyklLmk538iZToadiE1Hfcpg1ScLoc9qhgncFPyeEgE2pnEz/b+tFgEP8zp8fOs/zTnWYnNmaCi5hlVEQkBx10oEnXGuJvkm9wHVnTRwWrUmSi5FtfmWKR3fHhfOJnU0/yNOehbPNPxakro+Ldor0Wv+mYJ4l11dINJg5tzM/WKn+fzDrm/GG87gyF3Exa/kO5/UexI9fYOS6r6a1u91cVgaT/YZ11+3Z0DFWosbvkOmlc7HZIffcZuUej06X+jdefYcKvhetC9+yBQC+d2/TdOOpBDZSPiFnzzl58K6YZl++ZEWSYy5Un7bpEEuTR7dsvZUoXypHDoYfzWa7Y+3wkIKLWPMrWF/HG26ZZj1zzsXDXc0odR3JiybfENRPUJDjrZX4+d3AuyVMLuSUZMpHds18zYHEb9Ke1TKk95gpUb6vTWvruRJKujMhvRO04aYUncf6MKHbN1qJb4TVcRFi2pRAd6jgcokFJrKuuL/tN/rb8nYUFNENcnUx1OzCCiflkEaSonzL6j+fCxz3+tO01AjSuYrgo5Zu2o1dC/eTWcnjX5L9mbGGKlvcrh+lUJLBM95R9PQ8bKqzV8O2lDovrPBhWkhMAm++F38dzmzrl+WZe7RRlTPwRIFLz6CTX1A6vJDYGWRPOQ1UYs6R2VmKnLRLXyKYgcqSfEsQ48kp3+v1Ske9VRfPCHcJdJ+GZWP4vLQpuVkT9kOQHpGwg/SV28NRdnmTQ5SLoJRivI6tiTCDfBLz0qVS5qvPI6+2hR95VxOEQbgN9wDfi2lFE7vWv8Q0cbJXX9F3LWc7h1jiLx6eChekcbye+ufzmQdzfT3kM3KSsb9zKNCcbicIYaqYlKRWa2Yk7OCY97J9J3S0IOTsQRNau2ekWc/PXekZKi87dR/CK3qWQrGzr8TLERhcHM1+q65lPjHoWNLgiotNor4NrPkpsL4IeyoV5KkjqOzUGPNSH3Y/gZD8vZh9PkWPRO5vb3xO/xD0OzSsqacoOaKcP/P8RPPzU+N+z5jGwtw8dAPEK0rvd6Dqcs/v3xDr4yqa7wt87vjqXgMZsu6wUs8Ag5Arnp1L+TDmpo6Z50nPw29kunM7dx38zjn6DgYEiZ03s5Cm/4BZvsSe0vItod7I1BJPrO7movaEt8LSBWafDBGEM8xCMK1sz0n1soVkDgsfT17Lt+tIel7UjvBbuttc1zllWt0q8LcJgZaOcFPuRZwZdzryTVkz03F3RmY48TvZKKWk6hnZ/tC/Bd9rVdPt2AIL3LJ3DoAg+HNdq1ifWYdA3yRjMqQj3IW2obD8lWkv8Rk4PbZW7AxyTAvKLZTt+QiYO33Bk5u0JdezbFwYz4CulQ59ikXG7x6Se5N3OZsufHFayqX8h8PfUBMkufrJp983B4600tSdzleKjPkej6PwWWO4m4z7GW0nMzEy8srkrflE19NWxbbF29ORTBBu8Y2b3/SNNkjCFee0lDqI2VxP+Wo67ooWXBGohXMaOn0azP+NpsysP28620JTMI6/RxEREu0ktfO0VceFuzS8z2FJfHEIS69ifcH9eJMr64V4M6V+nthJtxfIUTlkF0LrMv1JF7yrW8NNGxV8HpYW9EX5msoPKtdqia7H38j8pBf3iwNFuqdWGtT7Z2/CDVpvMcAZws5pSQYcUb4IpEL827zKDJXG5fvoZopHaizbjjY7qZDYGYcaJFZLn49gLnPoOzBjE+J0spW5GLgczkbKly6n4SlugG5vUuv1oACT/r0JBzbFPK+ojEIn6CXkefPeLDVOBAAglJ3EIACTDqxbOhXBPW1T8CLmYGa+F8SrecZffORR8YsHnrl3py1HVwVCH+JNzq2T5WGc8tEwpvvKc3Oy8Xg86m3f1HDfeVOeerVJFw8+sT5+Uo5yN2drt8AhdqLi71Avfd1Za9UrFoU9CPRt32v8i1q+LmD7ZVpF4plLagvXDfRR7VmOSolyvmiUL0f5dK6NqY86qbTvsMkkUT7Rmm/X8o7F+sx6Et4gUt9A3Cm906R8/KjTmQZ7q1AmpT8N4X6c9cVvMtNBBrgqFP23VT96O1nV36LDVXsDG50VMeyidt9pO9Ehdd1HyCPs3Cu6nhsZODB2ZrkNFI7XveWdr7u/hP+mffTtlENoMnMnLf1J96g5pOL3G6TnLLVij/NG3EkWlI97j+tbNYivZM+TMxf9I1rEZPbYPvdufr8UmEf58vVDUqKFlzPih5PKF7TzghHuk/aSHz6S3DTTt6gZAC2he/C9ksdDLyuygk02Ysq6HC6hyuqFDuouHia/Qn4pcfxsmUcaLp53zRWiK6npGYmUSX7Pe4Y+OlYmSGDAmdIX7To7xrwsLl3rAMMnyJwRMewlVfapZK/1l9N1JLln/AgoOSfLKFNNqba+SxW+k1PIFyQBh8t1knzLloNMD7hI/BHx0iBpqM/WFb9+NClIukt9ddcdRkmO/7wducSgmUSl3hsT3sClA8Lm1jNfX0gc7Xpx/9iuua2gJ8+KNXG6C+YdmmV1fXGIUk5gcH2C94RzidY9XyASa86FVNEO29yk2AK7zIiO7wVR7KxhTX4tX2tKYeXhfn7YSyEWHqs8lG8ZlYfVukjS7yirqXlxeFkwaV05Ci4iy6zmjmnB4o+Y4VlqEHmnQ8vsOEcOpWg0eVH6uv3ho7WXmQpTRlIkIpYWodPdYT2nKp2y2yeO3/KaaT9hd+LbchI/kTVCCjHQPYOpXFFTohNABKLOHZ5SMDbCehMVYnTO6uvUSrI6L6VwyMvW53ZunBqhdtE0/gtcF76eaRijBaue/gIqBU/mrV1N+URPw7siL+Wvry8zt/OKh9ZwouXfM/l/5fv729mEt2F93Ny8Xi99vjozJTb7yVFy+jLVWxVqVplYCmvpeJ69mHkhwSVCx6VGjjdWNkqFdq+mrehrnwgEpHzmDFI7X0En/G7awAzu5B/rwksOFYPlZygFmg4vjHZdmx5+QAvS8G4ZujVfNA+ZOjQcMpc1ucFmPy0RMtXSMntzbUKzqWitQhYsa/RpmLpR32psb3PJzY/bvY9xWG0LAEAQ64dBuNZRdZWT6JZ9Gq7SKkmwboxnB54D98PY3xCwQeSkA4kuMKjL5NRTbeMt1JA/3XFNwj9PQb8buwXiqpt3F6ABOezePvAuvGPK+I/kiB+91MpsTyrCptRrUtMdqA828HX89q+VFcI3uCaoPJjO596AXSyYRP9bplq6KBLjsvvAxnksyauG7RBATK+UW3i+WLQ7ttY3UHojUFanFh3ZpZ2WfmdkvP7A7JNhnnHz9HK0oHf63WtAqJA4Ip8XZn0n12upx4XO1bnHEctXiU4bS+1XX8sSyrvx//3Xf+H8A4DZ+P//z//BIHB37QzlA6OLw/Qq/SdHuyWO1/U+8+V8TCt2RpgU8zK0Jr50mNQ61kk7P1aiAo2n14ZKfiatVKHYuZ2UmkMqKJ/QmQ9ysjwPX8+RUux+dD8j3xy4mxlK3l2AJAHFbqy0DnBNAAAY6FJc/QXrndHSxTCM6oL58kN25x0JDPIWx6aJb6S1spCtD28qdu5Vgj3553RgSkh/R1tUvE9D9wgM78aufzm1lws7mLWsb/EiFtKxd03J4H2oeeZYzRq9Svo7Tl8ACLUT8eI+8YPJut8hi02xfqPVBNhF4ZMWcN64B7UWlJPxWFluoMNT6xch+Zzpd4iPe9pBTB9/DB4XMUnBmlbspUVOlxdcDif4nn1usQ48yd5MitUDd6GTWMdCTcvIy/m6t9z2rpSHJy6OWACIs0lvT2n6Xl+YLL9ZKGjhqGmqOR3qqzSBvUe/KZZr9kKIKd8iij8n9Q060+HwzMc0WdLCGRu5X6l9/Pf399fXV2WnuxlWuuS9JytL1qF8cYJYz722Q0zS4/EQbQ1viTz9f//9N5cEfIdTAQCAXTYHgwDEPDLO+5q6lg8LfsER70uClcrbDrsdbPQl6Pl5q57rzhSnT4nlIsYXSqQkOEfjcGODPq0cIxI7I4/ts8NX6Ehr9tMAeG7x7esrSFNRtw5vLTJBvykAAGps+C1tQun2tN5rvJASMuAvb836nDoc3FFO3YOCbIhvhdLQ1n1leXe+ju1frzVyKJnhF5JV5taKFxElVDELqYhvE+UzR3VLcsEesrMAACAASURBVL4ezFJiZ9jagWf9G5pP3NpHVaus6orSe5xD4h3FHYaZLL5L7b1jucMNAoAL2aJbojX3b1QbEqyrZau0clrv0Zg0/i5z/BzuxpBSHZ+gFKwDM5dp4U8uFFzqn/bkeznWrDWywsOV4mM60BdBRyepWj7ep0HkoK6/x9RTIwoj4yu4NLA+8eaVdav1+st5vHJW55sY7ibFzji3BU3X57hJBYA4PvQ7cL9Dm3NyWEAqZizU1lvjEt/D7Cw49J17f+4Kl0J8gp+HchJ4yIvKyZpMQX2Smh+OrqSaJi30f5bXnuXA1PCSxT7i7VM+oh6O5MyCrsJ6L+R6NKJ/Fzopnq2TVC+QXZN7c1gBeTMbamaKB6d8oHAAcCcSeCeq0G2dTlaRYV1NPWtq+jpUtuYD+lzemqpL0dXAzI0M24ddVyrxhuxNBKOD8lVefKSKTE79v+YDCMoX2UPW3dgdNZd5qi0O5RMh02s5yc+BQyPo++EP5lHLdPl+7ELT47yUK4uD19Q3zhhzsEQAANNb7C40dZGNr5b8VgvV92sPA0eYmqlz0XTQa/+YVz2F8vS0hyYon/8jHaoKvjLwDDeMp5IFdLZF2JOifLmcT1wTUMRvsWOsrzA4fxZXHpc4KT43zvdtCvlqQFE+kCIAAAAAAO5NIy9Ey3U39jtNBFdwiTwFwZ1ks93F5dCc4Vl/geF8nXPluxI/Gqtvhj7JgfhDZFa74tgDgC0n01u9b+WpZH69sggZ1mzGlImb/soUIfJcEehbs6cOZfy0YueHhRSs5l84LUJW3X/9+i8e+skDTY2po/N4PHKgNaazTVE+ErwQq6heSfXM6qo8BXK89KKJnT2sT4cy0+8Isqiq52I7/Ft51DTlu435FsUJNRcYpfU6cFnPfl/EMAEg4IEK3lv6YneeJ2wdLjVgT4REOfdwSqwvrN8idDuTK7M3hPJVmus+uSM+NWarjFDTwQUvxKLSip0dg3+eBNIzOIWRZkO7mMbqOXCASkuQXzzcLMqnK55FsriO8pVuNP0btQjehmNicBIDQFjrdLOX4rZ0sZoL+N7AgerQsRBO2MmWD4Aeq3pNC+frMeVbklV8JVjf3vsFp8+hbwlNkUVBUbb4aeaQckZEcRHRp2EU3256TnMYed+ReyQXPJtWpJ+6qY2y0JPlUqf6euOiN9Mi0sVvKWoSO0+uoTiNHED8AGA77qfYmcpqHzUyg+koync4YrBscRYDF0nHvCxm6f7e5GTDD/FF8PRKIb691vh82pToJpcT6yJEC0qrhYt25i8edkGo0ctpeuXSXQAh95bTUT7n3IlsnZ5T51iQOi7ldJizey2/RGe6tpbz3eD1BxovAACAZAUifOFykIF7kA1TDRKFfNH2I48gVc7RRseAHoyq+DTr076cf0m0oHNA6WPOw/AG4rsGnFicuZfzFHBl+1JW54KV7NBFniL7drG+1qWjM6SFgG8cWzDEmvAqvsT6NOirjlbD0aERPHw2NYcX7w7KBwDAjINZ3xA7RebnLeSFKjTuSvnM4zVm0uCbTEGJ8okSsqTkdqJ1Y+dPzjtp8ceusQwDDULfEIlkOv5UojXf9vogcxnkEN/X15eu5UubRA1pPYtgVY71xVzSc1nfGdxbrtNcOrwh+41f/E5hWwAAAAAAzvgDl3jU+ubJ1wL15Ys8ESKrM+xI3jK5oJP1OR0JdUFqLufTxM8MrF/a0nGyR4G+M5cWTR0/O6av/mOm8rKT0VFZIA4AAFBjhVqTCMaWWyDiN3Vyk5vSIoADZezIN/1ISUuJvDsRNAsyX/wZSk0akuoMXpKO3F4MXPr9xPd49lkEq6W1W6gVe819wZpX4KuCyLNZy/eOrI8Pgd4YwpTzWLNDF68oBckfWPO9kxt4RmJn96o9TLbWOdk4mwEAOG+sHAHk+r58o54HxG8S5RBjK/wKUL69lM+8gklW8q1Z8RHkrbnmgtMK0r+PGOuYdd+Pm8VyvAJNvPWusFXe1zwukinf9/e3+Uj+aJ+8tnN+VYm2iMV8g25zz/M2oiSwRquQ4qR3iv+Iq1+R1VnKd69fvpN0gU7KQ+lXOHw7HNIAAMx2VZ3DuMlsHn4YxG8gSsp+WiMNp8kuyucrkF+l5PJHoYPvpTCCjWZrQR5ujbnquGJnzehNurwzV6mWP73rTdOsfn184PJavLfWvwj0aVKkD7NutyPOge2cx2B9AAAscFKdBr6gZ5GnVUxcqf+T1lTE5G7fgFwrsnUidrnR+V7ebHNXSZamWpj6MTEVRzjrC2UDiTgJyqddxKlaqY6zSkuCAlS5JE3YnNsYnGc66oXKw1alawZtjvPAPZ/P0iaPnwdYSWNoBwrKly5V2Vw/IDVvJMYKxzMAANq0VloG0fe10hXoMDtNzwPu0eS5lrI6TR5oji0uEBdMzWHje0GQaqQvu+lNh0NSalzO9dXNF0knah07jEC3tkKptYDuJrfXwS61Yu8jUZPS3EwRVKJ8Tovyy7O+w8FydpcZAM0Dd+PjUJxPPFP5lnxPvHh9ExhUYgAAAAD1ri2VJ5FPBmq9EaUT/BLtyyjKJLIKL7o1xHczOeGBqWiDT+P/9fUVU9OeBG9ycmLYwVzE+sxLhZpETSLKU7NyIyAnDIji4CZrOPZj3Rb88E/r67HKPFWwPgAAmuxMmt/2E0Ri/ZzWjP9hhRgmLsIkVjZk377SKL7XuoT2inaYryNSHkpFlaH2C3nI9eo4W1iDOZh3dVyf9UswKeEm/kWehS/aXNxm7Eo5AyUV4IAOSkclN81vicz70FkHAAAAh6ZJl6+AAFxxBk1HFoXfMR2bdFTyE2ffmcmZ2kkreWilBRnh7fw8Vd6KPQjx1kqhHx8fPChCUb5S8uDilSMeWA/mje3ScazPkTYS40IDR+qxdzKF+t23ZyqfOZJr1nTpeq/1BeGcAQBQaQCJ7Gn7U7K0IITR+F6lp65zO1M5zII53TWnYhaiBfrMRxWUz/yMWZ203YyYjyTeQsRXAlag5aelVuylx1uzwcXQCf4savnSHRVcalkfjVepB7degrzBxV1T+3iUL7M+Ir2VrzykS/uZI7ljXnS5RT0Q7gMAoMmsmZphoHxXoXxNt4paeh7zuHc2ncTaOJTPScMTqViVJihORZIjJUiDX2qKtt2qa4FDXR80tVi3KcIhmMu9cztrWV8NbTAH7sYGsbSgBUda4BuNOqQPH+DMG+HwBgCg0ij5/cF8GxWE87yJ3Tvf7FsQCbof1Kcq5KCDuPWhokmOk2YmdjoGZAHl69svTvfw7XOhL274yGeNQ+J4/hYe9S6HlI+H+EjEhYb0HRLOn0NswSXUnEatJ92K/R1sPQAAAABMOmVw0MAZGOWnma3YL+15miG+yA9cirJGW8+3V+zsYX1+OZ/gyum+ifhkR8xM5eE1bNsDfRliSzT9+L1zowEAGG6UmiwMDEt8eiBEWR3KV+oCBbmXlRswlTVXOdMIVUgmXBShqa4/Uyk/vtf10j/I+zRoThjKSday9uJ1IiSyCeaS3kZZ6umPS6m4gvdtE+V839/fd7q303ritKBFG4OTCdZOV4x5a9H/zVrUKH++vk5vtvw6AAD39kErPTMwwLAHqEkqzDqx9ScgUDODMa/yzWt33o09/e4YTP8odWmPZka01CTvJqclajZuE8rhpChftNZ84kkEc+HiLunul03P+hNXb488ZLkh+0UP3VI8SuuXcsVO5w5j+/3QySulmtx9BPEAABhl2fxYX2tzrZjv+D6msl48TIh2OrIc2C+LPR89TXGK+pxyPjPKt+WxO7KifNFUoijOL1kpkaJBGXCmgst6rdTSZZMo53tDJ/Y4w9OMfnLKx+8e7ne88eJgyu3U65U+5rz+oWzU4qHjgkV6cvXDfH5+NsXuUKoBAEDNwezr7DlG8rqc8AYoxfFqzgXBJcSvMlsEY8DnzWMqN9LI1/qpLCwZ58m/vr6E1yoWqt8apM+AdMeFxMPzJ+S/kPhenghid0JwcllGmIiJEeWjEB+FRpwWLFO7sPoXTzo/8d2Uop6tS9Ns0pAum4NxONM1ip3x/Sozci3+EU2hCwCAN2SAMEGXm7J6h5jTPMz1rjkyo+sRQmSHpsC8ZYgWEK58GFElJHxOGoEgUSndNpC38hKaF32raIjuvRM4/VB4T5vw2TeygvLd3m7eTBLKtC8AAAAAsNKPBC5EVODDbNkm0SiKGUyLL2sPypfxbNpUulvIDYavVETOQ3yOJFGo462Ub8Of3LwOSRXp++CHAADM8BgmGU/wipVkwJxZp07sTbQT4s+dOUdBrvXNbDIhuFBvQGaUk3UkOZs/ZQapKMoXao9owQvTSTbZwbIgv/Zvc4osJy/vaXaeNZSPlBsrKd+1zlpn4gXrc4xIBJGrJgF0R505QTkNAICtBqrGlm5RYAfOnK26og+jtIulOxsnwhxpqTxx7W4ypdIviSz4pPNU8+A/n0/dPbykIDjvBYU3yPlSruJLf6RcztjzIc9PXjofH65Ckn7rWbynlWjo1+f05buu+S7tJX2HIWziFfPI05GcWqVGM45qAAC6bZQ4m8mqDNR5g40KyPcmsRSgYzD9pnx707h8aXSerOTE+g4ffvjb9S1m/fxCKzEFUAMWuh75GXIVX1bQ0Y70roYfPz8/fNCEYicOi5TSx7/+9S/nCpZP9vP51EWlM/R29rI+bkq+vr4oX1mYRecipGlJzcgxcEa19HUev10/4IJpayWxpuEd2IfnsBTe/0Ey3+K4GvgwQbwNuvlz8m0q8wJCBXBq/lxrXF2coIdLV6yoi/rKouXpySWhxy14m4Sr34qePICEXOcWiU5TyexOXO7wtNKtd/Uc8Sa9Ora25VgpUUHeKkBTjoFbsvKTTeND7ex0xDI72/RfZxzWzwU5My8G89n8xNpJ0kHUSZuGNPM90Y3dsQzr3a2BQqykr+Pjefhb8jOJxM4aK38l7qsCfaRCW+rOd7lzwrkPW3m355A0Th5K26CmI42pLLz4+oD+l4z7jTOa+NvxjZPqNHLf8bJNtWOi1fImAXZ+Nvu7tfJeAMG9yMZBN2noMOzAPMbItdkjXC05ETyiefyCOH+FmkxccYL4BuGzIKZj/U4RfM+RtaeWEqkxU6z+jWpqOOkWoIbypffLOHhSYw2zlpQvwSDmYLhl4WuUfFYzalGS2U3levSB+3PBsO89eoX7W3oq4SnWd5t1bln63vow0desRiiZe/8+L/imE5uopBh0flMsvoIpkdL6+J6vyv1W3uc81Zb4dwdxZPGXnTW8q1jlJTQwe758s7yFTpinuZOs5CR21tuBXREz/2F4OmKlh7nFZ6YODc4jmXOxIJWMIgeUJXu5u4AVrK90v0Ke3F37NJT0Z3XXkRsvmmgqrGT4eObAjONw7FuXflteUe/T5iT9uRQ0OynB+Ab0RfCmwOUoJTBq/CmZK86WdI4MIRR5M3siSkJimuvsIedW7NFGngI5f/3111s5XW2sr8YF5xkapQ156fGlnBMzyleZnneYVbhsiJy0aXG7FrD3Bh/t7f5BKa57OKfi4Skp5d6NYnjk3FTc7t4U98gyqOlqfVcvsy9DqbXsE4iznn35Fszj7DOL53Bxn5ifYiLzNuC7mIILparRgTeMrT/erZrOD01eVBnndOBZ2ZnvOW3MKh+++10O/QrR1x52psj6zCnkrRque+g6WQSiGImzvvoFGlDL1K/r48WZkWfz8/OT5qLVV9CvVjIWk4iELn/Nq0tk7U99ho1LjhK6Doszm8r/trPZjocROUva5RruryyedCfKbbK+la4YsPf+wqwYf89S3mUT0bHRzAkKNUdcakEIqsdfS6ZcovbHDlnfRpCHnCmfKcK8eCJKsQ3dVBxWwmZ92hYTY77xwPGuL7rL5J0on94YkedUR03Ns81/BZP4nXHfz9xI0X/ztuLXe3t10masN3ESa+E4s0yujweuV+sZOES38TvFXGsvxywaPxyQezQHeh+aoeeLA4mdK+elZH7NKFlM1seXjVPLN9yZWSyrHqRbhk+ueKCvdI6vMdeH+QUiWAXLU2R9JREXHuW7QW6GXgGlvnx+ZlFYETknkKXbrcQn5Jkg+V0oHFmXEvHbyBMo4pfuXiyq71Z8S1Ii5K3cPvKFS8knu9+xVCJ+NW7Wm2R1XvE8PRSvMjs0gK7Png7/VrS0AUV8aWBMftTxwcU5DuVDhliMIU2V6h+SCx1FO8h4UIQ7yf7lwmy+5+vDiUBfQhWxyfq0H0xDVqqGvKLIskl1eEonFacert2AlG9js5F5Rj9n3na8jj7w1k+T/8BZ3+XelqUjYGveIB7G9NZ4z4cZmE3uyJ384FLwvPKQHmJaLz2eVzlP640weQ7gextn4bBXU+QJ4iEmUXrTpKhcWV5+ZihOUj4xF3Hyn/mdgsitdWpBl4X4TJEF3lFcl1QA/4/16TnzKd/9bKjuDA6Ecih1y5o7Hd6wR++5qgEAAGCF3nkK4ideldQuwg5mPc9/X9bHvU9RBHkbMVxzEfAQn5AkOhPli5BGbD7AJYJLZtdmmpGS6TETdzva963ksfm/Nyg4Pnx4+kCW5/FnPCZJPtlR+hLJ4aOm3kkn6xiEmsAv/NddZ4qp4XToeGG+Zs+L/wE+R6aaVIRponzOygcTKllpbUPXDvCUupjriiw5787nm/EZY14zwof5icAv1pf9MGpoyGv5Ss7NtYa1lOPnZ4pXavRfxf8wMzquMo/nn3OjQGIpHYVktTP3S7dIyj08oW/wpkO24Z3eyOHG9du56ULtiiUGN2YdHxb4wepX+QIrOclhVmGQ3EIt32JqAukvBs9ZLU1EzE1RSq81k1HXjLz+K7rXgH5I4Bfro2ESIb5r6c45FUHOj5hdR+qJXFN++YwbDrMFltkX+7qF9Y7HIP7Rqv5fKebZN2KHFoeK1K94k9K0XPUMvl6vvh9PbtBvWQ1n097khuV+XEUrKjmKC90B0rBe0aQVtbf82Bx5UyvLVJ8XlO99JnHS1PSNWGlmOzK51k+Z35pv8WMfupGVT3XYKnl9cFJLiAv3uElBZ/hlXOkakeufHwoF437QYH2iwcVtRCZ4opF4KWFTOuKZoQQGDvfkhabVHDQefObl3T4NKM3sGdvUentkXuMJaSzxjvczUtoRLGXqXqjwuul0uf3BI+r+W+ex6aINp/iZnXjYyjWVr9VKu1VIEZaifMB2f4A8Pc3YQy1Op09DKiQWdrzC1LfmR56gdnmbxPTK6LG/v7+pSUPJnq93g4UfRVmdkI9qY325Ix+XvrnoeVZzCcH1Z/OavuIr18esbpbo/Hg8yB4JtyPVdW6YejXVvWIzg+VXgLfUrTkkzzEVg53Exfqaxrd1NEO5YuAD9dcWpZiAMLO8NimO9P9bMXmfn/Oy6jxZfVczsw9B/lRNlK/yA93L0ln8lfuLD3WQ7uE8A0X0aeAhvpM5CKNkUU2X4N2EJ0eyvufz+VbeSeYMOsfsxkfCbWDKgdxmZcJyAQBwrfNFVIWA8kU+Pa8ib3jXVUTyGWHfURfyBR9MUL4e1sdTy+5X/iiKEIjyxYlZdxtE565OlBLdrDnY4UuV+vWVKoXO3GCduUEUv4F0le565tG1IqUYmW5ia8w2pv/xJkeRaO5cY5ScL+L83ntKimWvkwBNOQqzITKmcr2BcrRbojl42lDwwo2OGoo1Vu4GLEWkm/I8OJLrFKzPD592KGKkLlFu3seL82eYmmbWN8SFDXg5JAwc9WkQ2XRN/kfA5eVr6d6M8uVJ1AlF5hFS09f7/JyOOkf5Ql0sirXlyMnnDT/jfbK3uFKoRqf+8NbgHSiNyMuqd86WtfcFWu8yarrj6B7TmMqwlI8XxsecINEHvPSczv8uSz6svDFxKF9ACTcul2AG+hw/Z/H2100aUEXczPr2XqLMpkPU582s5TvTly++Y30/5LxcOsl8wcDD3jI1/LB+zGcoht11KvUGLEWKtkT5Wqfy8NS56zyKa5dKizRJPQsYvvL9inE/dnSz4uTL0XhNy6PJt2jKUZkhvJhmlApczbfwiYrZ8GDxyatvCjjlOxRhPvRPKt+rXqJZCwUjxDee9d1mNHlLtEz5KNDnaGZ0pyetP5LNPJwbbwahGicslNmZ/TDiV9nvoaaIvCkvxQxtJRbrE2GxC+lbHg6g2be9kr3PIHJ9+Q7++fcOapN+iK/eOQPli8kcnKV+GOUD5ds1X2KCDjfd9pkiviGK9itDeSfVO/t0uR3jr/0xLo8fquMoZ33fDDVD16e1U7OYhbqMOFJpJHEu9LO+e4ydXov8H5SsXGkxr+JzmMQvvUGMiP/v4/EQmSGVCeXzpqODxOrqvptNIo+9a1PO81pj8ltfvJ5O8Xc7ik5W4JT6sANbVvJhM0xdy2c6xMi5Wjx9ZvvyyIdIZU/I4SLJfQMizPthDTMhT0HWyXea421cRaJPQyn71Lm6HWjMnYxlivIJ/oxePh34fIeXhLbYbVhfqaHfnQLUmGgAAGDHAOCWHguc5O7BBMc7j+cNzgYKI+hus3///TcFgmrS/y5RR2Tuh3T38qHkXi+JzrNNg1zTOM5ss55O3B36Blfcut2V0/LpI30XHXbQCa7mPWJTfm/rBjQrIvz9+M6+Tt/HQBUWb8B6WRdfvqXGVgMd0+QHTp2UpVJDtpV7TaTq6eAM143ctff7fAYflNKZK9CSVdOxZYOYbsaQ8W815iURV+1f5ag1xUthHC7P+iY5HHmP5dVMrflGcbw4PaPFNnjPuxCacU78aijZjMYApax3s3LsMOfNLKe5nGdcMwtE7T4+PvKGHXgfNPZFzEl5k91Xwxm6KR/YQpytqmdWt5Zu7dIBrNl9lfw8wuvUNwkQ313stvnLviSvEF/etn78x9ZVHo62OGTNjhcwMm/H+kwVdVoHdIGRwVvWpGA3yjUPo4sV+Str4/KGF67ZNOhuPz77KtWSHcrAzLN04h40sQqNsGt4yOtTrE+8IC8IdPjwmf1V8+P8KDLrT+5K+fR04NR8E14hticF5A9ZHzBwCkyDX6J8wjkOtVvF0cZZX4onqXDYvIfHMPmJ8MkQcHVxjspZn2DUPv0blZ6WyreomvKh6vt9WZ+QMBEJA+mPfEuGqUe08t5iFN9z7I55BTuPn0T2TWsEOZ3GAPUN4g7n7rC/jZ+gaOZ8prv3cOeLmSd2+jPL+8zO28J+MzpfFvg2/mhrk4YgDtxt2FfHYA7pBKNjF3C/5s04t2POZZNOej+co8Xb0HxOk/Lpx9tIApvEbIVJFCwlrBnPw2625iv52+mowmIgD+TOAL/IwDnypqzPWZpcj4gnK5s+WX0D0DiUD4exPxq8iZ++hGslfgNvKFqtXipELO+kS2QKNNMk+pV7lcLZsy+exDZ8Qw+1Rl0dmTkx2WPNh82LRczjMoJReecoRO0jewK8T4POiqQ8/2iUr2Y8eZRv1+44zHwhvl1ykFJdQcp54ueENIjsacVOGA2wviQukL6+vii9k8tMN+2QZU0/O7aELuRLuHlVgV99rjgjuYX4HQYDzVve24eSfEezfmukxn6MfYfrOxxCopPvGV6HMzss5fP5XmUGBDB8apyWmCLKF1bIWpx0nHLQd7Nzb1qYUb0ZhtyzlyhK/i/1Fdg4EYcaKqSgI3zIjqapZ17ToXyU1pTHk9/gO848UI/7jCDdYfDETsj+vCFEIdylX0QnxryDJ1Qq4AYAYLH9wRkafI4uRMJ1iOlOLkfwA0snQMVf2MAMXC/WZ+bsUY547jVZOrFqImMRVpuTZmCmOAuP+Z1vZPndFd0MiXplPZhO9O98aoGTC+HoHYtcnfpQ2NWJX35xrWqTuipVJp1w2tm6JSE/HPz6XCyc4tuPj/ofEeGjmsxqYKxtqcnvcBQ7Sw0b1r+LiPLpBBxKz9HranhWYceW8XM+eW6tOLmigQscdlvmScllIrczR/lqygeAt2B9JucRIT4e6hG54+a+vdbaEn6/Ts5+5x2iSwVMmndIqscemY6CizjdtUZRUtJbqaUVxCW2sPldztj9n13s34hd9lbdGlKXGhbO7MtNMbefjowkZnbS4VWi2aUOAYfezl7iRxVl5mklKF/8OlJTtDP4XhBBkdKickZ7kpoLuTfU5JAGU7hDpbJP4C1YH608CvHlBe0Yu9JC9y9yZt8kmR9zKmhFLCtOhMHpkZBS+uc//4nNBtwb//jHP+7ha4rDuI+31/8hoNvStup5VmaROOV8qCEfNXetMtGH5Hz71DiNDU72AT9pMQ7bMFS6ManQTW4xxy5ZAPPhafCJ8o31b0u/ylREd4wSj/JxBZc0WTsUrG8PcztzgcQpn7nsHBJYs+gXOyi++ojZqpIL3W73FAEAuDS4HlJNH/a+W3nYjdkzqM11kyg0wrbrp0x0pXJACoeTklMOnTR/jfGn4mrq6U8Cv5lRXLPSFscATa+SS0w/Ho/H4zHV1z35/N/f31njkKamI2hfGnaTf5YKjsyBpb/+eDyez+dhnwbYn8uzvj7jyJWIeJqyf9+w8m7pkMjdhkQJao2bGAC4nFHVIYjuov/D/E+YiOHmt9L2mrLAJt+Dgsv6eUx1DdlLiZ0Rrqd13KkmYhnK7XFaH4tp2ljFV2pWJBYJKZmTkzybIZtHSYn7cU3OyCK0YH2BrCQ15TNbsQMAAAAAANwGwWm5uFm48RXPJVgKV9AJ+7S3EV0H65vI94jyfX19meoX+sJm13oa3iUm7KRoow8AwFVcyfQ76+Zka77DvwWsPGKcT1KyBr93L2k8AGumknx0kSynhVUXnLw6abO0nITqRmWfhghyek5xmmn0SL5lYzd2HU3luZFC8KLJH579UnxJkHYLYn1gfcXlosPWdPVyxfO4prybXi1OojP9UVGljQsbALi661nfaASM7urMUPC9FE8n7MZXLaWyMWemSifs4vny/xw5aYdr7xLWQyijcsq3cF6LJAAAIABJREFU/pkdns+9MpK1N1Ph/PYY3TbfKfMz7wi4/GkcUSKwvogeibma4whJtyp2mt/iBsVJ447wvrxQOHjLGgAAfLKnO8Fcy0V7Zy532Jmm5PaZffkwxQuIX/1nzF5Ey/ZjvVcjQnxmbmG0xgxO41z+AZ6LuH13CHUWTpkoylfvJE+dEYfyoZAYrO9g3XwzpKOI/HYdl/M2NHhPMK7LnAJUOQMAMGRHO1a0e2vDJuw6VkqK7XC5Ak6fk9sZnK+SM5D9gXoFkav0Sd4b5TscPRr/LNr5er0EZRXXeU4K9+y3030O0YgPrM8AxawPW/ONtWVbLKmO7wXcEiIdhe75ct8V7C4AuBxb6O7Rt7dW5G2nrD7gI8rGtIjCYbMyYOxxX3P5K8r5dk2QszZEXzjK/XHaDgdcZn6lXB7/x+Oxne+J9uUm5aZuGX3xj6kvSDaHKvqoDRtsAlhflfUBMDsAAAAAAGx3AO7nA1zl+oNYX9hZ4MkFAZU4wPpCkIQfhn//+998NfObjNYKB/Eb9hKeUsfSUOWt+t7u77//LonC5WCsUIQDACCUi5D/oQWZHCuKPJzIx2Wl/8p1IDGb66ePOn2XBp++FVbYkJ6fgnu8kKzbrV/m8OhoZEl0pDQLoRRudRszc/BnJMc5LUBLC5sndgYvYgLr22NcBPouY+LLQ5XsPm2t7nj9vKPrcNawkwEgApp6eXf82qvY23vPrK/Cou8ThVwnZm3L9JmOjablpaKslctMd5B3fDNfNcTJ8xxuVSpHrET5BIPa69joomsun+NTr9L/1tdelma58lgpFUYe9p0H3oX1cbEQsaCjVfQ1LVMnfTwdSXXtYqSiVYOID5TmDhsMAILY0tL27Cu/AUOIOcWOZoPp6sFKh72FiVPwltyOdtwfEL0E41gJc5x1iE/sHeGMRWgtqF+KZ3UKn23LFJj3FBowAmB9ReZAa1qsKkdm+kz1av2leP3HzLY8+hli6rUI/ulrqIpPInsbAC7BBiuvgXFaX5fqw+u6xDTFdAbMaAz30GoUO8+81PoBid89XHQyM1vz7TpBTLPDczsBsL5f9xO6TwNJEvlZjh0+yhm62Ef5nF0Rc5UIka7662HifthpABDKV+iT7Uba9kWBu/awDCo+5St5NaQYqUNMYznbvAEpBQ/4NomQeGU+sFDsTFFv5bj8KYwPWJ/tkVAaIa3pQ2rXrWvM/Zh6n6YjEuhfigTcCVxUVySONz0tkogAII6v5l/c4Ei+OpcwM/NB+WJOWSkeqzfj9loy0087rPVI5/IFdiUo8gq0gObR7MsX0HojtxOsr4348TsMIIKVwVwAAABclBACwafpKm5xR+LPhabgEoOfdTsjjz+YHlhfM9/TYev61dMajGot52t9rzOGfuOeIWlm3774KWHYZgAQysbW7GIc1ZdzWM3cXSGah2mNRsUPswqD2A2+xkpRvkOHLUKgr6Tski4Sm+JOcunVlj02lf/oP11S7ATA+uRq5kiqh8Fwy2Jaq9mveaG+n1oUuGYPaz1xAACisb561Rb9AezrXc53vUNGchTwui7BAwPOlND7FcrqureE02Jq0q398PHnmCod3wEhdcH5an3/jDUXBLovH6wQWJ9cJZz1bdls/p45U8tXIn5hz2Oy4DVXes5wwTUEgF3EQDtkrT5W6VvY1xF4nfODqKW51rQ2zdTsRla+S8DRpPzUrZuwMnIlKJ/p6mykgqWL+OFHRtMC1gMljA9MEFjf/64wvnZ5JqFuUy7WZd9NUvfiMwnhGdcnIOujh6GUfU75OlxDAAAieJyc9R1KRAS/kn9nOJUI/NxElO8Su7Ik3BJtyX18fJAn4FT0dS+2xe/ueG4/Pz+VvaaiaWaajHrB45WWgdPmMbLcKFjf9LXCc4Jz4xFtTSoXx65AdnwbV/kKfJfqjp8lygq/EADCEgMh2om+C1fnCZWWHJTvEvOob36DO8Sc7zkXEBddddSOokY6ddc70u5+PB41xG8ZZfXzvGCIwPoMa2IWp97eMwMAANhIGID7HS7I7QQWUNb7WZW+3lTrNzgFJMMqq+eYcH5OWCGwPrkySIW2tD5GXSZt6f1iShvFpH8iOOAUByPKBwABvTEzl8YsusCIXd3ndjzCkhwFEG02BTkPO1niBsGp/qIldzkjI2J9WYwkmm9Dm5qegffri3AFQP/IuXs0hriEelPWJ1YJUb6Slq5ZsdqhMD6w2vUk1Yy89Gm0c9C1FKAPm3MLAED6nWDTKqKLbbvXf2oiDPwr2bvSlG+9mDvQNI9EM4K7xflCQayo29wpCJ1Ssa1CzQJ/tjiNlPViyM8mXF9YobdjfYJgmK3Y61VD6vsHzDAQ+pfX63QFtJU8uNfRmq9D7BQAgHl8r34ndthJHN4bKZ8mfpfoMwbUnJVhO/UR8ePKLnfdiZU6pRGmg89ItwFZQPxQbPzWrC+vjJzVybuOjO3gOWpt6XXcd3IHz+IgHp7qGjP4bBzEDwDWu5KiuZa5Q5vi9pWyn8Biyif8Nq3gAgt8lanX1CJmZ/DEKspKNOO6Mv3CaeFBKp6j6JvWxQ9Msi5cZHUvzTOHiHfehoDn27E+agxAtXxcMUkvym4Bpcq0zzVHo5mbqlXXtp/TPNxXQ/nQywsA4hOJ80csxD+jcXvT/8vuqZaIxLhda8/GDPfRg5F6JDVqj8xX+zYXz5w0AxK72IsYbX7pk/3qxYa9dMfEfdqsz0+fzDQVW/5dWB9n/28l2gkAAAAAAHB1avQ+WkGRX5BUZy5xK9daYQ5cmPWJ1nzpT24nibjkvBR/Za/Zz07rW//HnYs6UXoRyrjQpHz/wYJhBwCgxlo6Xzf/t+ZYbW2YCzsQxFVy0l4otxPDdZvpPvQZVjIu/beonIzu7k3RIL10S1LD/updGQjlv5/CfRRI3050+TjToz4ej2wB8nQIR65Jz6k0Za0HBKl3coHA0qqG7bob6xN+iViX/nxvXBxCqEpnaVY6WIL1hVJUKzmLJ4tDsIcBYOClTI2ZKn3MKb0o/RSq+NacLJV+tplaz51RId+CKYu5l2vKrlJF3cRiPQzzb3E1EeHTawpXE4kKEq0ybSO9ne65tfeZhYnIPFzorGpZio7Z6VveJlen1NmcJwxjdR/WJ4SG6Nbk5+fn6+tLJEyTcxNzBTQ9mHn07tVxKe29pBr06Yevr+UDAGAZPTC1WzqqnbGdw069eekuCo2g2HmD3W26yxeaUBL2TNVBuYAv6Ci1cCHK7SqU2vJzO0CU72Q6pekNjvI8c42fsF1I/rw86zPPsBzl+/r64udZXqaVPkrHhc0k7leplxCWx/KS5dYhhUQnAMx2Pposib+Lx2ojAyvZPm97rf28OIlnwPDTOc6WdDy0SpphXmGElSoVLEW8XcxsatFNMefTnWnXOVCuRsx7VnDk/BmHzn1YHw+Rc9FOTvlqxHA7Qm0z3K+m5lfBW7ELW6avr3ThUPDOEwDwbnzA97Sc1CzwvcvRAJEdQ5QPs3Z1mF3O9GdiMo388NT2qck3cHyMXabVJ67kuwakrJTyzVeLmBF67Po6ydZC8cqlnoNA2XzxvNmEC6yrsz5+aOkyUwAAAAAAmhwvZHXej/gJf6nDpd5O/+6q6sm5SszW7WIhifzJmDNSCv8AV2V9/AaIQny8V2NSWgWlk6xyNUxaNGZ2jfMXwwoh8HRwJ0rQlGONjQoA25lAje4fKvouyvFKBTziuMTt+KWZnl4DlKcXU6NVt9umKFNHxK8kTbz3boXvOApXaMHS7TV+/Pl5rC+3xcvCnnt9Ts1IKThMq52S1YGrsj4e9NeineYmP0P5dlmE0kVLKKdK9B7VrA+p1QAQ2fvX2dem+i56qd+MEmi5fJPyATc2ArSpyaHfaI6csheqK0vlMuNKAxVT60VIeu4NUpV0FmiauF7GeXGX7jUjzJTu4oZuYZdhfZULiAf6aAUctqIKtQhad4u4zwh7kFTaFIQIACAUE0gVJSimQwBcxdHnhwjd01MBTJA6KGDsdjY9K+G4hzqChW3hPs8V+3GbppLzE0380u9eDrtIuLl+RIYnD8A6LRZmLK3SqhCVh/xjuNKKyPpqFiXv4JmiBpQOVacqN143MZ70OvpEadLzBdkDgIB8QETsS3ZGuyknHVNg/UEjPKRSVAGs/h0Wj6iOEXt/6j51LEzJaORGDvUr02wit94EHbZTFsSPZ35qAcLFryAYII+y8G7p6SiLpMn9q/EnayqJSNizJCuIU2nkUjl5ZpR+PHdooCYN6ahZ8Hla2PeD/mHMZdNq2ktsT7zh4sI0EYc+YiqLps5+l8MTxWxArIsnN9YDpN/5zI5ekVnOql+q5i2a3rSmzbco+0yqLpycTu2CzD7G3tOvLV3c8E3tLDBnI++tlAbr87/FS+K5Gy3qXsL2BIq8oZxwR5xB41mdYhlQsVZqkWFcOaf8gb++vuopXH3HmuGeXut3xcjnGcnno+kxri++FV4311PM//D91Urx55P9AHVtwufn5+PxIFvXJKhxXVNm3uN0/6qa4PNzyBPzYSrV8t3GpdAN6FOYZFS+mRPLQ+hQeA/uScSUMfBbjpq6yd1jMmrWzJJrPfjmsgfmmRfdINS/u0F8/nJ8LxWyrcTNC7lBmNB3u/HRS6WD7K0MOnEWwVv56SNbHzTOW5utkpdtB8fZyO4uUZS9O1R4gDTynAlwZRcdz/AVhpyG1d0+DD0ADw5rzhxheG+D5/BlJ/ryAcBYpn2JAxtpV8B6CgHcY4r5LIPyAcK/uoqWT2ue56UnJaX0eDyCeybx7/dpead9NZNgfW1nFVE+Xyu2uwn7Xv/JuWIPFfRLv+OuupzPyVk9+fytt0FOCXXp98RsVitexwmuVn798DUHhvt0Vqe+V843mmGn4H68zgz0lVLU/Bhsx3xhiuedMk7qlz4ZifKZaTWYqfvBT6XLbrHW86SojqMNs2CRi1gfnVN8xZZOOudEM7+1TM2Ip2466bgxe2wIY/J4PMQ5Iko8nB70A5OVSk4gb+eQiTSsXFDWx4uaWluxr5zO1sXqf55fuUXQyuMjmaeA5mJBSpjz2w6HMZ1Iu48jaMb/kc9mzf3qs1NqPjnp2NOV1vwfsL9b7m7qd3E63TUUU7zmrPELVzTlW+/QA9EWj6BPpRq/XctDSxAl1sTPL3xI7tXnVOLn+yr+U3E2HqfnOKepvNKKE7/6u+l5BTXCqeAPbErRAPtZH/dLcqDPzBKuvIQ+3Crde2neojGlk7ZveCfiNGouHC+zw2SYp1elelg04pcqYp5mqUPHS00lfqkgHQ5usGYViV0s9KU6NjUoX3x3X6go+aXCOssAuB/x0z7GoX5vHMpKFEhUlNWcYmYtWeXPdpvfmktq83+J+O2aAid3gIro8nSQu17pUZS+mAbpL4om3iLVE0dSCNYnUg64gouj+tD0vwuuzfpugPhaDHjW8lscR1bYH/n6uWhSduoeLrNLdcw8dZ6SrqM0pXPLMb6Hp9qQ6naHpgpzrCVVgUknt+7TULMBu2cHsxlkAfBL7lQX4wXluzH3Ez5xYh2uuStSMt2z10bpr/DmASQjeXjf0UEthhO/+kETLo2IUwW0qDw3mLuIh+M8Vs3FJ6ji2a5SyHpz1idWg6jlaw3ZRWh1UP8tv6nI9hpFwfdKz1/vRPa5iX0Ez2x647SUCdunmGfP01VIZUB4/Us57b91jk20ZsG39Pt1m0095pX62iB7Af14/5Sh3M78v+RHHv5CTOWNl0rJXT6c95X94pKVh8yvMG4m8qcP63zcb1FgcsqDtYAqb42w5c5IRIa0gCeFkXJWKoxbINaXmGrImxw8WH/AvZkGFjkAAAAwCqKRw+0Ze/DXJCoeUGdV9CxF+vo61qd7Meuh51G+vu7S2wN9pi6T+eSVScaTnOa8B3iz7FKvJ7GNm4LjoyI5o3ap01qXImmpuj3ljDctzT6XZEiqDVcpscGcrMpHLS08P2VF11KK7kMlDYms6km3huIFQRo7dgff2r6IS411rQwahw2Y32NODz/Dt4zuxo77lzeEIxGnEwFSsBQ4syZcFD7odCTeYdh/FzPIuTcDhR+U9Aq8Vx7p2Tge9aQnL6Vl5v7yqSCyqgsC0740cp5FyG0jrqfHs77Ds4r6NFSOfreyXCWf7F6U/s+K1PnuJ5xxHWI6izUPtmurdKSG11v2OFZAPKp/zbngKqu+CqjpggCEYdLi6bgqrpwIzNd2J7j0MS7aWX9rgwm9zQrxzzhR1KDLyfh9QUC5gcQSC3We56gHHnjdXLltfTPOOx7NPvQ75BiESObGZePI9tCCyY+KPn4TWZ8wLrwe7Ofn5+vrK1f0BTmNzqxXRxE71JmqZyRZqg+XiIYPtPK6R0Jf2Hke6+M7KB1VZJ0UKW1lYoe3qnrV6aozFPsNWfmljezo4jrDXiOLBwSx6lAsALptiIgyJZYjF9aZyT3cU3WQPLI1cyrhk9WcIP3O1dr1Clxup6RFvyu1Td9TU/OPmjAM0M/6zA2ZRz/zPX5nM6mkePbU1jRBOtn/ahLlEz3BzW7sqUs7Z947DpFULfnKh4IHW+ZOBPr8dGLt6HNJm+5Uz/Mcu3To6ltb2OKOIdVynY7H1mqODgMIwHqqL8SuwzZ3BqIZDbOpA91+xl9IXEpEED8Rqzzs17fe7zKno8T6SGSVglTcvHOB07QkU8m0/7xoKDG5nSavacbDi9nnKzylRPouuHQeyfrMqSUFXl085kx/WMp3+NfDitQLN7EkjbWsI2Icv8opiqi81xj+YLqq4TChQnRuqOlcVPoNZ/ad30GRF5bA7J50KQ7Vd9NQ9WPM1Ba+Z0byH48HV1QHgFbwQB+tpb2Sy6UEBNH+p76dw8YKjo52DkIhk4huNOis4G6d1VFliqUGVzSSJR0HZLJUzXjHfOQOjxg7AGg9Oe56o/8mymwAMMMswFMBRtnhgJKMmJT4pTefDMHNEXUIxzrvw7OJcH//QdOly65AX1+/OEf9cvtmEI9Hic6HlWCTZirUrtNSn4cF2fOevxQro69zm1W5mzou0sZefVWqgMKqtg5pjVvQlJy5KycHqN8+dAeU/4uJAIY4SNQMPey60lIijgff2j18pQNWf1BSImsoTiUqgIR6Sk3pU9ohrccbIGvFY+AU69NjLVjf4X4wm24v4HtnHPpRvY8n+Q2cNpQmorSrZ4/5bJNqZlkI25QlkkkQr2kEhttTpwVzOuqTU5O9WXPglTKu/dTNmu1g0mxk2Ldu5yGKnTUqxOB+0XxfUD5glJciasZI8zBsYmFSPQxq6h3S7iw+YWmdEnohe8Zr/Lh6Sr1uyqhDRywhIQIkSi6DLG9d42euIuAs6xMbklO+Q6WBbtmACPPHLz+irSfT6JRm4QzR3b7Pm8ih0wir3vyt5O2OZF8pTjvWQT/fDcXv5gdDXLkealifE7o/tLSm/AMQwd8Vcg6YIKDSa3d0LMhl1zdKcRr6cbbD70D7HnUxDywpKmtRFtFSizPw0o8sOG6S0j4QGoG8l8MWP0oPjqapdLlP+i5I+Gxjfc7MkXyLVnBp8iODTMmhk7q9a7z/GLpK+HAiHJs442X3Rg90y9EtT+JvKK7ccOjxm7FNCvSdP/AO+UYpnqyf/HBz3TUS6E+3vzebYn194wYiscxuO1/kW7U1ygeHBqjc47qtTr05WrZfhI5lpkOmWpjDB87sneEUJVUkK1HEryRGEsFwcedE16E4ozece/v3+3wwEe7rYX3OmiDKl1lf+hOhPrN/urMom3JED8uQSrYj8hrifUvqfegzpZUzHI6Tw6uXn6kt+fPz83g8Sn9xQb8+R02UpJy/v79pZ0WgzecnSzSPemdz7DscZuqEOWJ93VbqR777Lg9oHdi88f/6669QFeNATPLmN+rUtoLTCXIVIsvDEvHLQvwiK7KeWiw+NJ1rdHI5eGCN30S/Xq9dHedKh4v44uPxyOP8er2+vr5KTuCC7hoiB1i4fNxr0pdoKDYp4bOeY2CwwvqRgDNc8UcMN1UA8D5uPeQHAODN3RKuiRjZAYjvmVABWqX8DODF+qiQLzdkT43FV3s5z+HlhMi34f53hIWur/9pZYvGplPnolL9sq9t9KREcGFbU0r5+k1H3nZF1cTkmuIuNTdVOitmVOC9crs5OTm6OBaGmIYii+zFl/MGug8jM0pD2ugYPWAlwUi/M/emnsXdhw55XxTD8UM3OrJUH2taUwooDkHKguFhQLIG5ltH8EyooSJ3nHY9pM6npawiKp7Erm9gfaKGUit2DuwRPIki+jJQh88Q9tKFpqO1ScO81zEpdFNUfQH3MwuCQ5EQftFgNukudSzVlxdbjnD9YBG8il1HUen4FOuTH/81zlCr5UToOM6q4MbnEu2wgJsZpZIqRop0E8eVXUjrpabo3TyAFqd6VpYOllQ9KSl0r4dpTgf3TEplfouHWs84jST3qXAUHrA+IdfJRTv1ahg730Nm5fCRKsnS9iWiBaASa/ZS06dhl/PXZA6GHzz1gihrxqT0gtoRpE+S9HbrgJRk3JbluNerqr6hCdaz0NqXD5TvitA3TWjSAPT5uE0nQunoia8TW3MUagEzM+60XdXTP6B1295olkE8FV1Gi7y/vSMvdPvoIbml5XcHsL2/WF9S/YJLHRqGF2uuJHs1fQ4m6Zd0jIxQXm5Kqpwd4ktlHaeNdspvGLr9CZ3H5kaqaW13SK0MXxv1AfZ3M7umB+Zc35ykfDjVwq4BhPiASaSiz0pHJn4lVczStWbfoTb2KKyRD9RvQa7d4/EgrrLFRSkFLYU+UOlHalyvUadV6S/+/IZI9dzb5jEi6+OUj4rHdJ5xaxhnI+WrCT6Yffn2sgKeaCoWcTeXnp1A22GnZl+9OF0NKRlg1+1aKRDn83xfu6xpuqeaP3MfCWZ7D/jdGpwQX/2l+97oPTBkO5BaL+YOOHOQnczXMHsGBLnjNo9CeuCag6yUUDOp220TcRJvxwv58leyqmfMtsl5kCnzNquO+/7J+aGuFDXQn6EamWgLOyLrE6NWonyUb33ypnn2+m5SOim9y67EZX1vcYbjrWn92fdXJtEP86TkrYGS21NhF3kg79DUpLqup8Ib07+Jf6adADN7orX2ALThQouBXy2hoxTQwXzOsw7+S7L90ZHnOMtS9xDnUSYzT+/QhWgtCxx4EJgN2fkf5V/PiikU7ts7KX7ELzea2qg9o8tk+L0qH1uYXxOfhzsQAIAtzB8AgKtzP+xoAMCBeEi0SnJ9MGhNtwZOhRqQ8eQ3ENSKXSTFxrkWWjaLi5cL7yqecxu4nKNTjbos0OcI9AsVysTkZw4fpiNBsf6oKLVu10p6kx6j6SQjfe0c7hOPneruNXmxe2Wh44K3NlVMSuKfMSXmavZvaSTFiV65SYMcrm9emdk6SroJ0DsEuoH4/MfsHJD9jdJ+3xXGoX9T5ksWEaHju1uoo6R8NtX8agWaxBJuqVOFPiBMN2ZvWQpFI7++vribZ6a6+GtpYM4tRbApcJrxeDxywaRu5xBf3Ggi69N+SSXBiHlbU188GvDeggu7mwouTRZzDfU1A+jb82N9/sCTv/cebKmc/pHN66Gukma2NPjmYXPmUU8eP/wtDp8tviGuZOAdip31dzfgEhEWAG6UgdmGxe8N03qLxFsjpOrq4tnrXIiWly5QfFoSpDpOnG6lK29NXzkb3GXhnQtZUh/I3Sac082MEwysZSj5e0KjxGzK/eYW5klLrXQVfXWUZHP3GghHzNes6HMsSAS7YIpu6WNm4zOb6hqmvehoPDhvPFOhjEEntZufqTzXlzEis8I+Be6T2XTMmyy3VJHSdxwCYc+Xwy9iioEgZko0DuUUJWD/ADogspRIKrcLX3xqj3pHUQafg1T8xfeeETqal5/q8Xh8f39TD/c1hq7mJpq7QPwG4TAH6o1Yn5+ANMP523gkR0i5MeUN6X91enfJIq95BYet6Uspeh2hp/I///M/OHQB4Ab4xz/+gUFIRzlC5E+btRIAMIrCNX3ezDNMSmM2mgQiZXtymiR6c5foYtjpM7/OY335lfm7B5wOKkSKM+CkOMpZn7PC340HPkmxcyzl25h8fEj5IlejlvJs/QyBXQbLSb3QSlYAAADvwwnNFtsgfsBG4qe9I50SYuZi7GVEPD/LvBavzDMMaCWS1cGPuJ+T1LN3Ooj1PR4PIUJR2Wzj5PM49YRieVN8WNTOvC3x+0yQ64xnBQAAAACYdABYcD1xLa57S4UkXRHDGySEfWZTKwWLPDKeWRzp8BLicoerU+t82Exz/Vbnoh2XWKCiNtLUGrluxzkAAIBWk1g6SZHnCcz2H7rXZ8C7CfNRtS4DZ0RXLwsX/xBO4F5m5feBzNV9+b88vWt7OaJY27kEUYT73pT13ePNa1qZR+N7/OHNVi38TmuXJocpH3J42ca/Gy0lHQAAYPYZpAuost8Gygfs4n4Om6KUwgir9FD0mPty5i35VXaZL9XGO6HHTEEUPh53Yh3FnZMv4reISAVZviyTI6qTwPqmb5Vd9LpG+XfXVk9KtFM/p+9PTB1VTTjrRxL+DQAAoIKj3B0AGLUaSwrbEXSVD1mcuA03u/BdLk9NcxWhAh3zjYj4mSR8vQR6yVvmrO/Nuzg8V07PITlpZS/aVPmsL4jNFdXSYp/wLi5+F4HuNypFDmsuC2v+LqevvNIXAIC7+o6AY0t19r5v26+oQQ9cernyrnHJ0nSJs/G5g3So49LXLydI8xUhRLl98M2osogP614OzlyUGn2df03hhXLmTOWIb8r6anp61jDsvQbL5Pc8XaGD4Qy5eDBtK1+FZg/upDq2HdLaPqrsCx/zbdMdL33brQUAwI3hZ2Ro002mnppxNf0t5MkDo1as9peobIwIRi5GjdANuMTWxDP7bGFxjUyTw+lfpucglU4EMz9fmuIZb8S/IsoORcKnaSr1F4fMTimIHlggAAAgAElEQVTbmbzu7+/vv//++/l86pGfN3qh8JkAAAAAAFgC5D4AANBKtLIeSWRCcqEYGrWse8N19bzuo/v5Bo7iyPa2J0KuM4iyVv3fwsUzAADpglLPuzw2Gi5qLR2t2hx48+UqauTyQuURmAgLVT9D5hjUky2xjCrt2+j+eK15UjM6WuscWiqT4yyF/6CWJ9zoknFNisfj8fHx8Xq9vr6+Dt9XfGv2acL/EB/Pd7PAz46j6xLna+lA3SUnk36nzpuJna2jPcoGHeaXto7hqPpDAADA/e5B/0QVdxC9ROBmK22gh5M944ChGyE549Me/XXuOLUW0HY7XWY/cafBmHh+IezJc1y338LrkrmcHmyqBB0O6cl3cXaBIMn5XiNXIdJCegdr/LziS9ZslTiUT28PXqFbw7JOWpzDZHd//5xMv0ZUEADehPuBwJiOqXbyuCeHcQPm3TKcX8CRhYVESlc9eTiz6UYRP+e2XSSyiZ8yVQBDHQEfHx+5cE408RvlVdbvAmd4uRNOHRHfgvV1jF3aHU2uoSihKJ/Q4eXd+XRYzF92w5uflMih0BH1HZpDAwcAAIjf29I/ukjmPhBle5IWAkYPWE//+NGv++BVXklHoH/8sXU8cKDvdIb4mbxO+4olPzw7kCKSFmSlkU3jGapaxb0UgZiUuSbw+fnJuWj+N4m78GVzVw/26UeWwr62n1MUPMqnW5r4K8zP3BiyW8zEdwrWz9h7AACA+N3Y5z5M4Cful96+hRQw2ynvPpGpgXuc9VlS+ScuJGiGoIJD2votDoHSxVAWdOGtCLKf5neC2WLuslhxngvRzmFSwwa/7SSvtBIsmq8fnTZ8M5v8vLR3fokpoQVEtXwi0HdY5zp8IZ7/DfU/CycGAAAQP9MOUwCQUowAYN6Sa3IP4id5CueeHi/Hc0yfKll1fevfS8+UGf0r9dniTfyIq5Teccsb5Qcgm1aq8Vv5nNp/FtWS+X/1M9/MicUxs9pIIQgGAAAAlLxSAADOkxD4k9vN2plWzxjJSXhuWQpnzr+SOM/iJaVTBehJxMUY79Ogn7ZSOKhm3Jrib6WqYqEK5UghwacBAOC8Obq36+nrN3Cf4/v7Wzdwh/0EZp+2lZUylAsX04MXfhT3vg4/7MuYrzEOh58pNTenoF+NDEcpz3xgh3TtmVOZH5e0SKogMKni0iHTIWLXpnPLs4J554+xCahvyvpmXOdEvkjQhXz1tYg1X+m2NabFcZocAgAArPF1rnsYaU+rRvKKFBq4Vw2+BwxfnyXP1RGN5K4w/+/wRhGjaIZ2abSXH1OPNLW3xUrszqi+/HLB3IknoZJLzr7qn6Q1EdTX8HR8dZ4369CKCIv/JqzPFDg67C6wZQPTkvXld2tasZ9Zx903Hw7lC2sWAQC4OkBmSsOSb8GFhjiGC1h/F1MifilAT/Cm1ymx08O4zZp6s5OXO7wsLZuOrEUZytQLeVV+cZBcWRf9xeHdHXT0j0uk5o/Rvwc2FQTr63QRIuhKOXSO92nw1WBrriVqXtA3ZD6R9i82AAAAgOFOHvlDwq0hUT4E/YA1NEN74eYnc0xJ+8TOr1r/jolleNZHk2bTjDMm4tALdbIit98fUaBPh0B03ZNQW5kxI06smz8eJaaO6oEJ1nd22rZTlFK4THQCqemE3vqVyqeq7Myeb5d5o569XBoAAODGbrdzQ0flJUi2BxYTv2QJE2i3QecTHvoYG7kfZRjqGj/tLJn1foeZgfXeXet01H8mP0lukMDFMyOAhpGyGEy1ixo2ftgOp4/+id9PfSb4pQYPWl7aQ34mAAAAAADCOEm6qTQARPPjr8Jy09tkSr9eL2qUFxOUVvb19RV5JHnLx8jjeRPWV3PzsT290wn0lRqy+0mbHeWnQ0YyubcscDsAADhjfN7ThjT5mo4uH2VhAMDYxZnKGt2lvsF6g8fvHEBkI7H7lPofDGLKTLl4/eRcaIcqhPem2upnzk+Y9Twrvc3Sd4fnfPJUT56sdydT/Ay4USspX6gJ4JTPT+ysZ3eTXrDElg8T+gEAADqsOniLPiz44GjbS0l0KaXH4wGbDMxek46ai+7bLq4nUoyiG5O2ceLHH7jE8RyrFceUOR0dxDsGUVvV/ieZNd4ywRnq9YOfnyc/XubPXGcLrG+dMeLgt02LZ8KJj7Wawko1l5Ob1rxu0d8NlQ4OAABwPw+7xr+ka3vQZmDZsjQvIMzbivwPupuItkR1ewD9mqGIUEdegJ4gTcijRahE6MyZiKl2r1LTSCfr3eAC7jl7dn3u0brKeZRv9tCXHrWkkqSzOjt0OEufbH3ZytY0QsEFN8oAACw4C96ZxvjGVsi9iC5SWEtAKDZCsi5CerFEUXZZAMoqLIUxK72mJiqyPjWUO6JafaTbn5xhA3PoNYcZXq+X4Fdi6BaPpAil8o6IPC5y0SqG51VMj3OfNPs+QIfFzMzvnKasUwhq2mWOfR29f8TvFNc/6NkAAAAw6fAyPS1f+o98i6zLx78CWw3MWJ8lmG6u9jd4q8mSA739pWgfaT1P3wMMYjQ0jzU/Iy6JHAmMvfQvC8/kp8rEjz9VDSHvnhpf314TZqrbejwe9MwXjZEgnW8YP0SUDAAAAACAt3WELsF13+qmO753amql8K+Eqk5EhmfboPiXDZVylyvXon5IndWZfmtDjb1+6Bt58eRc2QlXxQAARDg4YYvqTTovoEJ2BrDdTTcznrKnQf66qVS0ne/xUJIpJeL7sR31ZitLc0XhIsXQcvuBOHZDFPhRxI8ClWbTdp0xMfCNfIef8vh4DqBZlxjcOD8jTLyzxzZylVKcXdQ061q+ykcdzmx14akOlN9DgwgAAHC/izrKrR/m/xiS3QQAM9YwVztMc6pXhjh1Omrkt942L9PXEL/WHu5az5ML9YWShtIqQbrbmaMrO5VRlwpT+dd5Y4xrFfg9Q01/JUFabCZEnV6ytFua5ArmWcPDLHA4CgAARON+70P8knUxfHgCNvUBAoDFSzr9Dpr5fkiEiF+WEkmNYp7cUnU4+lOJn8mReDxTMMBo9p9m5OPjI8cneXWiI/SSxt0emkPNKQB/KkeOC6zvFNnbTlT88mWT8rU+8OwX3NvOHgAAAMTP5371A0XCd7DnQAS+Z6qJcF5RKU+y2J3LviXvY+73ixtiqeYRv8O31iTKoS67iB/NSE71zOopSTWgNwfz/Iv4fQc48aNhFKa4FEx+d9bnhMVKiZTbrZuZ810pA+UTvLFJybqHoejOh3IaAABA/EIdK6U75lQQskMHPyDInUXJUc7Cs6bS/falK/L00u+SLd40ZRLxSydiA77P6WSAE+ujqFpA+89TPXkR3eJTozTaPLLNpWud6wOwPmCPmY65zwEAAAAAuBMu2sfs9pMiFKHCPurn5+fj8ch3B2EHs6TlET+yspT1VUaT+SBuHDtdbCr2j76p9feSiKdrNZfzxKxUNwLjCwAAEPC8c0y3PibobptSnjDOQDSOx5XD028dhI1Onbm5zGSoFDic7mQPllK9KMNTvO9eT1szpfzfHDrjffwSk6IRycNTV3JpMMUi4aK1l1B2eU7aTia0LIqzCZMVZo1Q48ejz8ltH19jH1vH0Px8SQ7U7IICAAAQ1n28jb1qEt9rdUfoGNKeKwDsct81/eNen78+16cjiVTP7MTzxEIn7/owCfDwT8/brSaX49mJ2VbkkrlKB3XlpJApez6f6U86peARmqhPTfVMBUUZXi0puEAlQV2/7J/zlp0ugqz5KXH9sDEvUewc0ZrvcIk0aXgOdy8+fiMh1wIAgIs7l/dLUxcvdShOoJXEyVuFhQdmUDhnHZbkNHR1VoSLCfPVuKwl9/FaL2IGPl6lq1wvIKk9wExI8n/9519jdUuPTd0RiPhNfR4zfKKb8onGGN/f3zkgmYl0aSFFGOe5rO+Q8tUPRwQjyPMTSqwvVDIqPAAAAO6Ed65MFj5BqM7XAOBvWB70KOlGRljGpgCjmYDgJ22FTQ3lL0UxWE78zuegDXdoKdWTYrD8BqFGdnUeNRVtSyjbMzPq7SnNE1lfd6+hS5y1nNDrpuf19xbnmaH+u+aT6HYXKP8AAAC46OnjnB2aCsLUAwG5Hxe7D3thkZ+QpO94bmppc5XaeS/Yhq0DKGrV+M9yTh5wOtLv5hMOragXOB1iivm9Rr7aoPrDGja0a7Q//vWvf41lfabSdM3L6xwAJ7S62Gwd9mmoye08+fAiwG0+TF5zfAxnuAJ7TYMoq6W+Lr6pdW6z+l7H3L0625uv7dKlmpijxcPL9SHyYDr1t6UKUnOCOpZQtx9QioToe8HDPO36lRNta9yJ7bybW9z0AdP4kM8hQhYrT8/IN7wi1nGb5bHxAfyVKbQPhH9Sip6td+20X0F+vPD6RMrfJNdi0grhi18E0yiRsjIFd/ZkCRLBPRNTbqdynCeVVvGY3vP5fD6fnKmWXETNGup9EucFayoJ0bmhzTQAAc/y+GlOlVHi7SNJ1goLHgAud07VFOoAQAQCeYlV+g4Z1FqPJKybF19n9fv7++vriy7gYi7158Bt7NfyRauFa+Lx9bV8TjXtcLtZ2hh6e9yS7OV/0O6im0VOrual3fsZ8GaFAGlnifuYCLuAHjjnt4hLtdbnLP3ImezovvU8ygoh0LfeNcR4inE4bFjMpSkwbsDs5eeTIv+IFNs8Ar8SngNl6Ijkl9Jz7rrVrRy6UncxaovH0wT2GmGdUkShyJ+fn6+vr733CLxVmxhV3r09B1FTo05PdNZXH/ovCeBWil5uJO5OOuV6yudAXPHe+4KqdGDoVirLrHONfLP+u3GuErkMIEX8SlnNvqkV6RlrTF59Mn3r4O/KHgFQkNy02ERjIah6AgtsrE53NJue6VWqacbe01DLt9SoegZRc2m95df96HKaQECTq/PV+bzsXSrmE75eL12zEyoY85w0EJXTGfxYKhU41bO7qS9oXk3VVF7dj/hRBXaySlnWX8I5fzFmCbs4iUv3r/pUML+S9nV9LZ1bJemjeV44AEzdqiWflXyjhCZ+QAxyeHinQ8Rv4xFZuroVSv01x80lropEpauT1LbdweNZSI/HgytkRnDqNHHQXehaN0g41tfRi28Nkxx75eN0UlpDrioFjiuLOO9K/yhtUvSEbbULa7IaxFMFzHzWNwhCeE2Yv9Z9OrutamvQD4h/uQOCXbnIKdBHcvkYMWDxnq2x8KauPUWfgixakeSpPYqmkoT6D685GTXry6/p2I29BygvkNG6+qk95jnkZDHD1GIk/UYgiwf2uXLz5Bfzy803JkmKC4/zcjqzKV8eSZTv512Xb4AouzrvOtp7vuby+S1Xv6QpjZ7oerSeP3kw058rK8pYaHqwBT1VDwdcn6NNx/CCPQ4Afd6Vk1nH86CwSoGpa7VmoZa+Ree1Vh3f8kZOr/B8jdK6eRdvvcMaH/08XL+NpDJzQZqjA7/SsIgXeTwe2bh9fn6+Xi+ScPenYMgD1xhqWip5MGv88/XxbdR8Azc8mYKT4ZJFDvjA1HUU6woAAAAA7o1QqZ6Hnp7ZCAQj6eDZ8RpjuXIo/7sU62vK5xzymubthWhREnm577IC6ff1lSnsKUaYbhyHr9JSpEtneMbkqDnoJ6qQTYGWw/57pXuyprfuq1mvmREAuKXrliCKA6xyn+oPUJHwxlMKw3qJdJVcIxpnBpcusRNJjySrUPo5uvPm61CKj3eWp+Sp9WFJUbnHxRFEDqpo53AZ1rc96XHZYen0MGn634HG1LnkgCNr9lolOsezDf1Uz0nyHk4nA+6ZhZXPItUsKm9waFVpgswX7DDK5oLvKIo4M9pwo4HZW6/VqpvaS6kgLYAjA5hB/OpFWfita/pd7BBzcfJzkB/c9L6+a7GY+LXucd1lKsXIP3IkdkSHYVFQapb8zWN9pZ7sQmwi185chvUNoXwx/dqkuvOZ7t0hwZvXl088BihfiVek32IkOkjlm92x3fxq5J5Fz4mAxx6/uDLVXJxupJWkri/ol1qqSgZaf1A+YNnZ5PdD8+tUa7RwUPsH7OUbh90RIrCO0sapPFaaEmS2TISuw9cNYPS10dQYmp8nVXLz1p/apUflzLPkO8VlfaN2Y+Q6q0O7c/jww99Oa9fyDEa91nFyl9R+HTsuki1HmTMtS12yEeK6gedUBDkF+apLrIllSZg4HfWxTePaHB3Wr4/V7MEuA0L50DXrP+8slOYCi9fnYXJgiUGFNbPiAtTxK+L08Ttz6gkxPO5zzn6Xw8emZyDxdh4FMb2+Xd2kiPilcou1WKxvlLxh2GrLZJXztaZxDm/5bfZJE73UcORULjxTfcvMOdQ3Xmf0fFO5s63YXPSElLEQbTC519h0O9taBNg94AuuTrGngGjEr/QxfZ+VomaSA/dYmbyVtm8znQbul7C0Irewkl1sJx4dn88lcxvdEv9CWVxJp0Ly1IK+2TUUmqpY9/bUeb694RrZrQEIyProNij45EbOctFHnSDSyBMDgPjmBTsUAKZS37u6xymwGg3PZTAbOcQZTBKe2ajs8pz0bslKAAu4PajaUlxQ1Zfz6f8d/o5OuTDgUz5++yhm2Zw+MeBDfKymy7bc4yWUOqu4gs0Umvfxq98s513PprpH1PIBd7JmrU38khJLXJagBbzVyhz1UwHvJnxhtsMSkqvPo1bFW/NqjoiL+DrVy3FnLwLRMBsEOCIIO1lfzXg11U3GrFPidZY8cNHkcHc0Le0bT+eRcH4748BNc6nxgJmmMukJTcUzHuWjuQ7byyH9Sahw8mb9849nX9TontXsFF9KK8UOogJDTCUsodCU598SHbH5v4U7MuPSBHiHJdft4ejfo7u3h2JTOo1I5L+UlJYq68x3CZOU/hZZD788eP1kiet1oa3KrV9S+p/+aM/o4EVrgHpjfH5+rlf1fDrFAOfXSuTTwkyoa+JXw5s0ONqhKMboGHNhmnOsr+Y3CItwUmXEJ36l9SBcro2kRYfysun//PwUjRzGTt/AFXKzLqPAm1u/jh3Huzj4N0rQhQbWnNElz1v3Ggm4oeh/Ww/Bq1gPn0pFq6IXoVfdZWqsV9DxwGK1C/mZlc7ec+AfiHk1aEZX0u9yvvXXnKU8HHOVVIolwj3Vg8x3EUWoOOE/7KI+RNmldWGIRKyYJ0qWG+Vp9E7L2o6hQx4aAHR4HiKQTu1qhFxZ5n7m2QfWB4xahx3urD5QIt9EBA9Lnr/W4dMh5tS/PFrs5NNEZM/k9XrxIhSznbrjacx2P3hweHFc57mR++5iAvwywIz1TX0dp8G0KCzUVZF9dzZvTvzo3+TlkC1wZrmUmjh8YZd6jsf3vR6Px+fnZ65OJvvldDfyo3CTCixxIQLc0quukcsXtc1J9W0/PJuwcYCpbNA/uC90AcF7uN/JnnDEUaF01kx288wilMOeimlEnlflCFOe5/rxfF8Nz0vsTxy6e8+eIJQ17DLgRx3uIADgWicgzhcAh+B6+nT16SilyEXzTHLJnClAEGc8RR+/cKyvVCmug1FxFoTg7rrVmKMCUvm/Q4ya+QyzGwO+4fmREwBSSq/XS2u3pkLbq4E3QGb2i16NvH46jrKLHg0q787jmT/Da755+FTHTv3gKnxTAGj1L03xJJ7lnv7cNH9/f3/+AQJ9wGKXrHQIErgEUUx5M9NtiEwzmial9C066Omsr+/Ku2Yusq3766+/Pj8/v76+zBo/s2xK+CED07ucrC6xzgOxvhrZ6NKps/cIIRkiJyhRn9i5RpEiVKPPe1A+keFNyU4+x5s07L4UsnkxEW3eqeMz71drCqU6NlSL1oD4AcBJ4ic2l3mplGbeZgJvzuhSRSlKSdaS/yDdVsSslDN7F12iy3w6kpNw9OSIqNAXQ11Mk2fCnQpqlFfjVwxxOcyRLBG/xK7LZ4/ks57UHdJrzvq0VMZG181p1+ZMzxq+p+M8H78haAC3jBBbM1dvfdcNTlfMX8J9oxkLuGYG89LdmEbvj62IoJo9UmuGzv8MROQBoM+ACH9UdHfgcQkyMuJj2HRAvWvb9xm90kzl/TXBkJOe8D2qHvw6fO6RTq3Jb6Ks/K+T0nj2TIStq3F7ZhT1lTwoTk9mU+jnkAURvCH7z2/UXMnMo3yHCX6ljFMdRcF53Ldi+f3c4/HIDRvNdsal/T+1zLe0gFPI9rX8to9OaFxGAMBiy8YV4cQO1cETYV5er1d2VXWnYxwxwOJLCpMlXkjWJewz6z4BZ3otZnORr6TXB3XqMx2Ih2vWt8zEHbZnLEk5TmF9lQOXrOt2Jzw6g7n5XNnZeLwVe73y7DwK6rwXl9tOUOmcfEWUbYHo6JDqlH5KOeLDbQRdBeksl2hda/Udp/nATWcknE6gz7RiIWkf2jxGubCn/hFsQKBvx1Wewn6Fqs5SDt6tijdKMQdKtFfpMFw1YdUZnnnpHC8FNif5J60t+Ij1Cf+k3o9akPUg3Lyaoet+queQvT2728EhdXZ09s0ODc6vXVDqYB6lgu/BcemzR32f1LLL5tEy6bw5ZD48Um2mek4NrftvSlmytLBzRwe97/RpBwDAKPCdWL+RdXdssjB+ohq2MDBqPRw2TNZ9R1Kk6069E39+fugczBVldPA5VV7rc6r7ogvaY+HSUKSWt8Y/OZwUyurKkcncx+/QIU+j77wqW21TKyzS2Uq/9YHOP9InrBUAwI8ZNYCL+40CAAAAAPyKXdD1U/BP+p6NiJ8ezIHD+/Tn8iSFnbRzROlgSTZKrEWKvItLjpUrwBEOAbZbZPN6my82P814hshn+n3NSdpZ3HjtXT9mynSO8okwoGMu/OSKSY1TAQAQO1E0eACAvWeKPjWm1lZ0P6oZXyK3gesyiCNPeCB9WmhB7EZJ3MURTVhDsOnrVCbDE5EOczvnZbzrmDbFIbX4uVgn3RWkz9YdGMTRNLcHHyPdp6GG4k96r1LGc6pL7ATWED+ifGQRmjIuhucD6JwQTvmy0NNG2STnzoX4c/rdMaV002YauJKpRY4oABzajW4IvUQoRQMxOeFVGiTozkaO27BYD3OsZ5vzJ023drGevw6rmG0VD59qeLtmh7nxq4FshMVg+v5SA+vrrsfdu/FK9z38QsXcYyV+PKOcr1KuCv5rKO6XrNYjpXI7n59MWuG8LjnseczrD3kafWnT1fRwT/NrLAHgHqas2zhQQgFJ85kKHBhnYOWhzI+/OEdAjd6GbsElDjhH8yyartKhbcl0JVf3maZjO3giAy+59Fn3jLkwHR6eMJW/LkbSjPu1sb4+13Pj+vNDfDp/Un9S5HYOb9JwqMikE01xnxqW75nbXosJOfyk72FMHRQhrU59/LZsSf+Uogdz5JQOg3iV5hXRPwAwD5pK7037H/St7HNgPIEgS5cTjI3HX40HqB3mz8/PUte4wyNyXpDTzxWsmQ6yJ3TW86ZzZwJTMyZFOCfmu2t2oOdiYCd3egwu36LLeXznp/J5nh1PGTbWzFnf4RZarztqrqc3yfD85z//icMMAICV+O///m94z5UOnFbJv0GnaeC6SzdV9PIhtzjmxR9vZlvpoJo0bOV7lYqnzGYbppY4dUrbOB3+n85K4+R4Z/UUh02V5uL8qvOzEdPvfPtUrpxswhP2Jea6BAAAAIC94EL5OLMAYDiPvR9M2bmAM0JBP5P4xRnM/Hg8fDqL9V1xgWoRjqa3mLo6hYILTlAAAABgtq/JD6DS9XzpzOKqnjizgGXr1hTtM/u2by84MlUhSjqIfqretSYo/ztndZL4E/Go9FsUasFMlYJvZnNvIYmnUz3NkObY0KspWCD+RA6c5lLJ3ATS/w3HrM+XSUgxtFtKq80U7VzG4mr2rRnAhS42AADAXuO88aQIyAy1rDR5Qo70LtYVsH636g/TQi0xqxo+MMlTFeIcydIF8N9O5PX5HaQm2TQ/OTxZEhWv14vc3dy6/Qxzm2f6qLN85ld69ESa5YIH1vqUFDtNv2smO/D0V554zyDSI76yU+txPkl00dkbuDEFAAAANrI75ygXolYUDzy8544g2wBs8cTGJlX5/V31YtNqmWuc1crtUOJIMbdJacx1dZ/zdZqUTFe4emKfYMyZ6TBjRZzjiKrL0qstWD9+80Au+tIdPn062yw4PxGXJZfYP+B7AAAAwCU8eOFYi6/jOAPC+oQB95epJujIupgt7+rVRGbIwJTIqsOOeCeYmuzWLVaFGtUQs3IeqSS6M+/hRecGbYp7WB+/LOm+nlm8vXl6N8nFHuajruwOqZ8HxyQAAAAQ0CX1fZp8yJp3zMIXRKAPWHM9kQo9lmJeSXDilzmG/wqpkNfmC0vOJn6t00SsL9UFYLfkEoqqKwqp+bm1TXPRzSZEcJhq2ShptvUvXlvDUwhMg1MBAAAAwEDXjWd74pwFAKDVURd5njFtHafipbaKEQaT2GCfRMjzkKkHX0xOPu7hSy17R3HPASsAAAAAhHJ6nOZR/IJVdMdeVgMDAJWVhGY28nY1ihLnodzCVBcnbxKWPE+0KofuUHBVR/yct9u1tKiPX1L3XKYQ6AyRz1L9JKej9Gw54tf0F581G8wPqW8nezWUtalosu+RnGE8bA0PAAAAAKGgzzXRvi/4/T3wnou21FV8+1YqefMfHx9UplTafd0dw89nvQ4ZT8H6ns9nipQNToNDJNys8auh1qNMYo2yC0X8Gjo3lJZg2CK0n9/oIHLz3gvi4AAAAMCFoDs36ONMqHqaJUlEAjGkwJp1a/b0q3HGIhA/rZDf+syLmxy0Ej/9eLyzX7QJ4jKwpD5akk45bA1yZmq0aKpTa01lovV/7mlSvsi3OCblM0PGU9VcaiZVk+eVuxQAAAAAukmgkBPgJ2/2M3CiAUFWbIotI8RzpIWLKP5ttvILK07jfyX9buRA4igiNzLIbRE9A2WwZ2bFu0GmoxDcjDaJpqyLUDOpJ9JPYbWFXk2Epaaj3mZu5wNIX2gAACAASURBVNSqOUeUVmzpLcKhAAAAADDJvdPZZbm6T5e+nFQVB4AzxMNx2JymbREo65BQ+fYWCM7bccuQqZTptAfhHfxWSyi79OUYdg+dNsX8So5kcurb1z15WNOUKA11U5IKdbqVQ++ITQ95MPoiLwkF/QMAAIgMvzD7Zo6y/t9SjZD2B7hqHPVySOjWAIz2uf0iN2d76k7OcUqWzAsUeuWPj4/H4/H9/f16vWr88MVvZDYwqLecQiHz3//+9+PxeD6fOo9x+xGg0yZFrzhtIQfOiP6d1KTB/MDr9cqPVCnpebHODThaAAAAAAAAAOC64JIkMS/XqD1pZla7+HbNSNJgHrM+M7dz79M7iq5mAkllRPjM29VE3rmyGfYzAAAAcEXUZ5qRt3EVaQDgPdmFdhRFzmGQSCCJnSSWvOe/V33PhgVVuJWmg2dO0iv3dZ+b8eR8oHiNnx7AGmHVsWNeSml+vV61sb69A33I0ESboPO/sIZenlnNYH0AAADAbWieLogSyU7ZPeVAVg6wkTVpQRSekkcBnCB0VHuPxDf4fUqJs7U26xtLRfxSqUPlz+zVU7OEvdZD5JqSNcuPl6fjkDg4Yz5c6EVMaG1d39ha0uFb4rA135mhHP6ykTteAAAAAECHf2Y2Do5QjQMAh8TPdI5DqUeKnSVEUA45m9misIYTjqJ/zsWQ33M8VfTfXka/hYwqf4XPz89cXOfLSfpjHmSlPc1wZJArENEqUY/vVN3OygnTfQ5heQEAAICrO9AOLdR+G78axzkIbCd+wm2jiHT6LUoUaq1qUf1UTupzvHf+3UN2N0M2029FKP4cVfcFkd7hqphk0/LXX6+XWeM3sF9f5cCWAsXHrK/S4i8+aYj1UZ/ENE0wp5XvmQqiAc0HAAAAAHQcvo4z5JzXQs8TByKw0WtPhVoh7iWP0nIfcrGi2QKlPmZP2PT7g9T11eh5Oh8g4tfUcHwNDUl/hDRFjwQznjy7rq/0tPV/4jPy1kXqCAAAAABcAtsztQAAqxTzMpViZeGZ615pPaNJGOkVYCrnaFo4/Plr2sUgpRMAAAC4MUpFO2bRUZOwNgDM9iRNX+77+1u3BIxAe0pvMbD+cOXeLJUHC+0Wsie71CV1LaIQOhE1ful33HjLmGthrVrWF5Px53A2lfMtSJZt2o2HVgYAAAC4AerbQ78J8Uu/M+hEBREd3KKzMM5KYKDH5f9siT6ZDdwvQV+3J6P2zYupeuLULlIvB97BYqPnz+1ergvNlwUfHx90ceDcfDlGz9eDmYpnzG6DTX1UJmm6HCrS4vQCAAAAbkbwhGtSynPxc3AiNzUGLr0sO3iIIx1Z+thYllXf89lnfaURcDQvVkb2ambHfzYifo/HYzEtN/+WFuckxpFZHxcfGb5suveFx/pC7erDlM6VK9ivTBWdVfRP4ZwDAAAAbuyI+/IMdETikhTYuyzNhaqzyVKAjg4lpkSt21PhOqbUPMDXz9yLkjxpUtI7cR6Yq3rm6eBaO3oKKsnwMjxDTb8gzYfLdIuGJz/A/PRxAAAAAHgTD1skRKU/EvncAcIpCUxagabYe0lkP+P1euVV6lzib6QcZieDSlLkdI1r5SHz+jqYwqT5i7lBQp6aCI0cNAvIfdt5IwfxqDEJwhNWAwAAAACAsQ5rgqwLcJ21eokavwjVfSutx3UNSNjHfu4dFJFaLbqxbxnTw5YjpdxOAAAAALg9HCVPrSxHOWnUwB3hPmCGe91U42eKtJtSHEHekfrLZx0R7S2bDfpK4b5oHqyO2Qqrsjfi6nzl4+Pj+Xzm5zfbKjYtztuyPtpXfsfDVJ3bOWpBHFI+sQp12BfnGQAAAHBjOL3aCVwZP9f4oboPWEP/aghGiQ5tZ0QOT0u/ow6UPm1+zCd+6QpxeNIE/mCIdrnAVT0PJYLel/X5tyytu2L2mDb9fpxqAAAAwBv63OY9t++VAsD6ZSkUaHngIaz2rHgL0pA8ZHQOj91O/HgEyJma1+uVe6NvnxSzwI+eP8dgzbhxnLX03DtkJ9nU4nHEQQUAAAAA2qU+/F9xbY/RA84vOZNCJCs4VumFbr+YqKGdRPl4h0yfwgWP7Ok26PR1/uSkuxOB8okvfn5+Ph6P/HhcatXUd9mYFfjcPnw1L1/TqqVvKZhRx9Y/DQAAALwVLqEAcd7DrvR4TKecUunoLpw6Hc84zYH32Xcrf3nM1UgRv7ynNNc1y/zSUb2Zn1+6hsmbJWCJSYEEmRrds5RYX2IyJTqMaQ77sr7tzy0rVSvP3tuUAAAAAABcdpy2wOILi74lGiGfcNmW3P6ah/EVHj1Lu/VdNHiLGoKTf7vxUXfG+pw7hmg7LfKzAQAAAMBit8xPtCMfyAkSHjbxg0AacH65llxNkcxZyvyi0PSapeh7mLonIf83DyVRuM9RJXV6i6/hcoefFIEi6gLqdPzbfpXw8fHxeDw+Pz+/vr7Or5nhorJLWV9lVqczsusL+cD3AAAAAN8Jw1CIYeHuqUhtyjlp3J8GwQOCr+SYlif9rvHjATGzC8WFLJXoT8jtBq8N3luHKcgnabrkB+a1l37vQf9bY5/5uXKBcrtfUsjVb753LgEAAADAP+BwZDgjoy/meTGS8PAAYIvLXvK2g7MmHjA3OWpJHjO4NROPyuvCvr+/c9PCyGT15+fn8Xj8/Py8Xi9ddVkz7JMm4rlyCgXr28u+ampYITUGAAAAgPiNOm1J404wPb8SBgB2bWpaqxGIn69mn4NLr9fL3Hpm14HgFkNktBLry1QqmiCwWCci0Fei4j7xG77qImZ4lkZwEt9bzDYBAAAAEL97w3FPRcSP7uwxekBM+kGZe3F2liM36vTx0/bqKlct+aUohTWzvtzEL4LdEORNpHrSk5eo+GFzxYGlBM81q5NGoVIYd3EfdvOvi6ximD8AAADg0EcEe6lvS5X9IVLAwxICFjOl9LvPgY7JcHYUKvXRTFhz2h6UflWJEO6dL1PxRfAoYW+3t/LTLSj4s+XE1KYBnxHr+/jXv/61YKfl6TETO8347FTWd3i0VLK+gIF+/Okgf93c+WaUP28NMgd+usKkqlezyFaX3ORLNecJ188O742TBzD/g6e4VBoZvfeDrDrgupznHShux2eEsAHZFh1LGRiIcJplXX2Q8Zz+zUvNvJc+I0SJzkSWxg6RuTV4FJ28bm2UatLophqxVtPBb5GEVk3ujU7Oyd71KRoncgaU3RLhmZQGvKRQ6k/K4/H4z//8z8OHfO61C3qetqu5lNw+XEMCo1a+3t5bZIgP+Y8WYYqQQ1+iplxfm1LqhYi8MzWgdgAwY6uW3Gid5oQUWWD9ghTfKoWpAwb6HIlOion55+YuN7vyHbUTop0lip49Ho/tVwwljk25DJyKH475pL4az1Gvbb4Dv33ve+KTb3ieqoHsATMYC+8FlItbhIEzte/qW2alCRFyMq9CNCytrQv3u4SRhRUV7ZUpZ7zNUdP2h7cKlFwBjEMqCAmKAj9xfcNdOgxm2Pm90wMLXVnhsuqmI3t3un/65yfMNOMwbhHTZPkvqJvB8L4OoRYq5aY+Ho/smfDkRwogl9JExxK/59QJE9m3MT0kZHMBsxfVoTkgF0ekfetTZ9JCreGTvEdq5JEnCyssTw3fw3UPAPQZje42vNy85J2LUxgYeJZ152qZbQP2Jrx0uBa8iV+y2lCLdB7BA0/u6yE/pS9hxaPq7u1r5qh1Oig+qWmRfrVJr/Ac/tpcrlSstrQ1Sl7ZqgFGE1i/FHl2oi4wMI+ZBTcppcoB/WAR+qUK25ofJt+rlTJhzAvOZW1zgHfY5lg5NS61DvrhUAZi7mjqvn2tjeZwDOewq1FjWrZPeXpRsmrn0p8r6ZhGgzw96l5jelZ6/Me+znP42kq/o3zRtmuyErgTFDuBrbaAIlTpT0qGadq2PJu4teG5qULcxbwyXEyk+Y0aPyQO1cxA8wBwv4G2osZVEKA0rVKmVrKS5IM30Qauwn/qf4qneoZdeE68yN8yfcff4kNTTyLRDc7JQ80LaVZpbUuzCLPkUJ08Uz5XzgoAADX0L7jvUtLjDYjczwdGCQCuQpK1/CAAxFyol1iiV/ErRnkmweclEz8hOrrygZ9jR1wb7lQnObr9OoQLVCQo+wEL7RRfgY/Hg4rISY/EWY1r0iqS1VeU6nCC7BGd8vrx8fF4PHiq5+FvKIlxIfoHnFycCPc5WzUVYne+6QMtBIacaDXfNaUj4xx//stm10Jn4ZWc80uE+9Jvnc8MHoPl7v1GW6FlV9OfhhPUbr6kBap/iWlFm4Z9CuvTohQbrxmcvQ3xBiCIb2QmKPohte2HjT48QhHpxFRndLFQ/bkFvgeA+I1yqQ99U+1L0C6OpssH3J77pUJpgFk4EOp0Nh8jNwp3uvxp4tH6IkOsXI0NcZLAuaQn7zO812IIJdV8JU3tmiu50mEDqnWsT/f10msuwpmn26+fGTsAGGWOzVWamzqUbr631wuJK0/+MFueygmE8kz6w469Zno9iB8A4jd755p3YWI/Bm81Btx7ofqUKdRqNB+MuNChgGS3yRrlmZQesnT7I8RIX68XT/bZMi+HjbV8Gb80Lgw7nvWZlx/EWX02uIv16VUCowbEOV3MajTRR043FJpns8xunCJjIciZp5+B90gVJUP+A5tK1lifAHB+h5r8zbR12HTAguV3eJqU4hni184+l09yv9Yav43voomfpnzmrZDosRGz1xRn4IJAlQZ8epf2kqy5XvTioSsp+y6GHVx5CXhn8BsTrZDpnzppR3Sdsikq/9wk7uT/Qp03W994sNSx/dAwAoBzNmGp1JuLJkcQALr9w77VW1NhFSeuQHfKptM+ajctOxB1HynRCSYF1hbh6gOU2KXvEXzu1zrUz8XbCQYaAOotQhZ3yfW+K7lc626lAJrQzHR8tcXIyf35DDjTUQbsDgAW2JwgrWsAoOYsE8GlyMuV9wq/QY5bzdVtvph+PB5hX+H5fH5/f79eryw7N9XNe9aY4JKIHw9N+klTfsHP2NuF2Q4uAKz0fkoFfqXC1FHhvo5sfkK0+07RAWxej114qACQCuUo3QYHXRziz/JFJ6hpoR6KQfDjL8j9heNylwr8QuVU+xpOpeekr1Osj3dIF93e573soXwD909E0+Z5Q/o8dJVKibPCz9sujwNeB9zSW0q/y/z0EeL3GJhnwfWRT8mT4sozgtNG45AVk5PKbzks8Ks/GlGJBOCCoM+kOCITFEuJU0IMALpzQFKV+WE3fomaig90pxRGeFlySEplHREeUli2w5sCndc6jPXp3y6exqF8lb3FVmpR4JwAruUU6qVb2XcuFZTxpm4BzqPMRkZ7NyANS2Z9vKfoIac12zk4AwviBzRdRryDc5xaIkJif4l/k3lBDBBYv1B5KEmXk9F/AzY0EiEmsylFcsUCOmzX9qEQ85Ki1vhls0Y1fjWzIDqNn2V9ZmWhWN+ZPZfG8XD/DM/trBHEh10DrnUImeJJev/XmNqBWQ1m4jd1xtvbxaFyPOvlkjsONgRzABC/M9xPa4BTuA+bC5i9UPtuKPghyFMKI3sXjhbjKDO1csOaRoa3xRPJAhFujrhZy01KifjlSy7HMxkZ6ysNx2FWp24NOZXy1VBKUD7g6q4S7zlupn2b+rqHJXYnN4W+ktdxsO7TdLh7nX6X9vGrK8f06VPEDPSVaDbMDgDi1839NOoFeAFg6iqtL0YNGJqurGksqVh3GK4Fhs6RE+cHPbVuTwGk5vhT5eehiwMSdynNWgedbrabh1cCAABMNWpm8mRMXxYjCQDADNsCiRcAJyDQajR0z96A+PyDGf7JcecGHp7Og6WLYeqfbIGwxOI/DQDLDg8uPpnbOZh5+U1qLt3XbzzPqpRNQb0cRGb4xs2oZSHEM6dyumbfGCIbDajc4+8W8auXYeNbjChfbmyDxQNMXaWpt6V7XrSRg9JmXt7wBnFD/I1RNlYLpez1Rkx7yPne6/XinkkqtKof1q9P1/Lp7LJSAc9YLYc+Xh62uAgAmpy//HVOn+qb7UyV8eQPbEqZiYyLvclsQpuKPzaXp0ropg0A83mdmTtdconE7QzXOkdQBdjC/fjXS764edCEOlnq/WSTENazypUHvdN6gAzIRrvhU2tt0zTt6hZIf9Zw9/xdEVtYM7vds1JqRQIAlz546N/5nptuYQSz0sfSAvtr7jhurXbdq5WUyugilpfgV1YvtKq/oMAP6L70ufTrDDzW+XbL1ia7JdoHEqJNuL4B1rigZi8lLXIW1scgDUnaTXREXsvK+WGnbDqSKvALteoE9+OKKhQA4F3TK7v8PQ/9Nn75XT9b3YG+mnj6YaMIfr8CABeldubVDv0vWSu+Q5vyDIdskFIDA6G8l2WptrfEcThb0z1R8M62AHBLY0jOEP9KBNsCYKE6B8Gy5kkdroX5XREca3rmqS9Y01a3vp8Eb64oEhs3TofISBIyfpzg9SUPP3X+lZ5pzQOnzm4H5QOA9zxmKMFJ91DhhNBMsJx65catZ3bLDrPPNwbnebZYYg1pzKd1DOBh0gR8U6DyBMRS8U2fvgXnH0CmDxBqO6+kRmc2F6/Vr6FYpY1Znyy6Mf1H5Ionq+pv78qhcB8XdEi/ZQiaWV/NHz7MHD0cmvqxq6F8erX5zhkA3NX7oewLUZDmmOBWuZfzlkvb91BnHo0kP+pE/XRq6UADrx0A91s5ULRbS+IZGEbgzOnQ4Uzqnkbaaw1Y6eeUlvkRy26/YvFlqJgXTvwCmots0LJzwvkeT+9qdauelbOCzQ8AkU+mS9xtR3ZkdfgU6woALsT9QO0AAOizHsFv2YR4VXcbhZTS04wPcBfNvKp3/t5Y6c5uBg8AdzVP3AqkP+G+LO6ie3ou8JD8rSf6vpAOjf4k3bpFGM/ECr5bf1VS6qbOx7CkAZCZvj0rnDZyieAMAMPdy9Sl7JIKFVJh16f2581MQpMUXCjcV/I9yDnZaHW5+co6QJzvORnsPbE+PWdO8qjOq1zD92r8S39pAsAN3B2+/xNL9TSj/4dt/QYeilpxgduT9DuHxPnuxgOPEz8n1dMvyK5JO4dPD7wh8atRMjj0h8yfNfO1AGC4O35yL+vbxoDWhpc8VF6mdBurZVbOLAzOXhMp5AVRnhM9pUQWEtdZ5V9pY31iLHQY0XHLDhngPJpHVBjXe8AbnkOaQYlmCSZXTEvyLc2WMqRkHc2dFQ1zSkeyM24deRcgfgAWyUAnoSYKAQDLiJ9f4JfixSTEAadviv0Mw26/Ytm1r6MIxfXnAk6NSXlak6SeekVy4lhqwTyP4zW9Px+CyLsIACYdOTyTUITODi9NFpgnUwiKkhZSSo/HI+Ag06hqsRw+7KVWEAAAbDGJdKOUJRCwN4EgxE+fy6KHe4SFajY04vElpwNnq6TiYi9dBDBLEpXcOYnTXphPB9m31F6E8v9Yn1b80+uye3wHLkGnO3xMYUAAGG4LSvrCtP7NPM9WAjlkN+mqYP4tkiQ2u5FW2sEZwyu+6IxnzVFdqdl9pjIbeJ/tj+Xh+BvCJMaXZwDebWWa21kIZwS8odB6HzUP2e1LzK5793vtctZDbgmfxyFRzaZH1TEtSkClS64mjvq/rE9UEJb+HnYy0IF//vOfGATguviv//qvytOuhkwCADDKDTXday3PAAAxEf96gq5oOyJLV6ToVMRIqZ5xlgqtlsfjQRyVt2s+Zn2lX6rNa4lKDmSGlQ9dT21h7gEAGHIkfH5+0nVYk70CDwSAPkZ3vghKtLQCgBn3Dt3kLVRwr9KjNhWq68+17s14GAv1hWcOhVi1MgqXzVw/CzX5sR157P/L+rJD8/393d3xfa/0KgAAwCRw6y902A5tETLNgIHAcqofKJ7KFOrOHngriuhfXsTP8NeKoyK45D9zd0eHqZTBbMtu6mFyZRdufncJmvB/k1mrJ25Pnh7qpzCtb8TnV8XgAg8AgGWm9vF40NWY4H7Q6gTW+2FYTr57LQpxzXaaALDFZff1UVbqbDf54TzPTmuD1yuELzBfgqQdUmuzZwFFwgTd2DsvfKj5ZVZbXV9+MVFXWlJJqcnznHTNwJ8NZx4AAGtAhd1cK9k/w87kwAAAiN954pd+tzkWniuIH7BrWdJXnB68oUwNJwWZaYh6B4fEbqRJzl/kBoEOdPH5bD1INlPQ3Y1BS06LKBRZmc7wPBT6c77S3ZGjaXuI74LvAQCw5eQW3K9k2Rymh/Q8AMRvqjOkXQhzz2LcgI30Qy9UsxtezFVKR6FZ4BeQY1dCsCayG6/Xi2QztxM/bdxI2aXyST4TutkAAABUnyhcOhkAgKswZNNtAgCgm/u9QxiG8jwjm46Gzg1mCWAppLZgdp1WyDqzFo4XAACLzzmyhCRj7V/NIr4HzD4xsbqEz6BvxKmxFTXhxHABexdqcotR42xqkXfKu+zyBxaPHdwomcF/Uz+Tv2ZuNXwoB7pxmo5ZX33aw0rKp1PwzWfAgQcAwHriR3Xe+ni4xIEHAG9I/ITbgNI+YLuPXqoJF07v9rRPzXNKNMlxy8OGariqZemVee3fxvLLUrP4ehb6NOVbRnHKDqotcoVj1rYCAPDmp/Xn52dOptc6WIfmrlQEmI4k3QCg0hUA8SttQDA94CprNQXo8eCHgnLkXHdvLz1qvYZIKtTPV7ZKGjtBptRl30ttx7PmKQf2YfeHiaKoNZoxOOEAANh1VPM8MToVHPupM2GSSmIXtpFbS5g7YKBbeaGH7/bqSu4yKfLBiwDWsKNU13FbnBFcNCXsO9I5qMvezJvQ0vXobDpXEtlumkEz3DfPwFYW2bUuj+dGBtUUWsT9HAAA0Y55IeeljxNRv+FH9pyKCARzgD7g6DT9Tq7GjvEBYu7cTDPMrLcg65bOtbybhFDIDZL16OR9PB58XugrukthqAnS+MTWAgAA6HYl84H3eDy47jNcbQAAEwaAkwuVcgsjq2V+MNz4uKe3C67n6eN5OEkD0zuTm9hZ89cBAADiUL6kJAG5WmD63YXJsYpX0T0DgCBbr9XrMsUSdQ93AFi5ks3EEL1E6aAJ28CdklGp0N1PR4yZveLYFv7k+QOv10t0crqEnNvTp1iLH10Y38NaSQAAgO2HBHVvT+W6ds7rdGInxD8B4IzHXPPdkko+96dRTgJEYx1mRVkcyieeigofSm3hxG9o5YELzsqSxI4oD05/Mj/pLS5hPZ5NBG/GKIurjoCJywAAADXcLym9Fs39/FMBwi3AycP0fdbPIfE79BRLuxUANq5hs6470wyqIwi1zam0L/2+PdECjWZxe18j7qlnpW6oqKfp9XqJwuBL2N7nxqeERjkAAFd3sjXxS6y3j2/0DtU7AQDcr5v4+WywJL+EJQQEXNs6ACj4xt7Li1K3becC9Dydm038UkHqUxR08DeKb0Ce69dxKvdzhMEFAOCiJ7RQ6dQ93OtT//W5CNsIAE3OWZPDmvM8TaFdANjCoPKCFBeI5vGxa8WKGJ15p3mDlGn/pOa1wVznM12lX1/fmzfdBJj/CwAAcLnDQJO6/N98ElRaufpWRc7tI6YD8E/Yd14kTrZnqXs79lTHGgOGX1uUIn5mVmQossE7G+ld5md11qe9LFuEOkeAZ7F+f3/z8v7IeMJGAAAAjPIpE+vtY+o7w5sEgJgchlpjY5MCcQ4UvVD1B0o1BTGp7G0mSKR6ppQ+Pz9jqq0WWd/YPg2HfO8GPRwBAHjz41mbTSrwE3kvJVtndmRCZ3YA6PbDnE+aedelcASqbYHhRM6pFvO19PkqjZZCeZh0ehi03PW0Td3jSo0G+Bvxm6No1PdpigXNmwzRcRKsDwCAqyMfwMKVpHyP1+ulax5qzkVyOg/PDxQjAUD35hXOtMim1u00hYeHMQRGrcPZPxLzTc1uRvzDwXcZPTy1c0hM2i0anlPjsI4AEZ9d2E0AAO50Zmeb9ng88nlGTfzM3n26Zq+jSAPEDwDSiNAH2jkAC1ZpOi1BdJXXNB/7HqebKFykPvX89aM9+XNS2cmhdsvHb1z66gIAAMA0cZn7pT/d20Uor3QvplsYJUQVAGAa8dOb0fwNIIRAhBsKHoIWXnRw4qfprnm66S/GJH5OgV+K2lzxOYPy+bcRIikWrgwAAJeGTveirrU5vz+DUj2bQnm6vbt5gQpDCgAd/nRp45Agu1BjB4DtNOPnDxIrI78E8SvFeMwjbNnt52EXpUPwfM6c3fP9/f3XX3+ZZGevJXluXwQAAAD3Rq7xiyazBgAAAABw/oeDt/IL9WDPxfOhg9GoigYA4K52n8za5+dnLvOjdg6lCGHpV8FIAkCrf1l/rV7KPRNVOnBXgEnLtTsERAdKWAURvmvym+o70MpUz8g8VsygSPUM8haehufJpyxVbZa4L9InAAC4IrXTR5Sp9UdHMtX4Cent/F/e9aHkmKIWGgCGcD++Q80P8wt7kD1g+KnRd08hyEbwJH99ct1JDrfUdUNIegY5rJ+z1zEAAABANX6Z1OWIHwUTWqsXnGvRkmcAwNGs8SABsweX+C5X38V4AruWaFI6Ivp6YgutqhH1SBXXMX5XvZo32sUqRTMYzgAr415+TG4k6xs+NFxoCNsVAIC7HsD6W9xMZ75HzqKoyE+qIrzGIMOoAsAZXif8MFNZ1+knhmEc6I+++alxyJQOhzofKDyfcNm8NGWovlXwXLDx7Vm4z4EvdpKRAwAAvMPpTj3c6f7P1+c89FkdswzbCwBN27OG2Oi+mvB2gC38StOtSyxIzvpM+lBzp1BzAq58HafdS0rp+/s7n/vOiX++3eg61gcAAABUnhCU5Q9hTwC4EHCTAgBjyVLq7d5+LbsR5EmeC94HGZ4AALyba5jKgTuR38ILhPQPOr8kVYhvQfwTALpdUrN1++fnZ762d/YdACxbmWZaMvWMXZzq2cr3TB5BD891zkwSUbqFGfW+Q4TTADdrewAAIABJREFUeLjPH4RrsD4nuCzkegAAAN7whDYNI7Vxz5KeJfvpn2owrQCwcvNqr7r0AexNYCXxO/TDL8T6Urlve4mPza4ybc29NMOYvA3Mrl4GZ1mfX84nXBxsVAAA3g2ODCARP2ri5x85Zos/WFcA6CBvHR/mGxD6JUDwVS0awwY8FkVWi1+gqH+DqX09730Pf3mJigvilxV3uKzLyhP8eWbCajwbc3XCRwEA4Pbnsf91kvPK3O/1etV0FXMOPFhXABjF/fwfhIILsHEZ+2ouyaoCiLlERQe/j48PfgEqKIMZ0ztsX7SY+PmzkH4XdHC11WUXSbPq+nh8L2ZWMQAAwP9t7952I8fRdIEqHW70Sw8wV/3IjQE2bOe+EIqgeRKl0IGKWOuiUZ2VlRkhSyQ/kfx5Qq9WGxqGub7QdX1/f7dXfbQ7PGDzuK02UGkU3PO2hWGD3+C3aDw1F59jHla+DBtW2xc/2YtYbFvipZ7zKb7xkKBxEOg1qa+2wD2/sTSCAI0OL3R1c1ufbPXe1vT3VL7WOEN7bNMe7XUeqZwv8fLose32a//OYlroPABwnO+ex57Fy9L/9vOgZ7DnB1dcffo3cubP5fOg76xpA+jvJB6Px7zO01kOMP5THMZqlx+7DD2RY4Qur+djzNNfyVLP22WKxgcOU39zd/94PD4/zztF789///vfZ4Ys+duFUJ/gwmt6+Q/1tf/29/yr3/OWqx0yPk3Tz8/P3C7//Pzke9KSysvTP0vYiz3QLt+rUX1hbpFm7SPOT7jCSRcYv9qcu4G5pGdx3u/xePT/sBZ7HbhFu3fa87hh2DO3LXGJ/OJQe/M8w122xgz+Oce/jJ2fsL33O19qGJ95kJwYtPtGsr1Wmc4fex5gJH3lLg3Ujg3a5p9a8tro8/Mzb0PW/nV//vxpjxBmn89/w3DrWNsJbzUWDEeNh2Z6/ofie58L+918Gf0429yT8Dlf0tp036oPbOMfXDhe3+WkL1gVZtq1Z5PbcsxStHGN67yE0vOd2gg9Y/yqd5qmn5+fMGFWfBm9Y4XSz1WfstbMOZsB3m2UE7/leTwe8Q7stQ3TOa3wHKXG39UQMvP8gdv12dq/LvjBJanPc8eFkannXg2VVMYMfvnE16qOr31BTu4Z2xd5fs8bXqN37hA+NvV17hA11wdvNdaJ65FM0e7kaeVJO6eNzELbOjVXjFzYK+czqOFaddYPrJ1i5I6Fg57f/D24Fy5cdXMWu+DiZNE5kW/bCszikumpozJZz2nvew1C+sNY8Si/8JOaRyZ5mGrHrqNS32LkS0YkWjp4pWjXHuuEXw9ZZd6HXSxM3GhzDx0khQY3HJA6l065NvjV2vH4hd/X11ejJ6hFO0kPdnkY+0c1eVMZv6+xyJMzO+viPzdeUoz5YHY+d+ER3rZpdpev39mMNAZU8WqpsD3viNMI1Z4C9mmjPyIjd42hDs3IFzNcT+ENgPccV7xPDxjqIxz6t3z2vDlo/Ep+Gjvwbu1yHPzCgeO1pqPWUBw33Vc8I3WQStbt6zm/80uWevb/Ldpk6Gwi2uez1x7SqbL2LC+om6y782xyQhcT32a1bXKj9RS1TQ3TMTtH9p3x6+zca3sR58g3D5/CVpTzUp/IBzRayWRdd3wOQbw5rdawntbZxItAkpJZPZWOj4t8xWpdoecI5UbnU32+v7/DJKr2Fq7Kh9PKo5lHLpvBi3XNi11Dvvhz2ApnPXtoe/7tgC9Ak1ge7+SfospzRywR/1x7Tdv5FXi3+Je3A/PGubBOPTlrNS9IVdsSvfu5OskfGLetxZf3l7RsSUnP0Bkszjw0tq33D1s15nQOCd7wVsnfZK29aHD+e4q4C141GTXIk573zo0+ujaNNmZ7VfxxzG+l4zP9Fr9d/xf87H9xVXst7aGCd+tF2v/24+PjX//61/c/kjauXZh430+VtG9xkxXW0M+VXeb/PeKDbRsrJytz5jnJcDEbNayLNXKKbxaBtQ9mzzkNyTFX8RmhcGjnW/xtjYJqxbMcxvziIQht6L9Wfa9n5tY6q3rmvy1uIsJapCmqk5d0/fO/DRUK+r/d59Q8iA9gWwM9RRvSnlxB8GRWyVvY+I8KLWxsnJaweJZDaOjnNZ9JG147uWj33hHerWXrebPec9gVDKK4e2vYXqCx2e81eq7Q1xf3ZBbj4qo//9MdDxwaV4YtmJksph+zZmZyeFE+fQrcYlTtfQrs1Se+/MuUuKTnjpVdPr2FAg5qmkOtlGS6b3FCqVF5bPOHqW2NS/ZPDzVMnH6/dg0ze2HPZFzlufO8Pqf5webM1nMq9GQzJFd3vmuXIt/lRo0LnOQvlMf52P0HuNd+ZMXT23vW7i6kvs47AGDDOGme7svXebZPaU8qvjzflC8WYAifcN7pN9TFjKf75ko50+9DXYsLcmpbKKexq7fBvUbVizMPtzgUm5cPfouRr7jTb8zU1w63t0jgeetR24oSst8uY6HPZ644QFHYLBf2pM1nDzRiSXFD2i5rOWoncRVDUTyBNuBqz/gjfX9/1w7UaQfmdudhax80xjyd6xSKFRO8cOHoGzW/2RZDyLBn9y32bi8Q/PLfUHtdmzcda2cUV6c+7RSwKm6FiiNTNJ/WGc8W31buO5gr5r2hGr35w8RTkfkev3aWrl1wbTtsGFivbay8UuHMjNEobZ33AsVNEMMeeHCvo8L7D3Avftm8hFs8rFrVsHzWxlsAu2SquHB5PuPX07Kf1pEEFxZb7+l0Q4s/dRzBVDu/YZwrD+O3Y4sjpfZv9kxxYcYozjBvmCkaIe/FHzgucH334Ncwv48Osbz4Jr3zD1fDEzhjtNSZNy7vURo75Ya6vGHDpJKeAPDadkm2n8UScKs+hNdX8A7NzYYnvXjUeAgq8ZEJq1q9tZ9k1RvN+ePN3/df//rXhZVdGl8zLPWc/+Hr6yv+GeWten7dFg/nbe8YhMWn6W1vmFqhl3haPj4dtNa+WYHFvs9mY0fflB1lNEXrdHqWh1zeRdZ20j4zeBjtRzn/dD4/P8MPJf6HrtSn1QaObpeTBZ9TtGJhikpUFdvxzuqU23JUe+N72Ol35tRfz18U72qYjxmMk96Tf/4t9sfDhQ3aqmFuGFLbRsu19+3arWUD1vNsH13Qc17FhR3cqhXjjd5/HjLF+1C2VHPRDAG7yxujeYbqz58/Pz8/4fiBvB7Xvic3bGiR4+Iu4fT2a8+HLc6/fXx8fH5+fn19PVl6NDnUATgoGTrLgXv12tPAZV36u7Y7pvGkR05elMfV8npTn+YGOGfQEwen8I6qti0tObJvKi1QPLr5mkNp2EE3VOcXcvKcSPPFObWq1otnuOsU4IQhXd48evQYNlON3zUUz6647/CpeNlDRz/vQ5kj36qm47P/7wbYRVx3K55S6z+6/YTWdvq99HQa9cjaeGSZlEhtlHFrZD/BD/Z9SIs18SeTfrzQW4yhwtLLXOdi/e3kEKxV032fkh5wSfALk35fX1+14wdOTiB5r5Yc4hderQ3S6YaOYV4327iStexXPKBJ8IPOUWbPILjxTAl+3MXIi//j98i3m+srvhLKN7zE/XVyYEMYUC0PvdzHwLXZb+3C9Et6lMUj5kfoOebKLu4rAHj5HD6/mO4v56aaC3BgDsnfuiX/EFJKKO4yZVv4jtuEVvzPw8eO36vFqz3736sddFXz6zD93tgdpig3bIA00QfbWrnFx7ZYXL6nUYJL7u3iESMjR6Bb7EXsaTRqbUWycCD09Z3BTzUX4OyIklQcmbf5xWfNXdhY1w6vy6uMnt+lNQaF8VLP6Z86NI2PupgGZT84aAznWeMWvfb4ka/n0btF8Iv/b3FDfqPjXjXd9+n+Bi7vYOL6LlP9bKva0avHtexJ0xyO70um+wbZnBNPnybTfRvi32JxnfF7VriF0O7FJXlv8Zm5y4+jkSVqNpSIPP9bh0pm09Ix9Nsu1IDPTj7+2XJeH8CZ4STpXeZm6/F4zHFlbbOYN+4bzlMuJr2kwwhLPU+u7NL+i+JTMeJKOcm62RAI8xFAz6pakxLQ83gWazPkj1LjJC649n5eNct31auK/i334z9WtRKpjU8eD3I6r7/UB4wyYJozSbJWob2gsRFLnoko7U04YcYv7iCHevOd1MiZj3PI16k2znJIRqWNsxMFQjpfxDB1zL3XXjnB0TdkiHnDzu8lOWfwEmsnp/Se36naGzBQszXPUw0+1gnL6Acv6amqJ7xYLIQT+o5rK5Z5WI5jro8z/Oc//3ERXsD//u//HtrTzP8wL/Kcor0u+e8JLf7idN9BPU08jxGS6iA9UDIJOf2zgDYsT03Odm9cvdrEqb6W/ofFhNW25sX7Gs5PPoNHvmQBTj48WLVCUuoDuDiozMFv+n2WQ60RXwx+u3/C8FeEBDVsTxk+2xykv7+/k4+9aphu+I7gd+blskSWkyPfFO3omwZ+uxc2/xePhrr1Gumj31lLfcBYA505pfz582dOKe35qKkyGbjLQDP+SPlfN8enpProdN02v/z7hlMoPj8/572IX19f8Teaf0P/GYntq2pwT3ts6vaYsm20xYbCfAWn5b2kBNrIeS8uWdnY0fcaD0uxcXj+pyP1AaM06HFbNqepz8/P7+/vuRhJzyByr2ouPSO2kP2m3yU0h+py4tnIv3//Ph6POUvn44ZGNZc89Bb/FSw+426YpCVpFP+Mj3NwxTgi8iUxKengBnxa47Od4sen/bL1ps1O7Rs981pZ6gNGacen6Ky5MOMXn96+dmTZcxZ5T6/QOJsurJkc7ayt/CLM62an7FDE2ndPJmAN62Hf8VzeXOTHOYTf6aJxaGcRgtPgKyTjQ8mTj9eYH7t1Q1H7kW0YbHiBBIwbBT8+Ph6Pxxz/Bv+0I5eQDhdTSU8AXmB4wAbm+oAhNHLdx8fHv/71r//3//5fbWquXfWu8ab8mSNo56mzOO/9/Px8fn6OHKvC9OnPz8+8dLazCE1tc6NZCDYM19wzjaYsn+6bJzfC8+suYlsuqs2DJXsTxpzfCxVcwodMPrYoKPUBt8x7+bKNuW5KvsFvc5Cbmue/L/62WsWwuWeqRamr1n/GnzaE0uLnVD8Q9m3TNjzytYHsUE+lo1zungPz4DTI3VV88VFcd7r4aZ984Tv4g7bhW3y2n1VdPnBV/5S07OHQucWhxqrdev3TfVOz/Emc+qbKIX7XRr6ks4/nKnva/EZhz2nv6qm81QPOhoG7q8fukW+0T5vUblks6M1y6nMJgGE7qvhkuXmSKmzjTgZAYQprMZgtZqSebFYbfoUlKPH++Gmkd+EhQs///PX1lZw8MXXUd+n5wbmBkf2m52b426+NaisO8GQtdgFJ9hu2WQgvUp+ZM0fqA24zZpr/oVjSMySWeeZql9HP2pVLIdeFDxPOmo9Pxuv/A4/uTcOZ8vGOxPz3TKVZ054zM2DVbenOyRuTdvDrOfQP2m8KBox8ySffXCZNkyL1AbcfD4VzHfLpqQG7q/lEh2G7n3jd7DRNPXsmAQCpD+CoEJUEv/kX4wPHk99Z/BPa5Vt66q8UX6vnvxJWpMyTkJe/VW2UqJkn/ebIF5anFg+PLp7V7uZkl/vTvZQ/nrWZ9pEP0Wac7nKqTPQluw/GNHdGiy9227XWkPqA+/VhybLDuRJJ6A/miBXXUGlXRV879CwGv0Znk2xAn/45KG/YIB2v+ZnjX61Qjd4UwW9bitu2Sq39Xz1f0I9XzXvF26l4TsOwnX7Yd9DOdW57qQ+4/SApH/fMPcE83fc3c+boJ0l3yUet/dvkN5x/PRsF0OLjHDavmxULYYS4CFO2O/QWU3xJ8GtnPN3Ns6mv1ri4ssDl/VbSIs1HjccJME6GyYApL6ZyRLNWLNmSvLPMZw7Pz9LFX49LpPZX9Vz8wek+eP5hl9/e6lrRMzJv/IbaQv1hI1/8FTrXdk7eMz6f+gAGHC3Vzg0Pxw/8/PzESxOTIx8OinN5tiz2YfP+w7knm/f4DXJVp9KJiOEQv87RxqrTDienOfPeTVkSAouLFBrPSPwc5f9tvmzb4/aGLwWKmz/nvQ/jf/Fk/c6hL2fv3oZs+16fjasfliQ5GBQYsO0Lqz2n0lkOF74IzENOKOk5/d5MP9oKrvl69q/zTMYWjR2Vblo2D2HfZ+DxzPpqI7T3uR+Kv158KXmXWyLuuP3cj2OuD7h99gtxZfAOY7QZv+IlDcdjPLPHDwAYK/XlL2gbq5UaxesATsh4xV+ZlyaGSb+T65s35uvyajQhWQ245OZPZJ47TQ7xa7T/ugaO86p3V/EE9m2N4aSk5yve9qt+vdaej3wzxP3j1Nyw2jh/aPMj846pL296GsvB55ZX7w6M0xfOzdHj8Qh57/zg19PZhNQ3B6o5+43TliabjsKM31Q6AKr/Y+sv2PGpf5l7qf2qvZEM+x83E/UvGfnyfxsG7fEzEr/CG/xrFmtxN17y1v6vG35F6psqleU2HHkMcMlwMBR3maJtflclqEYPlOzxS0Zpl7er8evhsG3y0O318M5WFXFZlRY8rS8c9opRP27D49Q3ZiKqncC0qmaJm3xj6uvMyupxA8MOnmozVNfGvESIfH///o2Xeo4wLRZHu+IGv/YJ9cU/BzguG+RPmeD3Dp1dbQnGXfJe3LksfshaD/vM7f2ej8lnPsXXWDtr/hQYocPLG+7Q7c21UubDEq6d8Ut64vCL86eKZ88u7HLCZygeKz9v8Atr+/OzEIurbvQUPDkOe5NB2Nplaf2/P35UPZIv9oDkfUr81MSpr3MC7fxvETY7hFeKyTFCyTeazPLt5MMlAF5pvDj93sU+rLtUyLxR7W8AoObTGyDg7hmvdk7RaTu8a4tP8qnIMTfIFde6xP/QWQ4uuQ4KgHHQjfoad9Tm1qlRSjf5DT37xDyew94Di+fyxcLO9vF/oGHBixvg7NS32Josrv/UowPjZJV4q0DjQIWrxqZxdmoXJTtHfnhPbdtevgoUjrgbOx+xFxt4FBeud16idu0oue5lYn9jvW7Ss1z+ejFfjBoXBltVrnNtE9H5ld/zofh8/mb1Khc4uTtJNrLHHd68VWDe1zdmBx/eyM51XMZ8NRsfMhHXWBun8AywNlF4bF/jBUH7h1t86Xn57vHOyPf8xXGHPJX6Fsu9qOoJjNARTv9M9M2pb6rvAr/WnPrmqjNz8EtKqlx19ZJcHQrPxHvuYZxU86qjjs0lWJKFnfElKr6vMWwbOaj3n9KevDrsqYp5ybdbdUjD5Bz2S1Jf55WV/YALR0XzP3//Y+RP/ng8Quqbrl4wma8CipfIzldyl8inmjysbSueWQHY2GzsAbxRxmv/26RiZ611Pf8nnq9Yru28qH22EXZASH0Ag46Kvr+/v76+bjErNX4HFmZNJxv5AEbtSm5RviXe1OenNnrqa7yQTnb3SeTA+ZFpnpWaF3bmh+Cd/247tJn58XfhKPm8xOggp7T/RPYqh6Onh20tybZ1nrXCe+F/DdVGSEGNFjJfyVJshPMD2cfZzheKyoT9Ap01ZhzNd3Hq23AH+wkBx3WW+bb1kPfilHVh2MhfaobaLXPqGy1ChxFDnPry35yc0r42n8O+T9nL32Or2rHkNVNcRcPazmEj36p/mzfFeWc3yE852R9e7Bp6lnH2f50RNk28S+oDOL/XDJ1KMjF1+Wa54kTfx8fHnP22DelOu55Jxc4pq4ujW4Uzg9+G584I+FUjYr6qM3/jOWVvHi88wqF4oO6qO/+4FyVS37PXsXaT2coPPNnnFdd2Juc07Ni8bHsjm6emkPdmu3RsO37BeIgwX8kw0XfQZ7PAjHPaB9rt1TNXzMB6959L/yxfPNc37P1frNjptrlN6ptKL5zyXKc7B07rVELkS1qezrJgO4r7sziCzknv8XiEFZ6jjZnivLcqP3cemKubh70amaky+VPbGJb8J8kcvtHaVT/HZA9e/vKiOEUWLxWpbX675Hz24u2X77zo7ErWLunkqNS3+Q64fI8NcK84l7fp8aF2czIp5r2ruoTQ1yZTfPMJDcWwd3LfXPvr4r18I3wecEftFQgXr4zNflfdqI3g159zrp3rblSRCeVbkiDgp/+aqQ/gUF9fX53vES8xv5QtLukccAjiHHYAduxWdChvkfpC9I+rA8//V8oH1vYceVnqed1IOI29/8CitdWi2x+s8SuhaktIfaGG9VCX98+fP9+RDddhrx+xWx13VP9j2z5SpbOd2etcFg66jfMfStIbjvYhp9+1oJPPX6vjsvl+c6NuuWj//e9/9/2pF6ebVxXtucvP+9oPcO0ZLK65r39aX5L0c/OsVDzRV4x8cZuzOew1etZGu/f37995VWdSvqW23WKvC7shtYb8PO/om7I64O39Pz0b/5zxwHs21+cPuBu/YfFsrf4Gs/8D3OhaXfI35gsja/9V2M6XrxxJ3jZO68vD7PV9Qwcdv9+M+5G4H191csOGB3zwm/OIj/d4PP79738v/rZD5vryn7fT/IANzUheiiCuOJK8/qw1pmvf/a9tkYvbmDtnIC9pDGsn565NdPt+JP0Cu4+rXvimWnyfslhEffeqnmz4CSZZKH85mJ/DPmwxnqRo56r5vUPPcuDA1Jc3Rsk6Txcd6G/c48ZknuiLt/Mlyer57nDtlvqkdnE4l29D5DtnnBrnvWCxcT5ofvKthulcMgx97eA3dZf7f+cLNf7riWLvE789nOfx8uPORwt7+TvEnuUe7r17pL7izzKku3wFlOAHbBjQzP8bjpJb7Cquems4d8/5IQ3FgDqddYxysSZ4WNVZXIihtjvcq6msPfLF33NhJWHiy944uSFZMzLyjylZOdK+G3fc18fZqQ/gNCNX7CzGv8E/5PlHNQDwkiFWxc57pL5ndtw98zP2eglYlfd6Zvk2tEKrfltjc0V8IPsl5RDyT5WsPp2v5Ky4Dqcz0B5xkfPfr3fgoOfi5b/s5t/j6Tu6N2n/5vnXQ9nn/vLU+R+7V+fSfnziwtp50c5a95HPPLvfzkt9z/8RxenafJFnXsMn/s1+EkAeruYVI8nCzqODStIhFbu9fMN6OK1hkDrUefM7L+kMtXCKfXB7/97zx2PAUO3MOw8/ig/+3LKFopGc9iMorsu9vHB38QT2uIOe/qnbuXhrPdlBuCEPSX1HZ+7GuQ6yH7yVxbJy4Wi+UGdybep4sjVrb1HIy5SNsLCzsaVn7WnsG77Ljl/fC2DOf1jeOXgUZ4o8g6fdhLXDDEa4PYonFYVXn43lne6f4VJffsPtuBxiwyZjgOn3IQ35RF9PHZeD2pa4n4vzXjzXN9poMinaOa2f5bukrRb84Pkxes9/lUzp/Pz8xOsMJeSD3jIUi3aOMzZur0QNvUljOmevTkRHsFvqq/WvT2a//nGPpgTIG/d8OWJ/Ptm3k2gMeuKj2AccHoWFnfFp7D3xeFvkO+g4B/097DgAq/3b4plb7XE/zyeouPEcsK0rbhdfnOIrNt2ba27rAg5JfQCDiM+RG3lotepA9gvVpkwB5Do23B7ukNunvn3fqhYXixfblFpZPOCFFVeAh6P5wna+JGUt/iE7NiOLs3xjLuxMCjP8/Px8fX3VytK0r17/lTyu6dY1sGOGeZMbaXG6b/HXwyq+eOuyG2mXCF28Gwd8dVisvFg8ir19e2wu6OKWOzb1Tccsp0mWjMeNkVcF8J79Xy3yheWIceSrjTkWI99eSy6Luy9C2Bst8iV9c/Fo+6QUzTOR75yOWfZjrxtJ8OvJe/E/zxfN07dL91G7/kNd4TymhqQXL8Pp6W1FvqFT35mN0TNHBQKvMS6J+4n8qIZkLLK4033fai61Wb4wxTcNWW8tvpi1yBcfDPVk37xtlAmc1iCsejDD4Vvxf5v8Is/3LPHbzMFDdTxzUytkvdf+cHHg7NQX347FyjwAz/ciybT/nE++v797Wp7ai8bFzLY24yX9XFKuc7ru4Jl8hXx8BeLyp51vmnf8SOeMlmCvG/Vt76jaAxVX1ZqyFzqdbTKdzeP4kS+e62t0lO1v4d4YNPUdoX9RuJwJL6Y4YohPPgiHNMRFJhvTUCf30/GOuI/IVZ8qL7UXB79wyOHX11etYucz03qaZXiTtroRWrbNIr72pZvqZzMUr15SCWyoEtDhI4VOJFmg1/ma1eTeaD5cAuBat6gGdqNtLYPXPgWQEl0EzvcZZ/T2XXjCku7kY1hEDq8R6hqPeViLeMk8f7J0s1ZpLUzuXTvLtziGCFOm/UH6jm2stWS4o87PHu1aDG++Srbx68UVxfl2vgFf1SVrO+XYF0l98a15ZvBL/qj8CXEPwSt1h/kOtLC2s3GuwNGHsC82bnHYi09jv7YnLv56cs7h4sVce2zuUG2y14K4o06LhcU2J6zDf8/FBT3fOm6u87BXHAaffxPmP+X4H3pSn1cAt0l9jbcUtQ27R5/LNJnug7fpNZOKIz2dx74dTN7RFs9pSI5quGSU0/hLwyEN8d7IRsnT/rOVRu7IdRC4oy5siIqnLgt7nSlr2DstjnntIi551+DxGT31bWjyTpuL0/7Cq/aayWnsPXHutEm/+A/Pj2K/trRM8t1Df/wT6Rxz3D3y6SY47kF7sZtqcypr13dJWst3OLul8wsWNywk3Ufedo3QuSSTe7WJvnO6Yw5PfWe2QbUtNO/QBMM7qHUM8+ReOI198b89NIrEKwuSVijZzreq1z/t2sZHsSdH863qmO/bi+sj8DbhyQi3+F8V1yK+26nL7dUWi5ex8dLwwsAcT+Qks7hzzzJd9AaWs1Pf0a1e/KJavw4vnP3yVzzxLF9tk8OFHcz85z8ej+Qo9guPlsn73TjvzXsjp+aqzsnuC9Aabwp+xaHaz89PcurAO0z39YeoKZvoqzW5I1y05KSiZMbPWXyvwckNwAXy0p1jdhu3OLChv8waAPCePmtx/5woX1w5MGV7hYsDL6U+YeQckj/pc8YfG38HAAAgAElEQVQLs3w9gerQbXt5cAqtTVyxc8zLO1/MZKIvv2jxBOBr77nXI3DEHeV2Sprx5PrEzearXqttL9TyK3P59Vm8pcP6kUYv3PMtTPmOm/our7zUiHPAOP39tpFB0pf8/Px8fX0V+57kBdCqspP7ftOPj4/H43HhZ1jsuZO9fGvLau/44wZu2pj3VOkwHuvfgpQn4QvzcH/uijdb5WtG2h++EQhvVxjsXVJf//1x7ebmC7fTAGszSdJnhCmpUMdlKhU0O/rpbrdyf34btqFLJvrm65mf9jt4cfBDr6E+gt0fSTdVZz58pQv1TOjNz2Ef6keWhL2pVM/MPf+CqW/VXF/Sm56z/qH4CV94LQG8TNcYanknaxFrM/znHAdaG6kk5/JNo55QF8JeHKEbzfWYM5aCH26qFw5F77OGvFbONFQCG3a5Y+ida6nvmbcAb3JX3C/1fXx8FOemaz+nYgHf3X+QjZfcbhoY39zhJQsRe9Yinjw0yTNqOK3hqm64HVDj5Z35OqJ2622MDm6qfdvVfHdfOOTm1tcq38FYvA1qq2Tj6zBg2AsfvriRb0P3IfLdJvW1712AZ1yb9zZ0hyP3TH9/05sCA+ZALRKMnvqSd8z5y4w8H8a/ctpDbqwDd+n+w16+fGKq1phcFfbCFN8IwS/ffREOtQ9zp8XfH0/3aR7VYOSIm8odVRyPvdLMweL3WlzaWmyTR/uOjT0CnTf5vr+NM1JfXlZhcZfI0U1h5/Sjwc2N/Oc//xnzg/3P//yPn86+KSU8nslevrjiyDhrEeO9fCH1XX4xkzFHfDGTtZ3tPXuXHHAv+yH48QJ5b1WUTU5jz8eo42S/ZLPA0R/MwzJi6ktu2aGGkj1F3oFxHtvG0QK1k4sueZznZiTecz/Ozvv4iiV7+ZKd2Pll1DYCZ47TiDu49th1kOsWp76DPox7Y8TU1xgxFA/dmuqrs454eZ+Pb/IxmRsLzowi4XkvPnrJLF++oy//Dzsf4bWdU60FS7rnkPpq/9X5VziZ6wun2/d8tvYleufiLq4Du99Od7yRVjVx7anyfLbg5S9Io0Mppr7z+5TGer28p/Y64O1SX6jhGZ7t+XjiaZo6BxmrboId/8DiFkTgwr4zNCZz5IvbkM6CZk8+y/mbqb9//85LN+PVLHPH/Hg85oWdo13D5MSLJDzX1nBuPqFB+wn0txWhFc3fo11YAPmg7xt/zeStXNImJwtGij3LtRcnOaeh8yNt+Mz6lGF9uATAQf0Ku1xPFwEAeNJne+XkttPbk/HKLkunGn/+z8/PIJX34H2Eyaj4F2tH853weNaqroWX03FzNM/yDdhixKuDfn6rvTwGrvLytYJq29KKO3pe8jo0TrTOV3U+P9bd8UdWqz5a+yKNwTavk/ryeyW+Feb1nz138PnLLIsDO3ctXCWp2Jn0iz1Dih2bhWJd4rxi55hjrGLkWzU40wzCmaORt33cbr2jb1vwy7NurUrZ5T+a+JMX897u3Yd+506pr/+FQfElQe2l1wkNYl5Xxp0Hpw108h1oybvDYk2zE8p4zn9mON0u5L2kgstoF7ZYsfM9x1sg+I0Wfoqtd34qz+AXpH8tW0/ki7/+JTPA+ZvW4glAi5HvmY+tJ7pl6suDU5Lr2hX5TrjdG0tP403G7j84WlgOEB8olzQm+SKCcyamkt46nuWbU98l63AafXNYsp5cTOkO7hKKXnuVY23EeLvlnasiXy0phQUjA379fGHqhsi3atmq7umuqS//+cUjpHzt1nTuW64wSCouN89vWbUQ4NB+pVixc1VPcFDrkeTMkPdGOzM3FiZLOzdGdv6i/hhOaxVf6XErtpN3Px5mw9kVyRfMw177teZVXzNe1dlzvms+ixO/c+xZeMJdUx/AokbeG0cyxTf4cEQRVICR3SXk6EpYnfp2KUy079uvxVf1lnfCCd3efHT419fX9/d30lzkc+/9U1U7dsbhYyQTffFOv2H76WJlmhceoADDhodJpceoNR6zdkvSO4edF7Xf2fP528NpncsLpr4p25wTlh41VrHnN8ruSaxYNibZ16fQOezY08e/XjtAfHFZ9eZ2IJxgPv1+9dNoiMI5DeGohuSs9nEudaiAmnTSa3vcS+pp3fTeNnzhnLvrdjdYMkd0xEHeV/042hMG7V9Jardc+3UaK/lDJbC5T2mE1Zc/eoQtqS/cT3PlhnBLdd6I+0a74q+3i7u4p2Gv5zGMBuaFnXNEiZ+v/Ffyx/b557E2ai/uhRvqnIbkYyTdcxz5kh761gOv+97trgOvGkQ7f/ObT/XErxqHOho6DmzxP4c+JS7o8uRJDHGJROPqd0l98Y//4+MjHp0Ub74TpvtWRcFkCKU7h54HKl9nOHcqX19fcyPQeK7PfAdUXBUZn9CQ91WXd1px7dNQtFNXeu3YDqili+Jo6iWj71Sa8Bwh9S0WsU82h9cKzxR/iCccp8SdUt8UzfjlBW17XgCcU+ao9obDHQzPp5R5O9+8bqR2TsNxZSSLs3zFXwxTfPnb0HFe1sYLO5/Jzxq33YOfN4O8Z8BbbGdeLO8V69LXvvjga1njg17nBq32mfPuxmhZ6ms9NmG1Z20ldP78nDz1Fz7eTdspGEHyIIeincXGIeydOz+T5Efb/fnz5/F4TL9f2YaO8PJhfeihw6xpEmIvPPQCeNu8V2sYk41hr/dapLa0Nawc6Tl79pI+OhRXm6IVnvl72M6uWbci9QHvnv3ic/lGroE52u6LduozoQQwct93oxRUm4yB1amvvcG3eJMt3nl7Tff1bLv3GMCG/iMUwk0iX756pFYec6+tAo3NDMmrzeR0vqHKcoRS2vFevrxBW2zx3J8H/XRcW96zqZ+WZvnulX/2inzFSmDXlr4sdq+1s17zEx3anYgG8H1T32I99LXdZ7FD3TH4Tb9ryRQHixZ8woYBQYh8ydrOaelIz5O3CiTn8sU9XF506ipx6ssXpjba2/YF1KYBR2SMl4x87RMd4uWsY37x+JyG6Xdp/c6yq4vb79UxftPU17kgeISbYzH79bzqAOKnKZRvyc97nbJCZ53dyTOddDFn/slMo1ZwCZd0wLKiwBta3MuXD7Fe+CIkO/p278uO6FCSA6un0vG57a5QNZd3T32NvNQITsVx4cm3UWfDFE8z9h9QA281FJjzSb4WMRyKEKe+2ivhtQ/U4vqZ/OkOn2eccUlt3XtyntIbrpu60fDXj4ZXSnHt31NreIdqV9d+r9r61fZCs/b05gjNQliGEzqUznTX83X6j7bndVJf2BWT3xn5GSZhKFO7Uc4/3jF5z9F4et3QkD8X8xP9/f0dikzGGS9fAHN0BxlapNo5DeF/R3io88YwPpC9v2+WOoCTw+Gw6xsX2/Yn4257lu+079j+InFHXNwpsKoHWfs1dUkvm/oOeiaBu5h7lFtk1Pwt1YBjqbtcT4C3dZdgY7DNxalvfjtSm25ObtZk5vCgx6yx+TCfCfQIQXhSwlFyyRrOy/u2fK3B4/GYj+Yb5+olr4pDOZxizYD4cFFvUkd7EPxEeL27+qZpZ+0grXiSQftrhvrPYw4I47V1G87+2aukNu+V+oo3SvyuPR4phuXRecSqVf876EbMi/jNn0opBYgfk7AQMV+2feahrvOz2Tg+OFnYmT/m41zP2sXsLLbGCANNPxFu8fqgPwkUF2fdt2Ln5t1o4cuGPQLbQubRP76wtjPZVNW5l17kY7e5vqT4T761pniQV60dPHTcVizgHm+wMePHu41okxmncJRc8oAX96G1az0/+RQnb2qTFmP+2EnkGyH1xcUP5iuZn3gxrTkdx94/8Y+XuX+OeHI7xy2Lv+2+waD/qyXdSrKJ8dptSour5PKine2f2vP77e3bkvoWJEUXimss48evdvM9825s87ntunPedkQS7w4PqW/VeetHnJFQOxkiPo394+OjuF/uqvc4ceQLFVDD5sN80dHmQuHaK/GPW99IZ95CPblosTrXLcJeY4lKbeA3t895IBywm35yGU7Pl3Jwn9S3Jfg17pLOfX1PBr/GZ3AHQ/KYhB4lHM23ap3PaR1k2HcRDmSvdeRXPebx0fZfX1/JS+W8xWsMs0Q+EPyOe2dRXKh1o6u3+bfdaFYzXu2SF85Y1UH0xLnaf2jYLPU9lbuAofqV4vkrA8bUMGk2cj8dwrMGEBjffbfz7TJSvYX+yAeHp768sF4yXZ4v9ezZ43dCCnUsL8xH8yXBr3Ohy3GPTF4NOMzvTdmZnKNFvjBlmnydpKDUtquqmTrnoXC1eeHbO9mwfa/T2DcPUPOIG6qkXL66tbGXb2rud+jpIJ6c3jSRI/V1tSb5xtNaUDzzoWqv/Ny3IgVc29v9/fs33m2bFNcN5UbmvBdv50vi3y4PQmO77+KTGwqsFdcmTZVaTQcN+vMmInTMX19fySENjV5Z83L3oaSfIDsGkrWpoP+vaGxpe4Ex/WJxrKTWV7LRejRJnzL3y88UBCrmSU+f1LfDK4raUKl2Vl7+KzvOAbb/2w2LwnXw3Ff+3CW7w/tv9R3XAtV6sqQXD7N8jb/6wtro8evYMF+64d2qjXyjDbzgBcJk44SGbff5YomUq+JxT3y9xXLWYrnO5OJ3fgUrR9g/9S0ONOMRZzyZ3siHxfMVDn3GisNNS0B5mbCXdNWhXGdt6cju3UNPl1x7M31yP722Qw1FXDQU7za89rNmqBcN+Sr997l08YCzuFxl8MgXz0w+fxS7pomzU18x1IVR3ap15OcspwmfpDb7r4/ndpEvPHHzjFlYMRIWdg51jlPcPoS/6/F4FIu4XFsBL27T4gJr2zZaIPjBYuPT2X62G/OXL98S7zCafi/sHPCL58cJtit29ix40ShxQerL98sWV5H1J7rd+9d8oUJ7jtFeDu7Y+RV7lLjiSNj71/PcPb/0urjGO/54858fFnY+Ho/zH7pGtZjkjWyYNZ0PZO+Jpv3xVWsj+MFeo5049b1kMG4korkfucXazv7I55UinT5cgsXmA15S8aTXAR+9uZ9+PB6D99C1w3MBGCHx3u4oQr0J+/o87d6NH7aPj4+4oHn7VXrtz9zl6a39IckC1GELxMOq3i5+g5gUmbzkU+XT6XneC2eyX54/i/8qrn1ajHzPv5T1yvZeAzU/Ly5vrBoNUbEG8gtfiik6SyxZ1DrUoC45myH+h6lZvsVEHxenvv7Sf/nkdc8Cy32DX6OxcDgJL9MFhoflJzJOjkrWfodOOj6dLz5S4tqwGv45roVTLOIi8sl+cFW7WmxMXvXOrIXekPTibeEjj+vi1Ld2v32tDzKO5cDU15Om5noSyTgv/83n1/Ds+fC6c27XF8aliZLI1+42di+dUpvfS56+j4+PMNGXdOfnH89Qe/GUHHqRHPu7tnuW90Bzve3f9hxU8PLBr/Hdw9vDsMbktIFlo3nPk2p/xU7VXNhy4/3f//3fJalv/pW4kkRjiBkfKr3XqKg24dAY+w7VaF74Ad7zr77jDz2u4DKnvrnWyKyd7qZjjm2Ypun7+zs5FDh/7ua8VyvfsuMPIun442Nm2g1CWCL79fVVq1D15ESfDvsFhpsuAudkwnZUCJnnoNvyoKmkbRk4f00ff/3we05OfYuftngge/4h175Y3L2lusW04eAf8oiP93g8/v3vfy/+tvPm+op3VZh/OOLYhva8dvHf5vON8cEveQI0ac5dRp9hL19IKecsLGwfepk8ZeGEhjn1JRlskDF6mC/9+vo64q8TFYBVjUNy1HD+n7zwGqVGeGsc0jBIsYZkF1/jNPbn+y89C9MINTzdiHBO73LhXr4VTdKQJynVumoAgFv4PPnvS6o1xP8cxqPx78lnJOJfac8D7Lj/J7zdt2CaG0mWUoej5Kbs1e9xN/P8GBYXQCbP+/T7MKXzn69kY17tYhYroK5abKPpAHYfVhWbmlc9kS/+jouVk2/xpWrHWSvRyY1TX/HGDWcx5/U8izd9flr0VC+3cFBb45HjLuKinfFayrWxZPM9X1uykrwDmlfjzOfynbb8pvhhGp85v5hTX9EpLQZwZva7e+TLv1HPhp24dxv8CuQ7+toBftp0zhkMlPqS7JefdlVLdEef11drZZKnFIbqP/JjUea5qXCmXHzn11LK83OAtT+5WFk7vPQZ5CSl2sxkvNU+nuhbrJGgPwY2R50NGWB6xaKd/T3CLVJfYztfsQtuzDroYhg39RXv4PgI5rCAanEceU4B99qEw7U1f6F9Q8aHCiQTU3k1s+P6knw9drHzDofy5YnrtOer0bnGvXJ81GFPW6R7Bo6OQLW1Cfed7mt/wfZvHv8Y+jzy9S8l04lwp9TXFhZ5JsGvdlpXXmN9x+ch/LF58HuBReS89mgg7OULh6OsLfC1457YxlrNuXsOFTs7M+2h2S9/2OND+YrvpDr7Zq0EcGhASvLea0S+zXlvhCqdjU9eq9u5YaQKt0x9kzPQYb/uJC/aOeDD9ScyDbl2OjmK3Q0GwMkRF+6X+tr3d7IUu3GoZVLN5bixbLGO6FSaWrx8PxLvLH61maeU+A1o/Iu1KLjvA7W4+WSE19LtmcZi+dNVpx73/J5zVq0DL9wLTC/39ry2Iz35h3xz+O0iX3Hlmk6BPVPfhfvTGjth5p1+YTHVPF8Rb/+rPTk9BSq2fc7+clJwYX+f7OVL8knygJxQbbKxtjOu2HnVA9Uu3TmHvbgWzqHtpN79xSxW5INV7d7ib77jmeyNL1UcdxVXdRbz3oWDtOJYNPQj8f/CqalvkKQXnpNQwD15SC7vKRfLuujIufDZCZN48UTfVJ/H2yXv1R6KxXnv+RmfTc2Coqc9WcWPGkfonp/Lhg+v0QDWtk7F6aC8duU75IpnVoucdpVCWM3zXv4ZGn1K/3fUs1BOfSPfGflKqvYQc4S2OC89r9on59yKcdHO+f8efctt6yznyDfCIQ3T77PXp6jAaTiKPTmXL/7YnmjgiEYpr2YXt0LJ4qZii3SXvPfk5xy2VufaE6Sd8spJqa/9KF51z+VvsAZvsP7+/RtmLRq/2TPMQQ9LyHuhaGeSas7pRXo27oZzGkLEGm2AMmfmxtrO/h7aIw+c0xHkqe8WZ5Rv/k8G2RPe7u/U6uQeqW+ox2bw8rtCHZcLkW/8V7zD9tPxRwqRz60FALxC6ksWL10+ZAxb++JfnM/xm0dgyQceLQFaz8klt1yYlepZBb3Lzbn2XXKy52SQ5zc/vH7Oe19fX6sOvXA6H7Bvo9TTniS1TJLloGO+jN5lVed0kzMJk4m+xUWexTGk3oTdUl/nCc5XtQhJufniaemDfPhQbtSRg5x2y4VkEldwiXvEztWJ+z65xY3pIVblXfW1z0v8pqlYtLNYF26XDfcAaxNRsYjLOzQ7Sas7+FmvIeYlpTt7fqZwVOobc24qHlfFo8Z4mJsM2kZohqbKunP3Gbvfb3HFztq7kkNzyKqONu6bayUHLs9+oXxLo3Rw3NqY3wMu7AsaB/O8cPXOPOsW6+pNY5zcUNvRpxonV6a+4pzAONkvFIEI70uKZ7YMEvny8yfep4Yy5z8jxYWdPa8/d7wt85dHyYub+IlIFiMNMoYIGyPnvZH52/TFgNp5Vrt2gMlRfqwcVOSZJxlgvMBdtGoS4hZrO/Px6uLpZVoAjk19iz3QaK1h51A1mQA8aEohn3jxAHNc/xG6+amjMtji7XfoU19Mfase4YM+TDGGxYdezIu0J0tugBOTf/FFdvH8p+K6iZe8MnlY6gx7V41pkym+ZHCoT+H61BfXlv2TOf/JaR9y8ufPn8fjMX/U9tHJRyS9PEbWzk6dzcPHeKQOz6SUcHfNCxHjIpPx5rQNh60/073l84rxU/Dx8fF4PMKmvl3+6t0v9c/Pz1y+JVzPvHt+fpj12gM1YMfGP88PU30j371eMRdf/OX/t/itxx9QhT5lQwnoVX2EroQtqa9nrAkM1aPEPeKYW9inf9Yg1fLeOJJdfABjJiWVAoB9Ut+wg8ietq+2ZrqYY48Lt8kEaVzVU3vN2tSU1zQKu/jicxqGWjoSPs+c9x6Px+PxuPy2b8yahkMOixWkAA5t5xuDrnw9xQjN6V7fevHXixU7hx2XJus5w1yfgR+Dpr7Fx/KqG7e4UDPM9ceLp2s1aYqZcPfKn+21qZdfRu4rXoZdO439wq6luAdjHp3M/xv2zo1z84d2Y76YU8fLoCc/vAcfmJZerOerH0M1u+n3m+XbrVBYFfny3m3MI5rzgeX8Qnb+36QEvY6AgVJfrfbJULdp8uortICheH1oMWsZ7Pyl8IIfe6WUUG5k1Z7VQzvL4u0dFnbGke/C1BdXA47fyIbrmV+odhu46ot43oFavOk8oC/ePv0yeW+qF0e40RnlcQjPS6y9z2mK3Cn1FeuUXHiz9hSdD5t6a/Uzix9+r6FnbXTYGVndeXSGhLzIZFIr5aqwkb9yjk9oCNv5imdsjtA3J7OmtVz35KF8HnZgemJqbm5Rk6JZN4pGnVN8jUWe4weneNFZ50XQNXBl6lt8Yk+7QZNJjHjdZt7GzUPe+KzqnoC37zdK4l/8h9deYiWngRVLMyP7hXsmrBiZ1yLmPeIl90/xkMCPyDRkpZk49eULZRcvo6N1gTMjX//hqy8T+fIDKsaPfMlALnkh6+QGbpP67jJEdvwxrzpciGf5ioeGD/IMhrw37KnB8VZ7zQVwi7GN63DHYO8Hx4ipLzlnPL+Pz7xxi4sWam/f83m/eIPfaQ9evJNwcT9k/DYovAoKS/g0E+RzxXFKKe4dv6qDSQqUxZEveRaGGrjEFzM/Sr7xCHs2gaOjQtLa5IcnhzVQr/et87ibr2cZ84sn4+ekFnRc8Ew/wsWpb/EtRXyAe3EAt++4s3NEOx+HEFqBEPnycVs8tusps7n2W+T/+WKLFj/5+VGkMP1ziFxcALr9Lua47iRfdJ3/niTyNR7qQzvd2jMeaj6FQy/CXF/7aHudNAOOid2Tt/4hNhY9Jo1Yvp9ttKNlGid+1d5RtnfBzL3JaAs7804wr+DSOb718DJE6lvsS+ISfMfdtaseidqblVooPaHL7KmmmIc9zQHJHRLXAUsmpjbcbLuHq+TPDxVckvHKUCOw2ff3d3I6X3FQZZANHJ0iFjcPv/Bag/xk43jZyFDtcCPRhReyPadx1H6g3vJwWepbvN3DkDSunznOHRkm/cJni2uyT33rME/4RuGgMGGPRkRJXJLxpvrL2jjvxf30VetwGquAQu2WfOIU4Kqmvh1vbj08aH/yMKsZB6dhT+SrRbUNb2NhiNTXXpeYT+Ln518N8mQmJ/j1tLPFoe2hj248cZpXZOblLT5utVm+C3uUYlnqOfI9Ho9wgvBV93DtvWl8FPuc+pI1C4sDr81DHDt1gZ52tbak8xatRz4sXMxOU8eGxmFzbM/bWGtGGD31rW2hht3ukp+IMH5bCfm9kR/NN+CzFhZ2jnwl44vpoQMGb1TfMx7c6It3LsCBoVNfMSYVi6PMRVMax0MfmpGKlevzyZB4DerUUSQm+W1Hz67Er8fMCbxhqOtJKcX56p5aKfueRZksZQnjksfj8ScyjXHmZDyPFy5jmOWbOs6/2vDh2zuiPdqgec8rESTJISz8KQ5X7vJNa8upklFlsoYlHPE65lgodCs/kVqpi30n+nQfHJX6GsGvODC9fBFC4+8NiyenNeWVLhmixcWgPN7vMyao9YtJpzJdWrSt+GIljE7iMcqZZ6V0Ngg/v+XjqnyP4kH9sdc68M55b+o+qyBZOnGj2aRnPmooAT3g941/HHnvPGWnsS/+IT0dgc6Ck1LfVDofL6SR4oaZS27TntWbnfU8jwh+i5uYp8rcowf+bccKIfwX1yKuesOSv3d8piutzYYNvh81nuVLNv3m64jOeeK81oH3jHw9w5i4dXqHpYPha9bO+xnwh5sv7Iw/ec+UiS6A4VLflK1ybExKtI+6OrkFqY1N46PbG2e+nzzEjxuLoa4kl9yr4S5N1iJOK2sm7Xv/hOXc8e36EZkqy5Yuf77i8i15D90zM6nAEnBoS5Ucg5ysqH+TrjApAT1s3puil4lTaV5hscswumPQ1Ne4ZfOTDxrjp+PyVX+DWNwE2JNpjy5DX6z/Gy8VOO1icnL/Mf2eu4tPY5/+OZy9kVIOeljavy2+OYed4guPUryXr93jLp6XdfQNADs+1O6rC69/7f1X+7fFu1Fe/v5MRlPxToGpchjs+R+1OAiMq2pvHo7CzVLfffWfhnny50mEeZUX6wNY7Hji4DfsAC7ecz/mXrX5HPZ9y58aSQPbck7SkhT3Er9q0c5GH1FbbD9yB61H4EVS3y6Lkk94JJ75Yxub6M4fvPb8XXGxwcnGv/sPBRo5P98d3jkU2HHPQL6mqLiTsLOfPvr+rK13LZ5rv/YaFr+yOxk4KBkWG5mhXlX3LO7oPPM5T33jH/yzdhKyfx/+Ym152D/1HdGWJSuewzNzyRRW8gh9fHyEbX7FQV7tOx6XZmsrZvubVG4h/BBD6epincniCKCzfNGOvV38FIetF5fvPg2XLh8bfX9/T1E5nPPjKPC24S3/PXG7nb9Tu91819qL0A6uA55jnh/f1TiNXW/C7VPftlzRfn2VzCFcWMUufJ5GLabi94qbgF0+fLGexDj1UTmim0wmb6do+1nxaL7Feby1laDXPsLxXFmo3ZJMQl7yGiIpdRNfzJD6OgcZFz5WXuvCa7TqUzZZ1z6XL25Ip5usJuh5Md3ZuRTfHo75Ujvfy7d5/cja8SGckfqefPaKNYjH+Z75KLk4yVY8nPCIyi551eYkGxdXRJjuu7v4gNoQ/Ir7+ztfhe74lOUVhpLId/mio2LV7PkCzhU7+6/MyXVcGt9INw+3i3yrnu7ia9z8f8fv39dGvuK2hdrgcKgRTmOWb6/ApuXn+tS3S/DLxzHjPMzFd2zJW7qk/Q2VS3cfqBX/ojz4aeRhIeUAAA+8SURBVBpeI+wlfUm8nW/z6s3dI1/x1Ww80Xftg1x7iR6Kdk7ZSceLK3Muf74EP3ixvFf7D+PMc7vjmp5v/Ac/pCFfDlZbg7NqMY4QyNCpb2rWPqk9J7XXJOPczfHZOPMhfnMx+mJNrcWR2UGTfu92XM8bRr4p2niWbORbdRT7dMBGvuTGDuVkGyuQL1ywHT7w9z96otRokU/wg5tGnZ6RUrywc/r9TirfPDLycp7Os69qDXVSvqW2uWaEd4vxEUrFlnlxe4XGnJulvl0aiPkQgpGfAacwc0nfWTv2Z6hOPV+HM0IyyTffxkex62uBkb1hG3XHr5zvtAep79dTnVdtCXNr8fCxs5z6oePa+ITQeE5y8fCJ08p45hsODWdfprcLyxHz37bqp7zq/Whnwgyf6vF4xHv5xjmqKGlJwlHs8yePDxLMn/ehqrkAr93450v3w2GnxfIB061276+q4Tn9fo044NaVeC3YlO1IXDWhp1vhxqmvf3lnsvktSXfjLGDI153mBzn0N0nHNV7JhQoTp2FJqiZmkK4i7xvi3a3hF8OSznyrwNqfY23E0PlftSt2Tr8Xds7323H3WM+rluJzETby5SU9L1kfe8KlgCfH4u6rS7qGKaqE3P4R3Gh5Z/5Na8e9JtsXaxVuLv86YRwYVo7UClXAy6a+VZ1HcY17sTjhOPIm6cKY1/NXa4DuMsDK+8X+2i2Nu2LbTz9551rboZGMTlaVEj3oiajtGc4j30FTeR434Mk2JNTEmu6/qaR2xlX76w8yjKkV94qrrPW0/NtOTmpPD9ptxLipb9XNPf6tXJxGa9SryI/yPG10mNdBdgdfG/ySKaZ86i/M7zVODz86gbTnkUI/F+b3knMaThtATKX3RPnz1XmuvfsTuCRLTKWC4a8xrF/11rK4TeCq4FfsB8PikfyF7C2OUoSzU1+xLcsP/gove0Z7ipLdfWFcvpjlDjrOoTPyzZfUCX6DvDXId3HMN3yIfKHiSH+cO7TaZPGZ/fj4eDwe8avZQ+/kduSrvXaZr3Mo2tlZFO6O4yoDDrhjHMrXNw67n63/e7U/fHHjSYh8Y85lxWfnFl/I1rK6lpm3Tn2vMWpvh9ih2l8tzu26zPELguWFlwa/mF52ALcYXZgyGryD1psg9f2KQ9uO7Jsqb+7zoDVO5JuytzvtpXHnT/dN0akY8//mx/1xco8+/T6gMqlptBj5elYnHvqTjZd0nj9A6WlkwrUNFTtr5wdOL3SYklc8cIvndKqvniguRnj5Lx6va01q/l3bXydF8hqnKNU6ps1tssacG6S+dqhb9XviHHX0+rENQ6tkSUYxqRbD1VXrPJODMdzH174vyGvDxtv5Gsdy9KxFfP7nW/uoxdR3ydBh8TVHcsB9TzYe80D2DRfHAw7DPp55I5PEnhf7yrVXaaGxSkqVxo3Y5Qf/JJGvVlK750948rvYnsO4qW/qex+f38T5uXPjt909zXSe9KZSZfyj692PvFvybTv+8IOIK47EJ5esinbn/FjzU6SOvoc7L0K4z0Pw+/7+zoPQy2+9MOkH4/cC+bvj4hvkV1qbk7/BrNVFv3z4l7/E7498z6++uftWc94u9XW+nIiHvPkYNzxjj8djwGYrf0vXaBTyoecJI7N483E8ZNeIjCA5kbJWZ7KxmKT9i8+/GkwW5OTrcM7vm3vO64tTX2hY2qFISU/gwl6g2KLet0B/55GwneuPrlrC8PPzEw7PiDdf5PW314bAfX8/jJL6jh7qDfJKu/8z1FburW1EnrmSszxga3EuuXPilPJM0ZFtR7FPS8fpxk9ZfozS5SOJ+E6OJ/ri4PeePW7/ywLY0Di4l3bsBV5gYefaHuFG9cCm3/vwFzv0y68t3Dj1zU/R19dXvNF5zIa7mN8GEQ/W53TxeDw+P5Vjvbinn38i39/fX19fgwTv5LSPeOvFfE7DNMDJuXnwi38lPvfCLlZgzAFDUhSgsY79Jcf9g0e+0EG3X8jqX5D6Fh6JDSvWkjXu42zwzX+lVtnlkg8WhuzFTxVKerqnr/oxFc/ly38ol6w/LJ4/e1z9mGfu8/kCFo+2b1/MteVbPCzAEamv8TvvuE23/YGTib7Bz75qV1NL3vhvKEKjW+GlUt+OLcgtCjDMZ7hfFfxWXc+Q+mS/S4TIN/LRfPO98fGPAc8ODr1yMfXpXIEBs1DS7dZe7eXVnu9+BRq7S0bLe6E3MdGH1Ld/W9Dz8I+//axYVHCQDzNVpiK1XKf1InFf/v39Pae+Abu9+KPG5zQMe8MsRj6AMcNPbZ3na6ztTFLrqoO4LnzD+Pe36cijkuDtUt/UMaEX7yYa8wSCMLmfzN5c2HDHu7OSzznP9c2Tk5qtk2+SpGLnyHsb8lm+MQcW+drOte9EAM6MfPH/1g71me58Fkv+peL1UP3/4flDplAPLF69pddA6jtkTHx5WDoowY6TS2vp2jzJOfd2uMPH7Ejiop0jV1GqDRTWHsgOcEn8e9t+8O6DDZ0I7/LMCgYAAAAv7MMlAAAAkPoAAACQ+gAAAJD6AAAAkPoAAACQ+gAAAJD6AAAApD4AAACkPgAAAKQ+AAAApD4AAACkPgAAAKQ+AAAApD4AAACpDwAAAKkPAAAAqQ8AAACpDwAAAKkPAAAAqQ8AAACpDwAAQOoDAABA6gMAAEDqAwAAQOoDAABA6gMAAEDqAwAAQOoDAACQ+gAAAJD6AAAAkPoAAACQ+gAAAJD6AAAAkPoAAACkPgAAAKQ+AAAApD4AAACkPgAAAKQ+AAAApD4AAACkPgAAAKkPAAAAqQ8AAACpDwAAAKkPAAAAqQ8AAACpDwAAAKkPAABA6gMAAEDqAwAAQOoDAABA6gMAAEDqAwAAQOoDAABA6gMAAJD6AAAAkPoAAACQ+gAAAJD6AAAAkPoAAACQ+gAAAJD6AAAApD4AAACkPgAAAKQ+AAAApD4AAACkPgAAAKQ+AAAAqQ8AAACpDwAAAKkPAAAAqQ8AAACpDwAAAKkPAAAAqQ8AAEDqAwAAQOoDAABA6gMAAEDqAwAAQOoDAABA6gMAAEDqAwAAkPoAAACQ+gAAAJD6AAAAkPoAAACQ+gAAAJD6AAAAkPoAAACkPgAAAKQ+AAAApD4AAACkPgAAAKQ+AAAApD4AAACkPgAAAKkPAAAAqQ8AAACpDwAAAKkPAAAAqQ8AAACpDwAAQOoDAABA6gMAAEDqAwAAQOoDAABA6gMAAEDqAwAAQOoDAACQ+gAAAJD6AAAAkPoAAACQ+gAAAJD6AAAAkPoAAACQ+gAAAKQ+AAAApD4AAACkPgAAAKQ+AAAApD4AAACkPgAAAKQ+AAAAqQ8AAACpDwAAAKkPAAAAqQ8AAACpDwAAAKkPAABA6nMJAAAApD4AAACkPgAAAKQ+AAAApD4AAACkPgAAAKQ+AAAAqQ8AAACpDwAAAKkPAAAAqQ8AAACpDwAAAKkPAAAAqQ8AAEDqAwAAQOoDAABA6gMAAEDqAwAAQOoDAABA6gMAAEDqAwAAkPoAAACQ+gAAAJD6AAAAkPoAAACQ+gAAAJD6AAAAkPoAAACkPgAAAKQ+AAAApD4AAACkPgAAAKQ+AAAApD4AAACpDwAAAKkPAAAAqQ8AAACpDwAAAKkPAAAAqQ8AAACpDwAAQOoDAABA6gMAAEDqAwAAQOoDAABA6gMAAEDqAwAAQOoDAACQ+gAAAJD6AAAAkPoAAACQ+gAAAJD6AAAAkPoAAACQ+gAAAKQ+AAAApD4AAACkPgAAAKQ+AAAApD4AAACkPgAAAKQ+AAAAqQ8AAACpDwAAAKkPAAAAqQ8AAACpDwAAAKkPAABA6gMAAEDqAwAAQOoDAABA6gMAAEDqAwAAQOoDAABA6gMAAJD6AAAAkPoAAACQ+gAAAJD6AAAAkPoAAACQ+gAAAJD6AAAApD4AAACkPgAAAKQ+AAAApD4AAACkPgAAAKQ+AAAApD4AAACpDwAAAKkPAAAAqQ8AAACpDwAAAKkPAAAAqQ8AAACpDwAAQOoDAABA6gMAAEDqAwAAQOoDAABA6gMAAEDqAwAAkPoAAACQ+gAAAJD6AAAAkPoAAACQ+gAAAJD6AAAAkPoAAACkPgAAAKQ+AAAApD4AAACkPgAAAKQ+AAAApD4AAACkPgAAAKkPAAAAqQ8AAACpDwAAAKkPAAAAqQ8AAACpDwAAAKkPAABA6gMAAEDqAwAAQOoDAABA6gMAAEDqAwAAQOoDAACQ+lwCAAAAqQ8AAACpDwAAAKkPAAAAqQ8AAACpDwAAAKkPAABA6gMAAEDqAwAAQOoDAABA6gMAAEDqAwAAQOoDAABA6gMAAJD6AAAAkPoAAACQ+gAAAJD6AAAAkPoAAACQ+gAAAJD6AAAApD4AAACkPgAAAKQ+AAAApD4AAACkPgAAAKQ+AAAApD4AAACpDwAAAKkPAAAAqQ8AAACpDwAAAKkPAAAAqQ8AAEDqAwAAQOoDAABA6gMAAEDqAwAAQOoDAABA6gMAAEDqAwAAkPoAAACQ+gAAAJD6AAAAkPoAAACQ+gAAAJD6AAAAkPoAAACkPgAAAKQ+AAAApD4AAACkPgAAAKQ+AAAApD4AAACkPgAAAKkPAAAAqQ8AAACpDwAAAKkPAAAAqQ8AAACpDwAAAKkPAABA6gMAAEDqAwAAQOoDAABA6gMAAEDqAwAAQOoDAACQ+gAAAJD6AAAAkPoAAACQ+gAAAJD6AAAAkPoAAACQ+gAAAKQ+AAAApD4AAACkPgAAAKQ+AAAApD4AAACkPgAAAKQ+AAAAqQ8AAACpDwAAAKkPAAAAqQ8AAACpDwAAAKkPAAAAqQ8AAEDqAwAAQOoDAABA6gMAAEDqAwAAQOoDAABA6gMAAEDqAwAAkPoAAACQ+gAAAJD6AAAAkPoAAACQ+gAAAJD6AAAApD4AAACkPgAAAKQ+AAAApD4AAACkPgAAAKQ+AAAApD4AAACpDwAAAKkPAAAAqQ8AAACpDwAAAKkPAAAAqQ8AAACpDwAAQOoDAABA6gMAAEDqAwAAQOoDAABA6gMAAEDqAwAAQOoDAACQ+gAAAJD6AAAAkPoAAACQ+gAAAJD6AAAAkPoAAACkPpcAAABA6gMAAEDqAwAAQOoDAABA6gMAAEDqAwAAQOoDAACQ+gAAAJD6AAAAkPoAAACQ+gAAAJD6AAAAkPoAAACQ+gAAAKQ+AAAApD4AAACkPgAAAKQ+AAAApD4AAACkPgAAAKQ+AAAAqQ8AAACpDwAAAKkPAAAAqQ8AAACpDwAAAKkPAAAAqQ8AAEDqAwAAQOoDAABA6gMAAEDqAwAAQOoDAABA6gMAAJD6AAAAkPoAAACQ+gAAAJD6AAAAkPoAAACQ+gAAAJD6AAAApD4AAACkPgAAAG7k/wMjgT+gQf3o7QAAAABJRU5ErkJggg=="/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">20<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h27 y267 ff2 fs4 fc5 sc1 ls47 ws124">Zaangażowanie kapitało<span class="_ _0"/>we<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y268 ff1 fs2 fc0 sc1 lsd ws125">Marvipol<span class="_ _0"/> Developm<span class="_ _0"/>ent real<span class="_ _0"/>izuje proj<span class="_ _0"/>ekty magaz<span class="_ _0"/>ynowe pop<span class="_ _0"/>rzez spó<span class="_ _0"/>łki celow<span class="_ _0"/>e, których j<span class="_ _0"/>est </div><div class="t m0 x2 h5 y269 ff1 fs2 fc0 sc1 lsb wsaf">współu<span class="_ _0"/>działow<span class="_ _0"/>cem oraz p<span class="_ _0"/>odmiotem ws<span class="_ _0"/>półfinan<span class="_ _0"/>sujący<span class="_ _0"/>m (popr<span class="_ _0"/>zez poży<span class="_ _0"/>czki udzi<span class="_ _0"/>elane spółc<span class="_ _0"/>e celowe<span class="_ _0"/>j). </div><div class="t m0 x2 h5 y26a ff1 fs2 fc0 sc1 lsb ws77">Dzi<span class="_ _0"/>ałalność mag<span class="_ _0"/>azynowa <span class="_ _0"/>Grupy Kap<span class="_ _0"/>itałow<span class="_ _0"/>ej jest sk<span class="_ _0"/>upiona w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsd wsae">Marvip<span class="_ _0"/>ol Logistic<span class="_ _0"/>s S.A., sp<span class="_ _0"/>ółce zależ<span class="_ _0"/>nej </span></span></div><div class="t m0 x2 h5 y2ec ff1 fs2 fc0 sc1 lsc ws126">Emite<span class="_ _1"/>nta, pos<span class="_ _1"/>iadając<span class="_ _1"/>ej udziały w<span class="ls1 ws1"> <span class="lsb wsa1">spółkach cel<span class="_ _0"/>owych real<span class="_ _0"/>izując<span class="_ _0"/>ych projek<span class="_ _0"/>ty magaz<span class="_ _0"/>ynowe. Ł<span class="_ _0"/>ączna </span></span></div><div class="t m0 x2 h5 y2ed ff1 fs2 fc0 sc1 lsb ws112">wartość z<span class="_ _0"/>aangaż<span class="_ _0"/>owania k<span class="_ _0"/>apitałow<span class="_ _0"/>ego Grupy w<span class="_ _0"/><span class="ls1 ws1"> </span>projek<span class="_ _0"/>ty magazy<span class="_ _0"/>nowe stan<span class="_ _0"/>owi sumę ud<span class="_ _0"/>ziałów<span class="_ _0"/> </div><div class="t m0 x2 h5 y2ee ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsb ws34">kap<span class="_ _0"/>itałach spół<span class="_ _0"/>ek celowych<span class="_ _0"/> oraz wartości<span class="_ _0"/> bilanso<span class="_ _0"/>wej (na d<span class="_ _0"/>zień sprawoz<span class="_ _0"/>dawcz<span class="_ _0"/>y) <span class="lsc ws127">udzie<span class="_ _1"/>lonych<span class="_ _1"/> im </span></span></div><div class="t m0 x2 h5 y2ef ff1 fs2 fc0 sc1 lsc wsf">pożycze<span class="_ _1"/>k<span class="ls1 ws1">. </span></div><div class="t m0 x2 h5 y2f0 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h5 y2f1 ff1 fs2 fc0 sc1 ls1 ws1">W <span class="ls10 ws14">2023</span> <span class="_ _0"/><span class="lsd ws12">r. <span class="lsb wsd">z<span class="_ _0"/>aangażowani<span class="_ _0"/>e <span class="_ _0"/></span>Grup</span>y <span class="lsb wsd">K<span class="_ _0"/>apitałow<span class="_ _0"/><span class="lsd ws12">ej</span></span> w<span class="_ _0"/> <span class="lsb ws50">projek<span class="_ _0"/>ty magazyn<span class="_ _0"/>owe <span class="lsd ws21">zmniej<span class="_ _0"/>szyło się </span></span>z <span class="_ _0"/><span class="lsd ws12">204,0</span> <span class="_ _0"/><span class="lse ws128">mln zł </span></div><div class="t m0 x2 h5 y2f2 ff1 fs2 fc0 sc1 lsd wsae">(na dz<span class="_ _0"/>ień 31.12.<span class="ls10 ws14">20<span class="_ _0"/>2<span class="ls1 ws1">2 <span class="_ _0"/></span></span>r.) do <span class="ws12">1<span class="_ _0"/>67,5<span class="ls1 ws1"> <span class="_ _4b"/><span class="lse ws129">mln zł (na dzi<span class="_ _0"/>eń 3</span>1.<span class="ls28 ws4e">12</span>.<span class="ls10 ws14">2023</span> <span class="_ _0"/></span></span>r.). Na dz<span class="_ _0"/>ień sporz<span class="_ _0"/>ądzeni<span class="_ _0"/>a sprawozda<span class="_ _0"/>nia </div><div class="t m0 x2 h5 y2f3 ff1 fs2 fc0 sc1 lsb ws12a">zaangaż<span class="_ _0"/>owanie G<span class="_ _0"/>rupy w<span class="ls1 ws1"> <span class="_ _0"/></span>projekty <span class="_ _0"/>magazyn<span class="_ _0"/>owe wyni<span class="_ _0"/>osło <span class="lsd ws12">16<span class="_ _0"/>7,3 <span class="_ _14"> </span><span class="lse ws12b">mln zł.<span class="ls1 ws1"> <span class="_ _14"> </span><span class="lsc ws12c">Wię<span class="_ _1"/>cej informa<span class="_ _1"/>cji na tema<span class="_ _1"/>t </span></span></span></span></div><div class="t m0 x2 h5 y2f4 ff1 fs2 fc0 sc1 lsc ws12d">pożycze<span class="_ _1"/>k udzielon<span class="_ _1"/>ych sp<span class="_ _1"/>ółkom<span class="_ _1"/> celowy<span class="_ _1"/>m realizu<span class="_ _1"/>jącym pro<span class="_ _1"/>jekty ma<span class="_ _1"/>gazynowe zapr<span class="_ _1"/>ezen<span class="_ _1"/>towano<span class="_ _1"/> </div><div class="t m0 x2 h5 y2f5 ff1 fs2 fc0 sc1 ls1 ws1">w</div><div class="t m1 x2e he y2f6 ff1 fsa fc0 sc0 ls1 ws1"> <span class="ls87 ws12e">Noc<span class="_ _0"/>ie 3</span>5</div><div class="t m0 xd h5 y2f6 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="lsb ws11">Skons<span class="_ _0"/>olidowan<span class="_ _0"/>ego sprawoz<span class="_ _0"/>dania fi<span class="_ _0"/>nansow<span class="_ _0"/>ego<span class="lsd ws12">. </span></span> </div><div class="t m0 x2 h5 y2f7 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="c xb9 y2f8 w37 h55"><div class="t m0 xd4 h2 y2f9 ff1 fs0 fc4 sc6 ls88 ws12f">26,8</div><div class="t m0 xf7 h2 y2fa ff1 fs0 fc4 sc6 ls80 ws11e">80,0</div><div class="t m0 xf8 h2 y2fb ff1 fs0 fc4 sc6 ls88 ws12f">124,4</div><div class="t m0 x7 h2 y2fc ff1 fs0 fc4 sc6 ls88 ws12f">201,1</div><div class="t m0 xf9 h2 y2fd ff1 fs0 fc4 sc6 ls88 ws12f">171,0</div><div class="t m0 xfa h2 y2fe ff1 fs0 fc4 sc6 ls80 ws11e">130,7</div><div class="t m0 x78 h2 y2ff ff1 fs0 fc4 sc6 ls89 ws130">153,6</div><div class="t m0 x9f h2 y300 ff1 fs0 fc4 sc6 ls88 ws12f">204,0</div><div class="t m0 xfb h2 y301 ff1 fs0 fc4 sc6 ls88 ws12f">167,5</div><div class="t m0 xfb h2 y302 ff1 fs0 fc4 sc6 ls88 ws12f">167,3</div></div><div class="t m0 xcd h52 y303 ff1 fs13 fc0 sc1 ls8a ws131">0,0<span class="_ _1b"> </span><span class="ls38 ws83">220,0</span></div><div class="c xb9 y2f8 w37 h55"><div class="t m0 xe9 h5 y304 ff1 fs2 fc0 sc0 ls1b ws12">31.12.2015 r.</div><div class="t m0 x4 h5 y305 ff1 fs2 fc0 sc0 ls82 wse7">31.12.2016 r.</div><div class="t m0 x83 h5 y306 ff1 fs2 fc0 sc0 ls82 wse7">31.12.2017 r.</div><div class="t m0 xe9 h5 y307 ff1 fs2 fc0 sc0 ls82 ws1d">31.12.2018 r<span class="_ _1"/>.</div><div class="t m0 x4 h5 y308 ff1 fs2 fc0 sc0 ls82 wse7">31.12.2019 r.</div><div class="t m0 x83 h5 y309 ff1 fs2 fc0 sc0 ls1b ws5e">31.12.2020 r.</div><div class="t m0 xe9 h5 y30a ff1 fs2 fc0 sc0 ls1b ws12">31.12.2021 r.</div><div class="t m0 xa h5 y30b ff1 fs2 fc0 sc0 ls1b ws12">31.12.2022 r.</div><div class="t m0 xa h5 y30c ff1 fs2 fc0 sc0 ls1b ws12">31.12.2023 r.</div><div class="t m0 x9 h5 y30d ff1 fs2 fc0 sc0 ls43 ws15">13.03.2<span class="_ _0"/>023 r.</div><div class="t m0 x8b h2 y30e ff1 fs0 fc0 sc0 ls49 ws132">Wartoś<span class="_ _0"/>ć inwest<span class="_ _0"/>ycji (wpł<span class="_ _0"/>at na kapitał <span class="_ _0"/>oraz </div><div class="t m0 xb0 h2 y30f ff1 fs0 fc0 sc0 ls49 ws9">pożyczek) <span class="_ _0"/>w<span class="_ _0"/> projekty <span class="_ _0"/>magazynow<span class="_ _0"/>e <span class="_ _0"/>(w mln <span class="_ _0"/>zł)</div></div><div class="t m0 x4a h17 y310 ff1 fsb fc0 sc1 ls2d ws65">Wykres nr 5. Zaangażow<span class="_ _0"/>anie kapitałowe Grupy w<span class="ls1 ws1"> </span>projekty magazy<span class="_ _0"/>nowe <span class="ls1 ws1">– </span><span class="ws90">ewolucja </span>(stan na dzień sporządzenia ra<span class="_ _0"/>portu)<span class="ls1 ws1"> </span></div><div class="c xfc y311 w38 h56"><div class="t m0 x9 h2 y273 ff1 fs0 fc0 sc0 ls49 ws9">Realizowane proj<span class="_ _1"/>ekty<span class="ls1 ws1"> </span></div></div><div class="c x3c y312 w39 h57"><div class="t m0 xb9 h5 y313 ff1 fs2 fc0 sc0 ls26 ws14">Konotopa III, K<span class="_ _1"/>onotopa IV, Warszawa III, </div><div class="t m0 xfd h5 y314 ff1 fs2 fc0 sc0 ls26 ws14">Wrocław I, Warszawa IV, Wrocław II<span class="ls1 ws1"> </span></div><div class="t m0 xfe h5 y315 ff1 fs2 fc0 sc0 ls1 ws1"> </div></div><div class="c xa8 y316 w3a h58"><div class="t m0 x9 h5 y317 ff1 fs2 fc0 sc0 ls43 ws4e">okolice Warszaw<span class="_ _1"/>y, Górny Śląsk, <span class="ls26 ws14">okolice K<span class="_ _1"/>rakowa, OBI </span></div><div class="t m0 x3a h5 y2ab ff1 fs2 fc0 sc0 ls1 ws1">w <span class="_ _0"/><span class="ls26 ws14">Łodzi, Konotopa I<span class="_ _1"/>I<span class="ls1 ws1"> </span></span></div></div><div class="c xcb y318 w3b h59"><div class="t m0 x9 h5 y319 ff1 fs2 fc0 sc0 ls26 ws14">Konotopa, okolice Warszawy, Górny Śląsk<span class="_ _1"/><span class="ls1 ws1"> </span></div></div><div class="c x5c y2b4 w3c h5a"><div class="t m0 x83 h5 y31a ff1 fs2 fc0 sc0 ls26 ws63">Konotopa<span class="ls1 ws1"> </span></div></div><div class="c xb4 y31b w3d h5b"><div class="t m0 xe9 h5 y31c ff1 fs2 fc0 sc0 ls26 ws14">Górny Śląsk, okolice Krakow<span class="_ _1"/>a, OBI w<span class="ls1 ws1"> <span class="ls45 ws1d">Łodzi,<span class="_ _0"/> Konoto<span class="_ _0"/>pa II, </span></span></div></div><div class="t m0 xda h5 y31d ff1 fs2 fc0 sc0 ls26 ws14">Warszawa I, okolice Szczec<span class="_ _1"/>ina, Warsaw South, Warszawa </div><div class="c xb4 y31b w3d h5b"><div class="t m0 xf4 h5 y16 ff1 fs2 fc0 sc0 ls45 ws1d">II, Pru<span class="_ _0"/>szków, Konot<span class="_ _0"/>opa III<span class="ls1 ws1"> </span></div></div><div class="c x6f y31e w3e h5c"><div class="t m0 x99 h5 y2b0 ff1 fs2 fc0 sc0 ls26 ws14">Górny Śląsk, Warszawa I, okoli<span class="_ _1"/>ce Szczecina, Warsaw </div><div class="t m0 xc9 h5 y31f ff1 fs2 fc0 sc0 ls26 ws14">South, Warszawa II, Konotop<span class="_ _1"/>a III, Warszawa III<span class="ls1 ws1"> </span></div></div><div class="c xa8 y320 w3f h5d"><div class="t m0 x4a h5 y321 ff1 fs2 fc0 sc0 ls26 ws14">Warszawa III, Wrocław II K<span class="_ _1"/>atowice, Poznań, <span class="ls1 ws1"> </span></div><div class="t m0 xff h5 y111 ff1 fs2 fc0 sc0 ls45 ws1d">Łódź II, Łó<span class="_ _0"/>dź III<span class="ls1 ws1"> </span></div></div><div class="c x100 y322 w40 h5e"><div class="t m0 xde h5 y323 ff1 fs2 fc0 sc0 ls26 ws14">Warszawa III, Warszawa IV, Wrocław II, K<span class="_ _1"/>atowice, </div><div class="t m0 x50 h5 y324 ff1 fs2 fc0 sc0 ls26 ws14">Poznań, Łódź II<span class="ls1 ws1"> </span></div><div class="t m0 xeb h5 y325 ff1 fs2 fc0 sc0 ls1 ws1"> </div></div><div class="c xa8 y326 w41 h5f"><div class="t m0 x7c h5 y327 ff1 fs2 fc0 sc0 ls26 ws14">Warszawa III, Katowic<span class="_ _1"/>e, Poznań, Łódź II, <span class="ls45 ws1d">Łódź III<span class="ls1 ws1"> </span></span></div></div><div class="c xa8 y328 w3f h60"><div class="t m0 x2d h5 y16 ff1 fs2 fc0 sc0 ls26 ws14">Warszawa III, Katowic<span class="_ _1"/>e, Poznań, Łódź II, Łódź III<span class="ls1 ws1"> </span></div></div><div class="d m2 gs5"/></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf15" style="content-visibility: auto;"><div class="pc pc15 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="c x3 y4 w2 h3"><div class="t m0 x7d h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">21<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h2 y182 ff1 fs0 fc0 sc1 ls1 ws1"> <span class="_ _2"> </span><span class="fc5"> </span></div><div class="t m0 x3d h9 y329 ff2 fs6 fc0 sc1 ls77 ws133">Pozo<span class="_ _0"/>stałe akty<span class="_ _0"/>wa </div><div class="t m0 x3d h9 y32a ff2 fs6 fc0 sc1 ls7 ws8">nie<span class="_ _0"/>rucho<span class="_ _0"/>moś<span class="_ _0"/>ciowe<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x3d h24 y32b ff6 fsf fc0 sc1 ls1 ws1">Raport roczny  </div><div class="t m0 x3d h24 y32c ff6 fsf fc0 sc1 ls2a ws62">202<span class="ls1 ws1">3 r.  </span></div><div class="c x3e y32d w42 h25"><div class="t m0 x9 h26 y190 ff7 fs7 fc6 sc1 ls1 ws1"> </div></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf16" style="content-visibility: auto;"><div class="pc pc16 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">22<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 hb y18 ff2 fs7 fc5 sc1 ls9 wsb">10.<span class="ff3 ls1 ws1"> <span class="_ _10"> </span></span><span class="lsa ws19">Poz<span class="_ _0"/>ostałe <span class="_ _0"/><span class="ws54">akt<span class="_ _0"/>ywa nieruc<span class="_ _0"/>homościowe<span class="_ _0"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h27 y192 ff2 fs4 fc5 sc1 ls47 wsab">Wprowadzenie<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y193 ff1 fs2 fc0 sc1 lsd ws4b">Na dzień<span class="_ _0"/> sporządzeni<span class="_ _0"/>a niniejsz<span class="_ _0"/>ego raportu do seg<span class="_ _0"/>mentu pozost<span class="_ _0"/>ałych aktyw<span class="_ _0"/>ów nierucho<span class="_ _0"/>mościow<span class="_ _0"/>ych </div><div class="t m0 x2 h5 y194 ff1 fs2 fc0 sc1 lsd ws10">przypi<span class="_ _0"/>sane zostały<span class="_ _0"/>:<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y32e ffa fs2 fc0 sc1 ls1 ws1">•<span class="ff3"> <span class="_ _1e"> </span><span class="ff1 lsd ws80">c<span class="_ _0"/>zęść inw<span class="_ _0"/>estycji Uni<span class="_ _0"/>que Tower, skomercj<span class="_ _0"/>alizowa<span class="_ _0"/>na pod nazw<span class="_ _0"/>ą Unique Apartm<span class="_ _0"/>ents, </span></span></div><div class="t m0 x5 h5 y32f ff1 fs2 fc0 sc1 lsc wsbe">obejm<span class="_ _1"/>ująca lo<span class="_ _1"/>kale, dla<span class="_ _1"/> których wra<span class="_ _1"/>z ze spr<span class="_ _1"/>zedażą<span class="_ _1"/> zawierane s<span class="_ _1"/>ą umowy d<span class="_ _1"/>zierżawy lo<span class="_ _1"/>kali przez<span class="_ _1"/> </div><div class="t m0 x5 h5 y330 ff1 fs2 fc0 sc1 lsb ws14">podmi<span class="_ _0"/>ot z<span class="ls1 ws1"> <span class="lsd ws4e">Grupy. Ak<span class="_ _0"/>tywa t<span class="_ _0"/>e są wykorz<span class="_ _0"/>ystane prz<span class="_ _0"/>ez sp<span class="_ _0"/>ółkę z</span> <span class="ls15 wsa9">Grupy Marv<span class="_ _1"/>ipol do prowadze<span class="_ _1"/>nia<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x5 h5 y28f ff1 fs2 fc0 sc1 lsc wse">samodzie<span class="_ _1"/>lnej dzia<span class="_ _1"/>łalno<span class="_ _1"/>ści najm<span class="_ _1"/>u kró<span class="_ _1"/>tko, śr<span class="_ _1"/>ednio i<span class="ls1 ws1"> </span><span class="lse">długoterminowego,<span class="_ _0"/><span class="ls1 ws1"> </span></span></div><div class="t m0 x30 h5 y331 ffa fs2 fc0 sc1 ls1 ws1">•<span class="ff3"> <span class="_ _1e"> </span><span class="ff1 lse ws105">ni<span class="_ _0"/>eruchomość niezab<span class="_ _0"/>udowana w</span><span class="ff1"> <span class="lsb ws37">Kołob<span class="_ _0"/>rzegu. M<span class="_ _0"/>iejsco<span class="_ _0"/>wy plan z<span class="_ _0"/>agospodarow<span class="_ _0"/>ania umoż<span class="_ _0"/>liwi<span class="_ _0"/>a </span></span></span></div><div class="t m0 x5 h5 y332 ff1 fs2 fc0 sc1 lsc ws10a">zabudo<span class="_ _1"/>wę nier<span class="_ _1"/>uchomości o<span class="_ _1"/>biekte<span class="_ _1"/>m zam<span class="_ _1"/>ieszkania zbior<span class="_ _1"/>owego<span class="_ _1"/> i<span class="ls1 ws1"> </span>prowadze<span class="_ _1"/>nie działa<span class="_ _1"/>lnośc<span class="_ _1"/>i </div><div class="t m0 x5 h5 y333 ff1 fs2 fc0 sc1 lsb ws22">hotel<span class="_ _0"/>owej. Dl<span class="_ _0"/>a nieruch<span class="_ _0"/>omości z<span class="_ _0"/>ostał opr<span class="_ _0"/>acowan<span class="_ _0"/>y projekt arc<span class="_ _0"/>hitek<span class="_ _0"/>tonic<span class="_ _0"/>zny oraz zos<span class="_ _0"/>tała<span class="_ _0"/> </div><div class="t m0 x5 h5 y334 ff1 fs2 fc0 sc1 lsd ws12">uzysk<span class="lsb ws11">ana o<span class="_ _0"/>statecz<span class="_ _0"/>na decyz<span class="_ _0"/>ja o pozw<span class="_ _0"/>oleniu n<span class="_ _0"/>a budowę<span class="ls1 ws1">. </span></span></div><div class="c x101 y335 w43 h61"><div class="t m0 x51 h1a y336 ff1 fse fc4 sc6 ls1 ws1"> </div></div><div class="c x102 y335 w44 h61"><div class="t m0 x103 h1a y336 ff1 fse fc4 sc6 ls1 ws1"> </div></div><div class="c xc4 y335 w45 h61"><div class="t m0 x44 h1a y336 ff1 fse fc4 sc6 ls1 ws1"> </div></div><div class="c x104 y335 w46 h61"><div class="t m0 x36 h1a y336 ff1 fse fc4 sc6 ls1 ws1"> </div></div><div class="c x101 y337 w43 h62"><div class="t m0 x2d h2c y338 ff1 fs10 fc0 sc0 ls4f wsc8">Nieruchomość<span class="ls1 ws1"> </span></div><div class="t m0 x105 h2c y2a0 ff1 fs10 fc0 sc0 ls8b ws134">/projek<span class="_ _0"/>t<span class="ls1 ws1"> </span></div></div><div class="c x102 y337 w44 h62"><div class="t m0 x99 h2c y338 ff1 fs10 fc0 sc0 ls4c wsc5">PUM/PUU <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x7c h2c y2a0 ff1 fs10 fc0 sc0 ls4d ws135">(tys. <span class="ls1 ws1">m</span></div><div class="t m0 x51 h2d y339 ff1 fs11 fc0 sc0 ls1 ws1">2</div><div class="t m0 xc7 h2c y2a0 ff1 fs10 fc0 sc0 ls1 ws1">) </div></div><div class="c xc4 y337 w45 h62"><div class="t m0 xde h2c y338 ff1 fs10 fc0 sc0 ls4e wsc7">Liczba<span class="_ _0"/> </div><div class="t m0 x99 h2c y2a0 ff1 fs10 fc0 sc0 ls4b wsc4">lokali<span class="ls1 ws1"> </span></div></div><div class="c x104 y337 w46 h62"><div class="t m0 x77 h2c y33a ff1 fs10 fc0 sc0 ls4b wsc4">Status<span class="ls1 ws1"> </span></div></div><div class="c x101 y33b w43 h3c"><div class="t m0 x91 h2c y1c5 ff1 fs10 fc0 sc1 ls1 wsd3">Unique Tower, część </div><div class="t m0 x91 h2c y1c6 ff1 fs10 fc0 sc1 ls52 wsd2">inwesty<span class="_ _1"/>cyjna<span class="_ _1"/><span class="ls1 ws1"> </span></div></div><div class="t m0 x8 h2c y1e8 ff1 fs10 fc0 sc1 ls54 wsc9">11,7<span class="ls1 ws1"> <span class="_ _91"> </span>3<span class="_ _0"/><span class="ls55 wsce">20</span> </span></div><div class="c x104 y33b w46 h3c"><div class="t m0 x9 h2c y1c5 ff1 fs10 fc0 sc1 ls54 wsc9">Proje<span class="_ _0"/>kt <span class="ls1 ws1">s<span class="ls57 wsd4">komer<span class="_ _1"/>cjaliz<span class="_ _1"/>owany w<span class="_ _1"/> ramach k<span class="_ _1"/>onceptu </span></span></div><div class="t m0 x9 h2c y1c6 ff1 fs10 fc0 sc1 ls57 wsd4">Unique Apar<span class="_ _1"/>tments<span class="_ _1"/><span class="ls1 ws1"> </span></div></div><div class="t m0 x52 h2c y33c ff1 fs10 fc0 sc1 ls63 ws104">Kołobrzeg<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _77"> </span><span class="ls54 wsc9">9,3</span> <span class="_ _a7"> </span>- </span></div><div class="c x104 y33d w46 h3c"><div class="t m0 x9 h2c y1c5 ff1 fs10 fc0 sc1 ls56 wsd1">Rozważana realizacja projektu <span class="wsc6">zamieszkania </span></div><div class="t m0 x9 h2c y1c6 ff1 fs10 fc0 sc1 ls8c wsd0">zbiorowego<span class="ls1 ws1"> </span></div></div><div class="c x101 y33e w43 h20"><div class="t m0 x91 h2c y1c8 ff1 fs10 fc0 sc0 ls4a wsc2">Raz<span class="_ _0"/>em<span class="ls1 ws1"> </span></div></div><div class="c x102 y33e w44 h20"><div class="t m0 x106 h2c y76 ff1 fs10 fc0 sc0 ls50 wsca">21,0<span class="ls1 ws1"> </span></div></div><div class="c xc4 y33e w45 h20"><div class="t m0 x93 h2c y76 ff1 fs10 fc0 sc0 ls1 ws1"> </div></div><div class="c x104 y33e w46 h20"><div class="t m0 x1d h2c y1c8 ff1 fs10 fc0 sc0 ls1 ws1">- </div></div><div class="t m0 x52 h17 y33f ff1 fsb fc0 sc1 ls2d ws65">Tabela nr 7. Par<span class="_ _0"/>ametry projektów przypisanych do segment<span class="_ _0"/>u p<span class="_ _1"/>ozostałe a<span class="_ _0"/>ktywa nieruchomościowe <span class="ls1 ws1"> </span></div><div class="t m0 x2 h27 y340 ff2 fs4 fc5 sc1 ls75 ws102">Unique Apar<span class="_ _1"/>tments<span class="ls1 ws1"> </span></div><div class="t m0 x2 h4 y341 ff2 fs1 fc7 sc1 ls8d ws136">Opis projektu<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y342 ff1 fs2 fc0 sc1 ls15 wsb5">Grupa <span class="_ _93"> </span><span class="lsd ws137">Marvipol Dev<span class="_ _0"/>elopment <span class="lsc wsf">skomercjalizo<span class="_ _1"/>wała<span class="ls24 ws138">, w<span class="ls1 ws1"> <span class="lse ws139">ramach konceptu biznesowego U<span class="_ _0"/>nique </span></span></span></span></span></div><div class="t m0 x2 h5 y343 ff1 fs2 fc0 sc1 lsd wsae">Apartment<span class="_ _0"/>s, część l<span class="_ _0"/>okali pow<span class="_ _0"/>sta<span class="ls11 ws1d">łych<span class="ls1 ws1"> <span class="_ _4b"/>w <span class="lsc wsad">rama<span class="_ _1"/>ch inwesty<span class="_ _1"/>cji Unique<span class="_ _1"/> Tower (32<span class="_ _1"/>0 lo<span class="_ _1"/>kali zloka<span class="_ _1"/>lizowa<span class="_ _1"/>nych </span></span></span></div><div class="t m0 x2 h5 y344 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsd wsea">niż<span class="_ _0"/>szych kondygnac<span class="_ _0"/>jach (do 16 piętra)<span class="_ _0"/> głównej wieży k<span class="_ _0"/>ompleksu)<span class="_ _0"/>. Unique Apartm<span class="_ _0"/>ents Warszawa </span></div><div class="t m0 x2 h5 y345 ff1 fs2 fc0 sc1 lsd ws80">Sp. z<span class="ls1 ws1"> <span class="_ _0"/><span class="lsb ws13a">o.o. (spółka z</span> <span class="_ _0"/></span>Grupy) zawi<span class="_ _0"/>era<span class="lse wse">ła<span class="ls1 ws1"> <span class="_ _92"> </span>z <span class="lsb ws13a">nabyw<span class="_ _0"/>cami 10</span>-<span class="lsc ws13b">letnie umo<span class="_ _1"/>wy najm<span class="_ _1"/>u lub <span class="_ _1"/>dzierżawy<span class="_ _1"/> </span></span></span></div><div class="t m0 x2 h5 y346 ff1 fs2 fc0 sc1 lsb ws13c">sprzed<span class="_ _0"/>awanych lok<span class="_ _0"/>ali. Naj<span class="_ _0"/>em i<span class="ls1 ws1"> <span class="lsc ws13d">dzierżawa spr<span class="_ _1"/>zedan<span class="_ _1"/>ych loka<span class="_ _1"/>li ro<span class="_ _1"/>zpoczyn<span class="_ _1"/>ają s<span class="_ _1"/>ię z<span class="ls1 ws1"> <span class="lsb ws9a">dniem w<span class="_ _0"/>ydania </span></span></span></span></div><div class="t m0 x2 h5 y347 ff1 fs2 fc0 sc1 lsc wse">wyposa<span class="_ _1"/>żonych lo<span class="_ _1"/>kali klien<span class="_ _1"/>to<span class="_ _1"/>m.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y348 ff1 fs2 fc0 sc1 lsd wsa6">Od 1 maj<span class="_ _0"/>a 2022 r. Uniq<span class="_ _0"/>ue Apartment<span class="_ _0"/>s Warszawa org<span class="_ _0"/>anizuj<span class="_ _0"/>e dalszy pod<span class="_ _0"/>najem miesz<span class="_ _0"/>kań w<span class="ls1 ws1"> </span><span class="ws12">syste<span class="_ _0"/>mie </span></div><div class="t m0 x2 h5 y349 ff1 fs2 fc0 sc1 lsd ws7c">krótko, śr<span class="_ _0"/>ednio i<span class="ls1 ws1"> <span class="lsb ws34">d<span class="_ _0"/>ługotermi<span class="_ _0"/>nowym w ramac<span class="_ _0"/>h obiek<span class="_ _0"/>tu pod mark<span class="_ _0"/>ą Royal T<span class="_ _0"/>ulip Warsaw<span class="_ _0"/> Apartments<span class="_ _0"/> </span></span></div><div class="t m0 x2 h5 y34a ff1 fs2 fc0 sc1 lsb ws13e">(wyk<span class="_ _0"/>orzystywan<span class="_ _0"/>ą na pod<span class="_ _0"/>stawi<span class="_ _0"/>e zawarte<span class="_ _0"/>j w<span class="ls1 ws1"> <span class="ls11 ws13f">maju 2<span class="_ _0"/>019 r. umowy fran<span class="_ _0"/>czyzy z</span> </span><span class="wsd">Lo<span class="_ _0"/><span class="lsd ws140">uvre Hotel<span class="_ _0"/>s Group)<span class="_ _0"/>. </span></span></div><div class="t m0 x2 h5 y34b ff1 fs2 fc0 sc1 ls1 ws1">W <span class="lsb wsc1">ramach G<span class="_ _0"/>rupy Kap<span class="_ _0"/>itało<span class="_ _0"/>wej Marvi<span class="_ _0"/>pol Dev<span class="_ _0"/>elopment<span class="_ _0"/> został<span class="_ _0"/>y utworz<span class="_ _0"/>one strukt<span class="_ _0"/>ury do pr<span class="_ _0"/>owadzen<span class="_ _0"/>ia </span></div><div class="t m0 x2 h5 y34c ff1 fs2 fc0 sc1 lsc ws35">działaln<span class="_ _1"/>ości o<span class="_ _1"/>perator<span class="_ _1"/>skiej z<span class="ls1 ws1"> </span>wyko<span class="_ _1"/>rzyst<span class="_ _1"/>anie<span class="_ _1"/>m zasobu<span class="_ _1"/> lokali będ<span class="_ _1"/>ących w<span class="ls1 ws1"> <span class="_ _1"/><span class="ls15 ws141">dyspozy<span class="_ _1"/>cji Grupy w<span class="_ _1"/><span class="ls1 ws1"> <span class="lsb wsd">ramach<span class="_ _0"/> </span></span></span></span></div><div class="t m0 x2 h5 y34d ff1 fs2 fc0 sc1 lsc wse">umów n<span class="_ _1"/>ajmu lu<span class="_ _1"/>b dzierża<span class="_ _1"/>wy. <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y34e ff1 fs2 fc0 sc1 ls1 ws1"> </div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf17" style="content-visibility: auto;"><div class="pc pc17 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">23<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h4 ydc ff2 fs1 fc7 sc1 ls8e ws142">Zaawansowani<span class="_ _0"/>e sprzedaży i<span class="_ _0"/> oferta lokali<span class="_ _0"/> w Unique Apartments<span class="ls1 ws1"> </span></div><div class="c x64 y34f w47 h63"><div class="t m0 xff h2c y1fb ff1 fs10 fc4 sc6 ls1 ws1"> </div></div><div class="c x57 y34f w48 h63"><div class="t m0 xba h2c y350 ff1 fs10 fc4 sc6 ls1 ws1"> </div></div><div class="c x2b y34f w49 h63"><div class="t m0 x63 h2c y350 ff1 fs10 fc4 sc6 ls1 ws1"> </div></div><div class="c x64 y351 w47 h64"><div class="t m0 x2a h2c y352 ff1 fs10 fc0 sc0 ls4a ws143">Lokale s<span class="_ _0"/>przedan<span class="_ _0"/>e, <span class="ls1 ws1"> </span></div><div class="t m0 xd3 h2c y353 ff1 fs10 fc0 sc0 ls1 ws1">a <span class="_ _0"/><span class="ls4a ws143">niepr<span class="_ _0"/>zekazane nab<span class="_ _0"/>ywcom</span> </div></div><div class="c x57 y351 w48 h64"><div class="t m0 xa4 h2c y317 ff1 fs10 fc0 sc0 ls4a wsc2">Lokale <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x4a h2c y1cd ff1 fs10 fc0 sc0 ls4f wsc8">niesprzedane<span class="ls1 ws1"> </span></div></div><div class="c x2b y351 w49 h64"><div class="t m0 xb8 h2c y317 ff1 fs10 fc0 sc0 ls4b wsc3">Wszystkie lokale <span class="ls1 ws1"> </span></div><div class="t m0 xc6 h2c y1cd ff1 fs10 fc0 sc0 ls4b wsc3">w inwestycji<span class="ls1 ws1"> </span></div></div><div class="c x64 y354 w4a h65"><div class="t m0 xe9 h2c y355 ff1 fs10 fc0 sc0 ls4e wsc7">Liczba<span class="ls1 ws1"> </span></div></div><div class="c x107 y354 w4b h65"><div class="t m0 x23 h2c y271 ff1 fs10 fc0 sc0 ls4c wsc5">PUM/PUU <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x4 h2c y356 ff1 fs10 fc0 sc0 ls4d wsc6">(tys. m</div><div class="t m0 x1 h2d y357 ff1 fs11 fc0 sc0 ls1 ws1">2</div><div class="t m0 xcf h2c y356 ff1 fs10 fc0 sc0 ls1 ws1">) </div></div><div class="c x108 y354 w4c h65"><div class="t m0 x91 h2c y271 ff1 fs10 fc0 sc0 ls4f wsc9">Wartość umów <span class="ls1 ws1"> </span></div><div class="t m0 xc6 h2c y356 ff1 fs10 fc0 sc0 ls4e wsf4">(tys. zł)<span class="ls1 ws1"> </span></div></div><div class="c x57 y354 w4d h65"><div class="t m0 x6e h2c y355 ff1 fs10 fc0 sc0 ls4e wsc7">Liczba<span class="ls1 ws1"> </span></div></div><div class="c x3f y354 w4e h65"><div class="t m0 x99 h2c y271 ff1 fs10 fc0 sc0 ls4c wsc5">PUM/PUU <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x109 h2c y356 ff1 fs10 fc0 sc0 ls4d wsc6">(tys. m</div><div class="t m0 x10a h2d y357 ff1 fs11 fc0 sc0 ls1 ws1">2</div><div class="t m0 xa5 h2c y356 ff1 fs10 fc0 sc0 ls1 ws1">) </div></div><div class="c x2b y354 w4f h65"><div class="t m0 xc9 h2c y355 ff1 fs10 fc0 sc0 ls4e wsc7">Liczba<span class="ls1 ws1"> </span></div></div><div class="c xe8 y354 w50 h65"><div class="t m0 x99 h2c y271 ff1 fs10 fc0 sc0 ls4c wsc5">PUM/PUU <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x109 h2c y356 ff1 fs10 fc0 sc0 ls4d wsc6">(tys. m</div><div class="t m0 x10a h2d y357 ff1 fs11 fc0 sc0 ls1 ws1">2</div><div class="t m0 xa5 h2c y356 ff1 fs10 fc0 sc0 ls1 ws1">) </div></div><div class="t m0 xcd h2c y358 ff1 fs10 fc0 sc1 ls54 wsc9">15<span class="ls1 ws1"> <span class="_ _5c"> </span></span>0,5<span class="ls1 ws1"> <span class="_ _a8"> </span></span><span class="wsd0">9 455<span class="ls1 ws1"> <span class="_ _52"> </span></span></span>13<span class="ls1 ws1">* <span class="_ _52"> </span></span>1,6<span class="ls1 ws1"> <span class="_ _9a"> </span><span class="ls55 wsce">320</span> <span class="_ _4"> </span></span>11,7<span class="ls1 ws1"> </span></div><div class="c x64 y118 w4a h40"><div class="t m0 x1 h41 y24b ff1 fs14 fc0 sc1 ls1 ws1"> </div></div><div class="c x107 y118 w4b h40"><div class="t m0 xb0 h41 y24b ff1 fs14 fc0 sc1 ls1 ws1"> </div></div><div class="c x108 y118 w4c h40"><div class="t m0 x101 h41 y24b ff1 fs14 fc0 sc1 ls1 ws1"> </div></div><div class="c x57 y118 w4d h40"><div class="t m0 x10a h41 y24b ff1 fs14 fc0 sc1 ls1 ws1"> </div></div><div class="c x3f y118 w4e h40"><div class="t m0 x10b h41 y24b ff1 fs14 fc0 sc1 ls1 ws1"> </div></div><div class="c x2b y118 w4f h40"><div class="t m0 x10b h41 y24b ff1 fs14 fc0 sc1 ls1 ws1"> </div></div><div class="c xe8 y118 w50 h40"><div class="t m0 x10b h41 y24b ff1 fs14 fc0 sc1 ls1 ws1"> </div></div><div class="c x64 y359 w51 h66"><div class="t m0 x0 h17 y35a ff1 fsb fc0 sc1 ls37 ws92">Tabela<span class="_ _0"/> nr 8. <span class="ls2d ws65">Informacje o<span class="ls1 ws1"> </span>zawartych umow<span class="ws90">ach<span class="ls1 ws1"> <span class="ls7e ws10d">sprzeda<span class="_ _1"/>ży lok<span class="_ _1"/>ali w<span class="ls1 ws1"> <span class="ls2d ws65">Unique Apartments oraz o</span> <span class="ls2d ws65">ofercie lokali </span></span></span></span></span></span></div><div class="t m0 x0 h17 y352 ff1 fsb fc0 sc1 ls1 ws1">w</div></div><div class="t m0 x35 h17 y35b ff1 fsb fc0 sc1 ls1 ws1"> <span class="ls2d ws65">projekcie według stanu na </span>31.12.<span class="ls2e ws8e">2023</span> <span class="ls2e ws8e">r.</span> </div><div class="c x64 y359 w51 h66"><div class="t m0 x0 h17 y111 ff1 fsb fc0 sc1 ls2d ws65">*W tym 8 lokali uży<span class="_ _0"/>tkowych, o<span class="ls1 ws1"> </span>powierzchni 1,5 tys. m</div></div><div class="t m0 x47 h1a y35c ff1 fse fc0 sc1 ls1 ws1">2</div><div class="c x64 y359 w51 h66"><div class="t m0 x1c h2c y111 ff1 fsb fc0 sc1 ls5c ws144">, któ<span class="_ _1"/>re nie s<span class="_ _1"/>ą o<span class="_ _1"/>ferowan<span class="_ _1"/>e kl<span class="_ _1"/>iento<span class="_ _1"/>m.<span class="fs10 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y35d ff1 fs2 fc0 sc1 ls1 ws145">W 202<span class="ws1">3 <span class="_ _e"> </span><span class="lsb ws1f">r. kontynuow<span class="_ _0"/>ano p<span class="_ _0"/>rzekazani<span class="_ _0"/>a lokali z<span class="_ _0"/></span> <span class="lse ws146">Unique Apartments. W</span> <span class="lsb ws1f">an<span class="_ _0"/>alizow<span class="_ _0"/>anym okresie </span></span></div><div class="t m0 x2 h5 y35e ff1 fs2 fc0 sc1 lsc wse">przeka<span class="_ _1"/>zano klie<span class="_ _1"/>ntom<span class="_ _1"/> <span class="ls28 ws4e">10<span class="ls1 ws1"> <span class="lsb wsd">lokal<span class="_ _0"/></span>i<span class="lsd ws12">. </span> </span></span></div><div class="t m0 x2 h5 y35f ff1 fs2 fc0 sc1 ls15 ws147">Zgodnie z<span class="ls1 ws1"> <span class="_ _1"/><span class="lsc ws148">przyjęt<span class="_ _1"/>ymi za<span class="_ _1"/>sada<span class="_ _1"/>mi rach<span class="_ _1"/>unkowoś<span class="_ _1"/>ci, Grupa<span class="_ _1"/> rozpo<span class="_ _1"/>znaje<span class="_ _1"/> transa<span class="_ _1"/>kcje spr<span class="_ _1"/>zedaży<span class="_ _1"/> lokali<span class="_ _1"/> </span></span></div><div class="t m0 x2 h5 y360 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsd ws149">ramach k<span class="_ _0"/>onceptu Uniq<span class="_ _0"/>ue Apartments j<span class="_ _0"/>ako leasing<span class="_ _0"/> zwrotny, z<span class="_ _0"/>godnie z</span> <span class="lsd ws149">MSS<span class="_ _0"/>F 16. Część wynik<span class="_ _0"/>ów </span></div><div class="t m0 x2 h5 y361 ff1 fs2 fc0 sc1 lsc ws44">(przycho<span class="_ _1"/>dów, ko<span class="_ _1"/>sztó<span class="_ _1"/>w, zysku) na<span class="_ _1"/> sprzeda<span class="_ _1"/>ży loka<span class="_ _1"/>li (przy uwzglę<span class="_ _1"/>dnieniu<span class="_ _1"/> aktua<span class="_ _1"/>lnej sto<span class="_ _1"/>py dys<span class="_ _1"/>kontowe<span class="_ _1"/>j </div><div class="t m0 x2 h5 y362 ff1 fs2 fc0 sc1 lsb wsa3">ok. 53%<span class="_ _0"/>) jest rozpoz<span class="_ _0"/>nawana w<span class="ls1 ws1"> <span class="_ _0"/><span class="lsc ws14a">mom<span class="_ _1"/>encie<span class="_ _1"/> wydania<span class="_ _1"/> kliento<span class="_ _1"/>m loka<span class="_ _1"/>lu w<span class="ls1 ws1"> <span class="lsb wsd">stanie</span>  <span class="lsd ws14b">dewel<span class="_ _0"/>operskim oraz<span class="_ _0"/> </span></span></span></span></div><div class="t m0 x2 h5 y363 ff1 fs2 fc0 sc1 lsd wsbd">miejsca p<span class="_ _0"/>ostojoweg<span class="_ _0"/>o (pierwsz<span class="_ _0"/>y odbiór). Cz<span class="_ _0"/>ęść wyniku <span class="ls1 ws1">–<span class="_ _0"/> <span class="_ _1"/><span class="lsb ws4d">szacow<span class="_ _0"/>ana na około 12%<span class="_ _0"/> <span class="ls1 ws1">- <span class="_ _1"/><span class="lsb ws4d">rozpoz<span class="_ _0"/>nawana jest<span class="_ _0"/> </span></span></span></span></div><div class="t m0 x2 h5 y364 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsb ws13e">momenc<span class="_ _0"/>ie wydani<span class="_ _0"/>a klientom wy<span class="_ _0"/>kończoneg<span class="_ _0"/>o i</span> <span class="ls8f ws15">wy<span class="_ _0"/>po<span class="lsd ws140">sażonego mi<span class="_ _0"/>eszkania<span class="_ _0"/>. Pozostała cz<span class="_ _0"/>ęść (35%)<span class="_ _0"/>, </span></span></div><div class="t m0 x2 h5 y365 ff1 fs2 fc0 sc1 lsc ws14c">na dzień<span class="_ _1"/> rozpo<span class="_ _1"/>częcia o<span class="_ _1"/>kresu n<span class="_ _1"/>ajmu lu<span class="_ _1"/>b dzierża<span class="_ _1"/>wy jest<span class="_ _1"/> ujmowa<span class="_ _1"/>na w<span class="ls1 ws1"> </span>bilansie<span class="_ _1"/> poprze<span class="_ _1"/>z wprowad<span class="_ _1"/>zenie<span class="_ _1"/> </div><div class="t m0 x2 h5 y366 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsb ws34">odp<span class="_ _0"/>owiedni<span class="_ _0"/>ej wartości p<span class="_ _0"/>rawa do użyt<span class="_ _0"/>kowania ak<span class="_ _0"/>tywów z</span> <span class="lse ws14d">tytułu l<span class="_ _0"/>easingu i</span> <span class="lsb ws34">zobowi<span class="_ _0"/>ązania z<span class="_ _0"/></span> <span class="ls11 ws1d">tytułu </span></div><div class="t m0 x2 h5 y367 ff1 fs2 fc0 sc1 lsd ws10">leasingu<span class="_ _0"/>, a<span class="ls1 ws1"> </span>następni<span class="_ _0"/>e, prze<span class="_ _0"/>z okres leasing<span class="_ _0"/>u, będzie on<span class="_ _0"/>a rozpoznaw<span class="_ _0"/>ana proporc<span class="_ _0"/>jonalni<span class="_ _0"/>e w<span class="ls1 ws1"> <span class="lse wse">wynikach.</span> </span></div><div class="t m0 x2 h5 y368 ff1 fs2 fc0 sc1 ls1 wsf9">W 202<span class="ws1">3 <span class="lsd ws21">r. prz<span class="_ _0"/>ychody segmentu w<span class="_ _0"/>yniosły <span class="ws12">49<span class="_ _0"/>,1 <span class="lsc wse">mln zł</span></span></span> <span class="ls11 ws14e">(w tym 44,2 mln zł z tytułu usług najmu krótk<span class="_ _0"/>o</span>-<span class="ls24 ws5e">, </span></span></div><div class="t m0 x2 h5 y369 ff1 fs2 fc0 sc1 lsd ws12">średnio<span class="ls1 ws1">- <span class="_ _0"/><span class="lsb ws11">i długoter<span class="_ _0"/>minowe<span class="_ _0"/>go)</span></span><span class="ws10">, a<span class="ls1 ws1"> <span class="ls11 ws15">w<span class="_ _0"/>ynik netto: </span></span></span>1,6<span class="_ _0"/> <span class="lse wsf">mln zł.<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y36a ff1 fs2 fc0 sc1 lsb ws39">Informac<span class="_ _0"/>je dotycz<span class="_ _0"/>ące zob<span class="_ _0"/>owiązań<span class="_ _0"/> z<span class="ls1 ws1"> <span class="lse ws14f">tytułu leasing<span class="_ _0"/>u w</span> <span class="lsc ws150">zwią<span class="_ _1"/>zku z<span class="ls1 ws1"> <span class="ls11 ws151">zawartymi umow<span class="_ _0"/>ami najmu </span></span></span></span></div><div class="t m0 x2 h5 y36b ff1 fs2 fc0 sc1 ls1 ws1">i <span class="lsd ws10">dzierż<span class="_ _0"/>awy są zaprezen<span class="_ _0"/>towane </span>w<span class="_ _0"/> </div><div class="t m1 x1e he y36c ff1 fsa fc0 sc0 ls87 ws12e">Nocie<span class="_ _0"/> 2<span class="ls1 ws1">7</span></div><div class="t m0 x4c h5 y36c ff1 fs2 fc0 sc1 ls1 ws1"> S<span class="lsb ws11">konsol<span class="_ _0"/>idowaneg<span class="_ _0"/>o Sprawoz<span class="_ _0"/>dania Fi<span class="_ _0"/>nansoweg<span class="_ _0"/>o</span>. </div><div class="t m0 x2 h5 y36d ff1 fs2 fc0 sc1 ls1 ws1"> </div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf18" style="content-visibility: auto;"><div class="pc pc18 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">24<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y288 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y36e ff1 fs0 fc0 sc1 ls1 ws1"> <span class="_ _2"> </span> </div><div class="t m0 x10c h9 y36f ff2 fs6 fc0 sc1 ls5 ws6">Omów<span class="_ _0"/>ienie wyników<span class="_ _0"/> </div><div class="t m0 x10c h9 y370 ff2 fs6 fc0 sc1 ls5 ws6">finansow<span class="_ _0"/>ych Spół<span class="_ _0"/>ki <span class="ls1 ws1"> </span></div><div class="t m0 x10c h9 y371 ff2 fs6 fc0 sc1 ls5 ws6">i Grupy, p<span class="_ _0"/>rezent<span class="_ _0"/>acja </div><div class="t m0 x10c h9 y372 ff2 fs6 fc0 sc1 ls90 ws152">pers<span class="_ _1"/>pektyw roz<span class="_ _1"/>woju <span class="ls1 ws1"> </span></div><div class="t m0 x10c h9 y373 ff2 fs6 fc0 sc1 ls1 ws5">i innych isto<span class="_ _0"/>tnych </div><div class="t m0 x10c h9 y374 ff2 fs6 fc0 sc1 ls5 ws5">inform<span class="_ _0"/>acji <span class="ls1 ws1"> </span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf19" style="content-visibility: auto;"><div class="pc pc19 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">25<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 hb y18 ff2 fs7 fc5 sc1 ls9 wsb">11.<span class="ff3 ls1 ws1"> <span class="_ _43"> </span></span><span class="lsa ws54">Op<span class="_ _0"/>is rynków<span class="_ _0"/> na któryc<span class="_ _0"/>h dzia<span class="_ _0"/>ła Grupa Ka<span class="_ _0"/>pitałowa<span class="_ _0"/><span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h4 y375 ff2 fs1 fc7 sc1 ls8e ws142">Rynek mi<span class="_ _0"/>eszkaniowy<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y376 ff1 fs2 fc0 sc1 lsb ws77">2023<span class="_ _0"/> rok, po okresie g<span class="_ _0"/>wałtowneg<span class="_ _0"/>o ochłodzeni<span class="_ _0"/>a </div><div class="t m0 x2 h5 y377 ff1 fs2 fc0 sc1 lsc ws75">rynku<span class="_ _1"/> w roku<span class="_ _1"/> wcze<span class="_ _1"/>śniejs<span class="_ _1"/>zym, przy<span class="_ _1"/>niósł<span class="_ _1"/> znacząc<span class="_ _1"/>y </div><div class="t m0 x2 h5 y378 ff1 fs2 fc0 sc1 lsb ws153">wzrost p<span class="_ _0"/>opytu na mi<span class="_ _0"/>eszk<span class="_ _0"/>ania, owocu<span class="_ _0"/>jący </div><div class="t m0 x2 h5 y379 ff1 fs2 fc0 sc1 ls11 ws154">dynamicz<span class="_ _0"/>nym wzrostem wol<span class="_ _0"/>umenu sprzedaży.<span class="_ _0"/> </div><div class="t m0 x2 h5 y37a ff1 fs2 fc0 sc1 ls1 ws1">W <span class="lsd ws155">sześci<span class="_ _0"/>u miastach moni<span class="_ _0"/>torowanych<span class="_ _0"/> przez </span></div><div class="t m0 x2 h5 y37b ff1 fs2 fc0 sc1 lsb ws156">firmę JLL (<span class="_ _0"/>Warszawa,<span class="_ _0"/> Kraków<span class="_ _0"/>, Wrocław, </div><div class="t m0 x2 h5 y37c ff1 fs2 fc0 sc1 lsb wsd">Poznań<span class="lsd ws7a">, T<span class="_ _0"/>rójmiast<span class="_ _0"/>o i<span class="ls1 ws1"> <span class="lsc ws157">Łódź) w</span> <span class="ls11 ws158">minionym roku </span></span></span></div><div class="t m0 x2 h5 y37d ff1 fs2 fc0 sc1 lsb ws159">sprzed<span class="_ _0"/>ano około 58<span class="_ _0"/> tys. lokal<span class="_ _0"/>i, o bli<span class="_ _0"/>sko 65% </div><div class="t m0 x2 h5 y37e ff1 fs2 fc0 sc1 lsd ws12">więcej<span class="_ _0"/> <span class="_ _47"/><span class="lsb ws76">n<span class="_ _0"/>iż 2022 roku (b<span class="_ _0"/>ędącym najs<span class="_ _0"/>łabszym p<span class="_ _0"/>od </span></div><div class="t m0 x2 h5 y37f ff1 fs2 fc0 sc1 lsd ws10b">wzgl<span class="_ _0"/>ędem sprzedaż<span class="_ _0"/>y rokiem od dek<span class="_ _0"/>ady). Na<span class="_ _0"/> </div><div class="t m0 x2 h5 y380 ff1 fs2 fc0 sc1 lsd ws38">wzrost sprz<span class="_ _0"/>edaży zł<span class="_ _0"/>ożyło się m.i<span class="_ _0"/>n. zwięk<span class="_ _0"/>szenie </div><div class="t m0 x2 h5 y381 ff1 fs2 fc0 sc1 lsb ws15a">dostępn<span class="_ _0"/>ości f<span class="_ _0"/>inansow<span class="_ _0"/>ania hi<span class="_ _0"/>poteczneg<span class="_ _0"/>o </div><div class="t m0 x2 h5 y382 ff1 fs2 fc0 sc1 ls2a ws62">(z<span class="lsc ws15b">wiązane<span class="_ _1"/> ze zm<span class="_ _1"/>ianą<span class="_ _1"/> stano<span class="_ _1"/>wiska Kom<span class="_ _1"/>isji </span></div><div class="t m0 x2 h5 y383 ff1 fs2 fc0 sc1 lsb ws15c">Nadzoru F<span class="_ _0"/>inans<span class="_ _0"/>owego w<span class="_ _0"/>s. buforów<span class="_ _0"/> </div><div class="t m0 x2 h5 y384 ff1 fs2 fc0 sc1 lsc ws15d">ostro<span class="_ _1"/>żnościowy<span class="_ _1"/>ch przy <span class="_ _1"/>udziela<span class="_ _1"/>niu kr<span class="_ _1"/>edytó<span class="_ _1"/>w </div><div class="t m0 x2 h5 y385 ff1 fs2 fc0 sc1 lsd ws15e">oraz zmni<span class="_ _0"/>ejszenie stóp<span class="_ _0"/> procentowyc<span class="_ _0"/>h), jak </div><div class="t m0 x2 h5 y386 ff1 fs2 fc0 sc1 lsd ws15f">również<span class="_ _0"/> uruchomie<span class="_ _0"/>nie progr<span class="_ _0"/>amu </div><div class="t m0 x2 h5 y387 ff1 fs2 fc0 sc1 lsd ws10">mieszkan<span class="_ _0"/>iowego „B<span class="_ _0"/>ezpiecz<span class="_ _0"/>ny kredyt 2%”.  <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y388 ff1 fs2 fc0 sc1 lsd ws7e">W 2023<span class="_ _0"/> r. na <span class="lsb wsff">anali<span class="_ _0"/>zowanyc<span class="_ _0"/>h przez<span class="_ _0"/> JLL rynkach<span class="_ _0"/> </span></div><div class="t m0 x2 h5 y389 ff1 fs2 fc0 sc1 lsb ws2d">wprow<span class="_ _0"/>adzono do sp<span class="_ _0"/>rzedaż<span class="_ _0"/>y 43 tys. l<span class="_ _0"/>okali,<span class="_ _0"/> </div><div class="t m0 x2 h5 y38a ff1 fs2 fc0 sc1 lsd ws10">wobec 49<span class="_ _0"/> tys. w 2022 r. i bli<span class="_ _0"/>sko 58 tys. w 2021<span class="_ _0"/> r. </div><div class="t m0 x2 h5 y38b ff1 fs2 fc0 sc1 lsc wsbe">Mniejs<span class="_ _1"/>za liczba wpr<span class="_ _1"/>owadzo<span class="_ _1"/>nych do<span class="_ _1"/> oferty<span class="_ _1"/> lokali, </div><div class="t m0 x2 h5 y38c ff1 fs2 fc0 sc1 ls11 ws160">w sytuacji<span class="_ _0"/> dynamicznego wzrostu p<span class="_ _0"/>opytu, </div><div class="t m0 x70 h5 y38d ff1 fs2 fc0 sc1 lsb ws161">zaowoc<span class="_ _0"/>owała spad<span class="_ _0"/>kiem w<span class="_ _0"/>ielkości of<span class="_ _0"/>erty. </div><div class="t m0 x70 h5 y38e ff1 fs2 fc0 sc1 lsc ws3c">Wedłu<span class="_ _1"/>g szacun<span class="_ _1"/>ków JLL ł<span class="_ _1"/>ączna liczba<span class="_ _1"/> mieszka<span class="_ _1"/>ń </div><div class="t m0 x70 h5 y38f ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsc ws162">ofercie n<span class="_ _1"/>a najwię<span class="_ _1"/>kszych r<span class="_ _1"/>ynka<span class="_ _1"/>ch Pols<span class="_ _1"/>ki na </span></div><div class="t m0 x70 h5 y390 ff1 fs2 fc0 sc1 lsb ws11">koniec<span class="_ _0"/> roku wynosi<span class="_ _0"/>ła około 3<span class="_ _0"/>6 tys. lokali<span class="_ _0"/>, wobec </div><div class="t m0 x70 h5 y391 ff1 fs2 fc0 sc1 lsd ws10">49 tys. rok w<span class="_ _0"/>cześniej.<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x70 h5 y392 ff1 fs2 fc0 sc1 lsc ws163">2023 rok p<span class="_ _1"/>rzynió<span class="_ _1"/>sł dals<span class="_ _1"/>zy dyn<span class="_ _1"/>amiczny<span class="_ _1"/> wzrost </div><div class="t m0 x70 h5 y393 ff1 fs2 fc0 sc1 lse ws164">cen na wszystkic<span class="_ _0"/>h z rynków głównych miast </div><div class="t m0 x70 h5 y394 ff1 fs2 fc0 sc1 lsb ws26">Polski<span class="_ _0"/>, wynosząc<span class="_ _0"/>y, od 14%<span class="_ _0"/> do 22% na </div><div class="t m0 x70 h5 y395 ff1 fs2 fc0 sc1 lse wsa4">poszczególnyc<span class="_ _0"/>h rynkach. Klucz<span class="_ _0"/>owy wpływ na </div><div class="t m0 x70 h5 y396 ff1 fs2 fc0 sc1 lsd ws149">wzrost cen<span class="_ _0"/> miał<span class="ls1 ws1">y <span class="_ _14"> </span><span class="lsc ws12c">r<span class="_ _1"/>osnące koszt<span class="_ _1"/>y rea<span class="_ _1"/>lizacji, ja<span class="_ _1"/>k </span></span></div><div class="t m0 x70 h5 y397 ff1 fs2 fc0 sc1 lsc ws165">równie<span class="_ _1"/>ż ogra<span class="_ _1"/>niczenia<span class="_ _1"/> w zwięks<span class="_ _1"/>zeniu po<span class="_ _1"/>daży<span class="_ _1"/> </div><div class="t m0 x70 h5 y398 ff1 fs2 fc0 sc1 lsd wsbd">mieszkań<span class="_ _0"/> w tempie po<span class="_ _0"/>równyw<span class="_ _0"/>alnym do wz<span class="_ _0"/>rostu </div><div class="t m0 x70 h5 y399 ff1 fs2 fc0 sc1 ls11 ws1d">popytu.</div><div class="t m0 x2 h5 y39a ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h4 y39b ff2 fs1 fc7 sc1 ls8e ws142">Rynek magaz<span class="_ _0"/>ynowy<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y39c ff1 fs2 fc0 sc1 ls10 ws14">2023<span class="ls1 ws1"> <span class="_ _92"> </span><span class="lse ws166">przyniósł ochłodzeni<span class="_ _0"/>e koniunktury na </span></span></div><div class="t m0 x2 h5 y39d ff1 fs2 fc0 sc1 ls11 ws167">rynku magazyn<span class="_ _0"/>owym. Według<span class="_ _0"/> <span class="lse wse">danych <span class="_ _14"> </span><span class="lsb wsd">Polsk<span class="lsd ws12">iej<span class="ls1 ws1"> </span></span></span></span></div><div class="t m0 x2 h5 y39e ff1 fs2 fc0 sc1 ls28 ws4e">Izb<span class="ls1 ws1">y <span class="_ _a9"> </span><span class="lsd ws168">Nieruchomo<span class="_ _0"/>ści Komercyj<span class="_ _0"/>nych</span> <span class="_ _a9"> </span><span class="lse wse">(PI<span class="_ _0"/>NK)</span> </span></div><div class="t m0 x2 h5 y39f ff1 fs2 fc0 sc1 ls1 ws1">w <span class="ls10 ws14">2023</span> <span class="_ _44"> </span><span class="ls11 ws169">roku całkowity p<span class="_ _0"/>opyt brutto na </span></div><div class="t m0 x2 h5 y3a0 ff1 fs2 fc0 sc1 lsc ws52">powier<span class="_ _1"/>zchnie (ca<span class="_ _1"/>łkowita<span class="_ _1"/> powier<span class="_ _1"/>zchnia wy<span class="_ _1"/>najęta </div><div class="t m0 x2 h5 y3a1 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsb ws4c">ramach n<span class="_ _0"/>owych um<span class="_ _0"/>ów, ekspan<span class="_ _0"/>sji i odn<span class="_ _0"/>owień) </span></div><div class="t m0 x2 h5 y3a2 ff1 fs2 fc0 sc1 lse wse">wyniósł <span class="_ _45"/><span class="lsd ws12">5,6<span class="ls1 ws1"> <span class="_ _45"/><span class="ls91 ws16a">ml<span class="_ _0"/>n m</span></span></span></div><div class="t m0 xb1 hd y3a3 ff1 fs9 fc0 sc1 ls1 ws1">2 </div><div class="t m0 xf8 h5 y3a4 ff1 fs2 fc0 sc1 lse wsa5">(dane PINK)<span class="_ _0"/><span class="ls1 ws1"> <span class="_ _4b"/><span class="lsb wsd">wobec <span class="_ _45"/><span class="lsd ws12">6,8</span></span> <span class="_ _45"/><span class="ls91 ws52">ml<span class="_ _0"/>n </span></span></div><div class="t m0 x2 h5 y3a5 ff1 fs2 fc0 sc1 ls1 ws1">m</div><div class="t m0 xe1 hd y3a6 ff1 fs9 fc0 sc1 ls1 ws1">2</div><div class="t m0 x3b h5 y3a7 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="lsc wsf">z <span class="ls92 ws10">2022<span class="_ _0"/></span></span> <span class="lsd ws12">r.</span> <span class="lse wsf">(<span class="_ _1"/>według szacunk<span class="_ _0"/>ów firmy <span class="lsd ws12">Cushman<span class="_ _0"/> <span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y3a8 ff1 fs2 fc0 sc1 lsc wse">&amp; Wake<span class="_ _1"/>field<span class="lsd ws12">). <span class="ls1 ws2c">  <span class="ws1"> </span></span></span></div><div class="t m0 x2 h5 y3a9 ff1 fs2 fc0 sc1 ls10 ws14">2023<span class="ls1 ws1"> <span class="_ _94"> </span><span class="lsd ws12">r. <span class="_ _e"> </span><span class="lsc ws148">sta<span class="_ _1"/>ł pod zna<span class="_ _1"/>kiem wyso<span class="_ _1"/>kiej <span class="ls1 ws1">p<span class="lsb wsd">odaż</span>y </span></span></span></span></div><div class="t m0 x2 h5 y3aa ff1 fs2 fc0 sc1 lse wse">nowych <span class="_ _aa"> </span><span class="lsb ws16b">powi<span class="_ _0"/>erzchni mag<span class="_ _0"/>azynowyc<span class="_ _0"/>h<span class="ls24 ws5e">. </span></span></div><div class="t m0 x2 h5 y3ab ff1 fs2 fc0 sc1 ls1 ws1">W <span class="lsb ws16c">anali<span class="_ _0"/>zowanym okre<span class="_ _0"/>sie od<span class="_ _0"/>dano do </span></div><div class="t m0 x2 h5 y3ac ff1 fs2 fc0 sc1 lsc ws29">użytko<span class="_ _1"/>wania o<span class="_ _1"/>biekty<span class="_ _1"/> z <span class="lsd ws12">3,7<span class="ls1 ws1"> <span class="_ _14"> </span><span class="ls11 ws16d">mln m</span></span></span></div><div class="t m0 x71 hd y1d3 ff1 fs9 fc0 sc1 ls1 ws1">2</div><div class="t m0 xc8 h5 y3ad ff1 fs2 fc0 sc1 ls1 ws1">, <span class="_ _14"> </span><span class="lsb wsd">wobec <span class="_ _11"> </span><span class="lsd ws12">4,4</span></span> </div><div class="t m0 x2 h5 y3ae ff1 fs2 fc0 sc1 ls11 ws16e">mln m</div><div class="t m0 xcd hd y3af ff1 fs9 fc0 sc1 ls1 ws1">2</div><div class="t m0 x2f h5 y3b0 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _11"> </span><span class="ls17 ws47">w <span class="_ _11"> </span><span class="ls10 ws14">2022</span></span> <span class="_ _11"> </span><span class="lsd ws12">r.</span> <span class="_ _11"> </span><span class="lsd wsa0">Jest to drugi<span class="_ _0"/> najwyższy w </span></div><div class="t m0 x70 h5 y3b1 ff1 fs2 fc0 sc1 lsd ws12">historii<span class="_ _0"/><span class="ls1 ws1"> <span class="lsb ws43">p<span class="_ _0"/>olskieg<span class="_ _0"/>o rynku ma<span class="_ _0"/>gazynow<span class="_ _0"/>ego </span> <span class="_ _0"/><span class="ls67 wse7">wzr<span class="_ _1"/>ost </span></span></div><div class="t m0 x70 h5 y3b2 ff1 fs2 fc0 sc1 lsc ws16f">powier<span class="_ _1"/>zchni ma<span class="_ _1"/>gazyno<span class="_ _1"/>wej.<span class="ls1 ws1">  <span class="lsb ws32">Na koniec <span class="ls10 ws14">2023</span></span>  <span class="lsd ws12">r. </span></span></div><div class="t m0 x70 h5 y3b3 ff1 fs2 fc0 sc1 lsb ws170">całkow<span class="_ _0"/>ita powi<span class="_ _0"/>erzchni<span class="_ _0"/>a nowoczesny<span class="_ _0"/>ch </div><div class="t m0 xda h33 y3b4 ff1 fsd fc10 sc1 ls93 ws171">58<span class="ls1 ws1"> <span class="_ _45"/><span class="ls94 ws172">tys.<span class="_ _0"/> <span class="_ _45"/></span> </span></div><div class="t m0 xda h54 y3b5 ff1 fs7 fce sc1 ls95 ws1">Liczba sprzed<span class="_ _0"/>anych </div><div class="t m0 xda h54 y3b6 ff1 fs7 fce sc1 ls96 ws173">lokali<span class="ls1 ws1"> <span class="_ _4b"/>w<span class="_ _0"/> <span class="_ _0"/><span class="ls97 ws174">20</span>2<span class="_ _4b"/>3<span class="_ _0"/> <span class="_ _4b"/><span class="ls95 ws175">r. <span class="_ _0"/></span> </span></div><div class="t m0 xda h54 y3b7 ff1 fs7 fce sc1 ls96 ws176">na 6 najw<span class="_ _0"/>iększych </div><div class="t m0 xda h54 y3b8 ff1 fs7 fce sc1 ls95 ws175">rynkach <span class="_ _4b"/>Polski<span class="ls1 ws1"> </span></div><div class="c x10d y3b9 w52 h67"><div class="t m0 xa h68 y3ba ffb fsf fce sc1 ls1 ws1"> </div></div><div class="t m0 x3e h33 y3bb ff1 fsd fc10 sc1 ls98 ws177">1,0<span class="ls1 ws1"> <span class="_ _45"/><span class="ls99 ws6d">mld EUR</span> <span class="_ _45"/> </span></div><div class="t m0 x3e h54 y3bc ff1 fs7 fce sc1 ls95 ws1">Wartość tra<span class="_ _0"/>nsakcji </div><div class="t m0 x3e h54 y3bd ff1 fs7 fce sc1 ls95 ws1">inwestycyjnyc<span class="_ _0"/>h na </div><div class="t m0 x3e h54 y3be ff1 fs7 fce sc1 ls95 ws68">rynku magazy<span class="_ _0"/>nowym </div><div class="t m0 x3e h54 y3bf ff1 fs7 fce sc1 ls1 ws1">w<span class="_ _0"/> <span class="_ _4b"/><span class="ls23 ws178">202</span>3<span class="_ _0"/> <span class="_ _4b"/><span class="ls95 ws175">r. <span class="_ _4b"/></span> </div><div class="c xda y3c0 w53 h69"><div class="t m0 xa h68 y3c1 ffb fsf fce sc1 ls1 ws1"> </div></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf1a" style="content-visibility: auto;"><div class="pc pc1a w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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IDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AICn/ToWAAAAABjkbz2KfWURAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAID1AQAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAID1AQAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAID1AQAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAID1AQAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAA1gcAAID1AQAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAA1gcAAID1AQAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAA1gcAAID1AQAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAA1gcAAID1AQAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAA1gcAAID1AQAAYH0AAABYHwAAANYHAACA9QEAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAANYHAACA9QEAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAANYHAACA9QEAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAANYHAACA9QEAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAANYHAACA9QEAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAANYHAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAANYHAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAANYHAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAANYHAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAANYHAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAANYHAACA9QEAAGB9AAAAWB8AAACXAP3OHyP11H5SAAAAAElFTkSuQmCC"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">26<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 lsb ws11">magazyn<span class="_ _0"/>ów w<span class="ls1 ws1"> <span class="_ _0"/></span>Polsce wyn<span class="_ _0"/>iosła <span class="lsc wsf">blisko<span class="ls1 ws1"> 32 <span class="ls11 ws15">mln m</span></span></span></div><div class="t m0 xca hd y3c2 ff1 fs9 fc0 sc1 ls1 ws1">2</div><div class="t m0 x10e h5 y6 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h5 y34 ff1 fs2 fc0 sc1 lsb wsd">(dane <span class="_ _79"> </span><span class="lse wse">PINK</span><span class="ws22">). N<span class="_ _0"/>a koniec <span class="_ _0"/><span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="_ _a"> </span><span class="lsd ws23">r. w<span class="_ _0"/> budowie </span></span></span></span></div><div class="t m0 x2 h5 y1ae ff1 fs2 fc0 sc1 lsc ws35">znajdowa<span class="_ _1"/>ły s<span class="_ _1"/>ię proje<span class="_ _1"/>kty o powier<span class="_ _1"/>zchni <span class="lsd ws12">2,8<span class="ls1 ws1"> <span class="_ _49"> </span><span class="ls91 ws52">ml<span class="_ _0"/>n </span></span></span></div><div class="t m0 x2 h5 y1af ff1 fs2 fc0 sc1 ls1 ws1">m</div><div class="t m0 xe1 hd y1b0 ff1 fs9 fc0 sc1 ls1 ws1">2</div><div class="t m0 x3b h5 y1b1 ff1 fs2 fc0 sc1 lsd ws10">, wobec <span class="ws12">3<span class="_ _0"/>,4<span class="ls1 ws1"> <span class="ls11 ws15">mln m</span></span></span></div><div class="t m0 x10f hd y1b0 ff1 fs9 fc0 sc1 ls31 ws69">2 </div><div class="t m0 x110 h5 y1b1 ff1 fs2 fc0 sc1 lsb ws11">na koniec<span class="_ _0"/> <span class="ls10 ws14">2022<span class="ls1 ws1"> <span class="lsd ws12">r. </span> </span></span></div><div class="t m0 x2 h5 y3c3 ff1 fs2 fc0 sc1 lsb ws13e">Rekordow<span class="_ _0"/>a podaż<span class="_ _0"/><span class="ls1 ws1"> <span class="_ _45"/></span>powi<span class="_ _0"/>erzchni<span class="_ _0"/> magazynow<span class="_ _0"/><span class="ls11 ws1d">ych<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y3c4 ff1 fs2 fc0 sc1 lsd ws179">przełożył<span class="_ _0"/>a się na <span class="lsb wsd">zauw<span class="_ _0"/>ażalny <span class="_ _12"> </span></span><span class="ws12">wzrost<span class="ls1 ws1">  <span class="ls24 ws5e">odset<span class="_ _1"/>ka </span></span></span></div><div class="t m0 x2 h5 y3c5 ff1 fs2 fc0 sc1 lsb wsd">pustos<span class="_ _0"/>tanów<span class="ls1 ws1"> </span>(o <span class="_ _47"/><span class="ls1 ws1">3<span class="lsd ws74">,2 p<span class="_ _0"/>kt proc.)<span class="_ _0"/>, do <span class="lsc wsf">7,</span></span>4<span class="lsb ws76">% na koni<span class="_ _0"/>ec </span></span></div><div class="t m0 x2 h5 y3c6 ff1 fs2 fc0 sc1 lse wse">grudnia <span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="_ _0"/><span class="lsd ws12">r.</span>  </span></span></div><div class="t m0 x2 h5 y3c7 ff1 fs2 fc0 sc1 lsc ws52">Minion<span class="_ _1"/>y rok pr<span class="_ _1"/>zynió<span class="_ _1"/>sł <span class="wsf">dalszy <span class="lsd ws12">spadek <span class="_ _0"/><span class="lsb wsd">aktywnośc<span class="_ _0"/>i </span></span></span></div><div class="t m0 x2 h5 y3c8 ff1 fs2 fc0 sc1 lsb ws32">inwest<span class="_ _0"/>orów na rynk<span class="_ _0"/>u magazynow<span class="_ _0"/>ym. <span class="ls1 ws1">W<span class="lse wse">edług </span></span></div><div class="t m0 x2 h5 y3c9 ff1 fs2 fc0 sc1 lse ws17a">danych firmy Avi<span class="_ _0"/>son Young, <span class="ls1 ws1">ł<span class="lsb ws7b">ączna w<span class="_ _0"/>artość </span></span></div><div class="t m0 x2 h5 y3ca ff1 fs2 fc0 sc1 lsc ws17b">inwest<span class="_ _1"/>ycji w o<span class="_ _1"/>biekty m<span class="_ _1"/>agazy<span class="_ _1"/>nowe w P<span class="_ _1"/>olsce<span class="_ _1"/> </div><div class="t m0 x2 h5 y3cb ff1 fs2 fc0 sc1 lse ws16a">wyniosła w minionym<span class="ls1 ws1"> <span class="_ _45"/><span class="lsc wsf">blisko</span> <span class="_ _4b"/>1 <span class="_ _45"/><span class="lsd wsa6">ml<span class="_ _0"/>d euro, wobec <span class="_ _ab"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x70 h5 y3cc ff1 fs2 fc0 sc1 ls1 ws1">2 <span class="_ _4b"/><span class="lsd ws7e">mld euro rok wcześni<span class="_ _0"/>ej</span> <span class="_ _4b"/><span class="lsd ws7e">i 3 mld euro w 2021 r<span class="ls9a ws17c">. </span></span></div><div class="t m0 x70 h5 y3cd ff1 fs2 fc0 sc1 lsb ws13c">Według<span class="_ _0"/> szacunków<span class="_ _0"/> analit<span class="_ _0"/>yków <span class="lsd ws17d">inw<span class="_ _0"/>estycje na </span></div><div class="t m0 x70 h5 y3ce ff1 fs2 fc0 sc1 lsb wsba">rynku mag<span class="_ _0"/>azynow<span class="_ _0"/>ym odp<span class="_ _0"/>owiadały<span class="_ _0"/> za <span class="lsc wsf">blisko </span></div><div class="t m0 x70 h5 y3cf ff1 fs2 fc0 sc1 lsb wsd">połowę <span class="_ _6c"> </span><span class="lsc ws17e">transakcji ku<span class="_ _1"/>pna nie<span class="_ _1"/>ruchomoś<span class="_ _1"/>ci </span></div><div class="t m0 x70 h5 y3d0 ff1 fs2 fc0 sc1 lsd wsb1">komercyjn<span class="_ _0"/>ych w Pol<span class="_ _0"/>sce <span class="ls11 ws17f">w minionym roku. </span></div><div class="t m0 x70 h5 y3d1 ff1 fs2 fc0 sc1 lse ws180">Według szacunków<span class="_ _0"/> Avison Young 2023 r. stał </div><div class="t m0 x70 h5 y3d2 ff1 fs2 fc0 sc1 lsc wse">pod zna<span class="_ _1"/>kiem mn<span class="_ _1"/>iejszych<span class="_ _1"/> war<span class="_ _1"/>tościowo<span class="_ _1"/> trans<span class="_ _1"/>akcji </div><div class="t m0 x70 h5 y3d3 ff1 fs2 fc0 sc1 ls1 ws1">(<span class="lsb ws181">wartość<span class="_ _0"/> tylko dw<span class="_ _0"/>óch tra<span class="_ _0"/>nsakcji<span class="_ _0"/></span>  <span class="lsd ws12">p<span class="_ _0"/>rzekroczył</span>a<span class="_ _0"/> </div><div class="t m0 x70 h5 y3d4 ff1 fs2 fc0 sc1 lsd ws45">100 ml<span class="_ _0"/>n euro). Według <span class="lsb wsaf">sz<span class="_ _0"/>acunków an<span class="_ _0"/>alityków<span class="_ _0"/> za </span></div><div class="t m0 x70 h5 y3d5 ff1 fs2 fc0 sc1 lsb ws182">ponad p<span class="_ _0"/>ołowę ogól<span class="_ _0"/>nej w<span class="_ _0"/>artości t<span class="_ _0"/>ransakcj<span class="_ _0"/>i </div><div class="t m0 x70 h5 y3d6 ff1 fs2 fc0 sc1 lsb ws183">odpow<span class="_ _0"/>iadały um<span class="_ _0"/>owy, w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsd ws184">których stron<span class="_ _0"/>ą </span></span></div><div class="t m0 x70 h5 y3d7 ff1 fs2 fc0 sc1 lsb ws185">sprzed<span class="_ _0"/>ającą były p<span class="_ _0"/>odmioty k<span class="_ _0"/>apitałow<span class="_ _0"/>o </div><div class="t m0 x70 h5 y3d8 ff1 fs2 fc0 sc1 lsb ws11">powi<span class="_ _0"/>ązane z Grup<span class="_ _0"/>ą Panattoni<span class="_ _0"/><span class="ls1 ws1">. </span></div><div class="t m0 x2 hb y3d9 ff2 fs7 fc5 sc1 ls9 wsb">12.<span class="ff3 ls1 ws1"> <span class="_ _ac"> </span></span><span class="ls1a ws186">Cz<span class="_ _1"/>ynni<span class="_ _1"/>ki,<span class="_ _1"/> które<span class="_ _1"/> będ<span class="_ _1"/>ą miał<span class="_ _1"/>y wpł<span class="_ _1"/>yw na w<span class="_ _1"/>yni<span class="_ _1"/>ki </span></div><div class="t m0 x5 hb y3da ff2 fs7 fc5 sc1 lsa ws54">finansowe<span class="_ _0"/> w perspek<span class="_ _0"/>tywie k<span class="_ _0"/>olejnych k<span class="_ _0"/>wartałów<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h4 y3db ff2 fs1 fc7 sc1 ls8e ws142">Perspektywy kró<span class="_ _0"/>tkotermino<span class="_ _0"/>we<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y3dc ff1 fs2 fc0 sc1 lsc ws187">Kluczowy<span class="_ _1"/> wpływ n<span class="_ _1"/>a wy<span class="_ _1"/>niki <span class="_ _1"/>finans<span class="_ _1"/>owe, ja<span class="_ _1"/>kie w<span class="ls1 ws1"> <span class="_ _1"/><span class="lsd ws188">perspektyw<span class="_ _0"/>ie najbl<span class="_ _0"/>iższych 1<span class="_ _0"/>2 miesięcy będą </span></span></div><div class="t m0 x2 h5 y3dd ff1 fs2 fc0 sc1 lsd ws10">rozpoznaw<span class="_ _0"/>ane przez<span class="_ _0"/> Grupę Kapi<span class="_ _0"/>tałową, będ<span class="_ _0"/>ą mieć:<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y3de ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsb ws78">Oddan<span class="_ _0"/>ie do użytk<span class="_ _0"/>owania inw<span class="_ _0"/>estycji I<span class="_ _0"/>n Place I, Motław<span class="_ _0"/>a Garden i G<span class="_ _0"/>ardenia Lagom I<span class="_ _0"/> oraz </span></span></div><div class="t m0 x5 h5 y3df ff1 fs2 fc0 sc1 lsb ws9a">przek<span class="_ _0"/>azanie nabyw<span class="_ _0"/>com i<span class="ls1 ws1"> <span class="lsd ws10b">u<span class="_ _0"/>jęcie w</span> <span class="_ _0"/><span class="lsc ws10a">wyni<span class="_ _1"/>kach s<span class="_ _1"/>przeda<span class="_ _1"/>nych lo<span class="_ _1"/>kali, ja<span class="_ _1"/>k równie<span class="_ _1"/>ż przeka<span class="_ _1"/>zanie </span></span></div><div class="t m0 x5 h5 y3e0 ff1 fs2 fc0 sc1 lsb ws189">nabywc<span class="_ _0"/>om i<span class="ls1 ws1"> <span class="lsc ws18a">rozliczenie<span class="_ _1"/> sprze<span class="_ _1"/>daży lo<span class="_ _1"/>kali z<span class="ls1 ws1"> </span>inwe<span class="_ _1"/>stycji <span class="_ _1"/>zakoń<span class="_ _1"/>czonyc<span class="_ _1"/>h we wcze<span class="_ _1"/>śnie<span class="_ _1"/>jszych </span></span></div><div class="t m0 x5 h5 y3e1 ff1 fs2 fc0 sc1 lsb wsd">ok<span class="lsd ws12">resac<span class="_ _0"/>h; <span class="ls1 ws1"> </span></span></div><div class="t m0 x30 h5 y3e2 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc wsbb">Tempo s<span class="_ _1"/>przeda<span class="_ _1"/>ży lokali mie<span class="_ _1"/>szkaln<span class="_ _1"/>ych i<span class="ls1 ws1"> <span class="lse ws18b">usługowych w</span> <span class="_ _0"/></span>inwes<span class="_ _1"/>tycjac<span class="_ _1"/>h przewidzia<span class="_ _1"/>nych do<span class="_ _1"/> </span></span></div><div class="t m0 x5 h5 y3e3 ff1 fs2 fc0 sc1 lse ws2b">ukończenia w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsd ws10">perspektyw<span class="_ _0"/>ie najbli<span class="_ _0"/>ższych 1<span class="_ _0"/>2 miesięcy;</span> </span></div><div class="t m0 x30 h5 y3e4 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc ws14a">Decyzje<span class="_ _1"/> Rady P<span class="_ _1"/>olityki P<span class="_ _1"/>ienię<span class="_ _1"/>żnej w<span class="ls1 ws1"> <span class="_ _1"/><span class="lsd ws14b">zakresie p<span class="_ _0"/>oziomu stóp<span class="_ _0"/> procentow<span class="_ _0"/>ych i<span class="ls1 ws1"> <span class="lse ws18c">ich wp<span class="_ _0"/>ływ na<span class="_ _1"/> </span></span></span></span></span></span></div><div class="t m0 x5 h5 y3e5 ff1 fs2 fc0 sc1 lsb ws37">dostępn<span class="_ _0"/>ość kredy<span class="_ _0"/>tów hip<span class="_ _0"/>otecz<span class="_ _0"/>nych dla K<span class="_ _0"/>lientów G<span class="_ _0"/>rupy oraz<span class="_ _0"/> poziom k<span class="_ _0"/>osztów<span class="_ _0"/> finansow<span class="_ _0"/>ych </div><div class="t m0 x5 h5 y3e6 ff1 fs2 fc0 sc1 ls15 wsb5">Grupy;<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y3e7 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsd ws23">Ewentualn<span class="_ _0"/>e wejści<span class="_ _0"/>e w życie ustaw<span class="_ _0"/>y będącej <span class="lsb ws22">p<span class="_ _0"/>odstawą reali<span class="_ _0"/>zacji<span class="_ _0"/> rządoweg<span class="_ _0"/>o programu<span class="_ _0"/> </span></span></span></div><div class="t m0 x5 h5 y3e8 ff1 fs2 fc0 sc1 ls1 ws1">„<span class="lsd ws10">Mieszkani<span class="_ _0"/>e na star</span>t” <span class="lsb ws11">or<span class="_ _0"/>az ostatec<span class="_ _0"/>zny kszt<span class="_ _0"/>ałt progr<span class="_ _0"/>amu;<span class="_ _0"/></span> </div><div class="t m0 x30 h5 y3e9 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsb ws14">Wywołan<span class="_ _0"/>a przez<span class="_ _0"/> Rosję woj<span class="_ _0"/>na w<span class="ls1 ws1"> <span class="lsc ws4f">Ukrainie i</span> <span class="lsd ws4e">jej wpływ m.i<span class="_ _0"/>n. na nastroj<span class="_ _0"/>e konsum<span class="_ _0"/>encki<span class="_ _0"/>e w</span> <span class="lsd ws12">Polsc<span class="_ _0"/>e, </span></span></span></span></div><div class="t m0 x5 h5 y3ea ff1 fs2 fc0 sc1 lsd wsbd">postrzeg<span class="_ _0"/>anie regio<span class="_ _0"/>nu przez<span class="_ _0"/> inwestor<span class="_ _0"/>ów zagranic<span class="_ _0"/>znych<span class="_ _0"/>, sytuację na p<span class="_ _0"/>olskim rynku<span class="_ _0"/> pracy, cen<span class="_ _0"/>y </div><div class="t m0 x5 h5 y3eb ff1 fs2 fc0 sc1 lsd ws18d">surowców<span class="_ _0"/> energetycz<span class="_ _0"/>nych (i w<span class="ls1 ws1"> <span class="lsc ws18e">konsekwencji m<span class="_ _1"/>.in<span class="_ _1"/>. paliw<span class="_ _1"/> i<span class="ls1 ws1"> <span class="lsd ws18d">energii<span class="_ _0"/> elektryczn<span class="lsb ws18f">ej<span class="_ _0"/>) oraz </span></span></span></span></span></div><div class="t m0 x5 h5 y3ec ff1 fs2 fc0 sc1 lsd ws10">dostępn<span class="_ _0"/>ość i<span class="ls1 ws1"> <span class="lsb ws11">ceny mat<span class="_ _0"/>eriał<span class="_ _0"/>ów budow<span class="_ _0"/>lanych; </span> </span></div><div class="t m0 x30 h5 y3ed ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc ws190">Wynik zr<span class="_ _1"/>ealizowa<span class="_ _1"/>ny na<span class="_ _1"/> ewent<span class="_ _1"/>ualne<span class="_ _1"/>j sprze<span class="_ _1"/>daży kolejn<span class="_ _1"/>ych <span class="_ _1"/><span class="lsb ws108">projekt<span class="_ _0"/>ów magazynow<span class="_ _0"/>ych, </span></span></span></div><div class="t m0 x5 h5 y3ee ff1 fs2 fc0 sc1 lsd ws10">realizow<span class="_ _0"/>anych przez<span class="_ _0"/> spółki<span class="_ _0"/> celowe;<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y3ef ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc ws187">Wyniki s<span class="_ _1"/>półek ce<span class="_ _1"/>lowych<span class="_ _1"/> realizu<span class="_ _1"/>jących<span class="_ _1"/> projekt<span class="_ _1"/>y ma<span class="_ _1"/>gazynowe<span class="_ _1"/>, skory<span class="_ _1"/>gowane o<span class="_ _1"/><span class="ls1 ws1"> <span class="lsd ws12">wycenę </span></span></span></span></div><div class="t m0 x5 h5 y3f0 ff1 fs2 fc0 sc1 lsd ws10">nierucho<span class="_ _0"/>mości i<span class="_ _0"/>nwestycyjn<span class="_ _0"/>ych do wartośc<span class="_ _0"/>i godzi<span class="_ _0"/>wej;<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y3f1 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc ws191">Wyniki s<span class="_ _1"/>półek ce<span class="_ _1"/>lowych<span class="_ _1"/>, któr<span class="_ _1"/>e podm<span class="_ _1"/>ioty z<span class="ls1 ws1"> <span class="lsb ws153">Grupy Kapitał<span class="_ _0"/>owej mog<span class="_ _0"/>ą rozpoz<span class="_ _0"/>nać </span></span></span></span></div><div class="t m0 x5 h5 y3f2 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsc wse">perspekt<span class="_ _1"/>ywie na<span class="_ _1"/>jbliższyc<span class="_ _1"/>h 12 mie<span class="_ _1"/>sięcy<span class="_ _1"/> dla re<span class="_ _1"/>alizacji <span class="_ _1"/>kolejn<span class="_ _1"/>ych pro<span class="_ _1"/>jektó<span class="_ _1"/>w magazyno<span class="_ _1"/>wych;<span class="ls1 ws1"> </span></span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf1b" style="content-visibility: auto;"><div class="pc pc1b w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">27<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x30 h5 y6 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc wse">Różnice<span class="_ _1"/> kurso<span class="_ _1"/>we związa<span class="_ _1"/>ne ze zmie<span class="_ _1"/>nnoś<span class="_ _1"/>cią na r<span class="_ _1"/>ynku wa<span class="_ _1"/>luto<span class="_ _1"/>wym;<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x30 h5 y7 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsb ws11">Rozwój<span class="_ _0"/> działal<span class="_ _0"/>ności w ob<span class="_ _0"/>szarze wynaj<span class="_ _0"/>mu lokali<span class="_ _0"/> pod marką Roy<span class="_ _0"/>al Tul<span class="_ _0"/>ip Warsaw<span class="_ _0"/> Apartments<span class="_ _0"/><span class="ls1 ws1">. </span></span></span></div><div class="t m0 x2 h4 y3f3 ff2 fs1 fc7 sc1 ls8d ws136">Perspektywy średnio i<span class="ls1 ws1"> <span class="ls9b ws192">długoterminowe<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y3f4 ff1 fs2 fc0 sc1 lsb ws13c">Kluc<span class="_ _0"/>zowy wp<span class="_ _0"/>ływ na rozw<span class="_ _0"/>ój i<span class="ls1 ws1"> </span>wzrost<span class="_ _0"/> wartości<span class="_ _0"/> Spółki<span class="_ _0"/> i<span class="ls1 ws1"> <span class="lsc ws13d">jej Grupy<span class="_ _1"/> Kapita<span class="_ _1"/>łowej dla<span class="_ _1"/> Akcjon<span class="_ _1"/>arius<span class="_ _1"/>zy <span class="_ _42"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y3f5 ff1 fs2 fc0 sc1 lsc wse4">w długim o<span class="_ _1"/>kres<span class="_ _1"/>ie będzie<span class="_ _1"/> mieć efe<span class="_ _1"/>ktywna<span class="_ _1"/> realizacja<span class="_ _1"/> str<span class="_ _1"/>ategii ro<span class="_ _1"/>zwoju Spó<span class="_ _1"/>łki i<span class="ls1 ws1"> <span class="lsd wsa6">jej Grupy Kap<span class="_ _0"/>itałowej, </span></span></div><div class="t m0 x2 h5 y3f6 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="ls11 ws15">tym przed<span class="_ _0"/>e wszystkim:</span> </div><div class="t m0 x30 h5 y3f7 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsb ws17">Rozwój<span class="_ _0"/> działal<span class="_ _0"/>ności Gru<span class="_ _0"/>py Kapi<span class="_ _0"/>tałowej w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsd ws16">segmenc<span class="_ _0"/>ie dewelop<span class="_ _0"/>erskim i</span> <span class="lse ws193">w<span class="_ _0"/>pływ czynnik<span class="_ _0"/>ów </span></span></span></span></div><div class="t m0 x5 h5 y3f8 ff1 fs2 fc0 sc1 lsb ws32">zewnęt<span class="_ _0"/>rznych (og<span class="_ _0"/>ólna sy<span class="_ _0"/>tuacj<span class="_ _0"/>a gospod<span class="_ _0"/>arcza, syt<span class="_ _0"/>uacj<span class="_ _0"/>a na global<span class="_ _0"/>nych i<span class="ls1 ws1"> <span class="_ _0"/><span class="lsc ws16f">loka<span class="_ _1"/>lnych r<span class="_ _1"/>ynkach </span></span></div><div class="t m0 x5 h5 y3f9 ff1 fs2 fc0 sc1 lsb ws114">surowców<span class="_ _0"/> wpływ<span class="_ _0"/>ająca na kosz<span class="_ _0"/>ty wykonaw<span class="_ _0"/>stwa, p<span class="_ _0"/>olityka b<span class="_ _0"/>anków w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsd ws9c">zakresie kred<span class="_ _0"/>ytowania<span class="_ _0"/> </span></span></div><div class="t m0 x5 h5 y3fa ff1 fs2 fc0 sc1 lsc wsf">zakup<span class="ws194">ów m<span class="_ _1"/>ieszka<span class="_ _1"/>ń ora<span class="_ _1"/>z realizac<span class="_ _1"/>ji projekt<span class="_ _1"/>ów dewe<span class="_ _1"/>loper<span class="_ _1"/>skich, po<span class="_ _1"/>lityka<span class="_ _1"/> monetarna,<span class="_ _1"/> w<span class="ls1 ws1"> <span class="ls11 ws1d">tym </span></span></span></div><div class="t m0 x5 h5 y3fb ff1 fs2 fc0 sc1 lsc ws195">decyzje<span class="_ _1"/> Rady P<span class="_ _1"/>olityki <span class="_ _1"/>Pien<span class="_ _1"/>iężnej w<span class="ls1 ws1"> <span class="lsd ws196">zakresie pozi<span class="_ _0"/>omu stóp procent<span class="_ _0"/>owych, nastr<span class="_ _0"/>oje </span></span></div><div class="t m0 x5 h5 y3fc ff1 fs2 fc0 sc1 lsd ws10">konsumen<span class="_ _0"/>ckie) na real<span class="_ _0"/>izację c<span class="_ _0"/>elów strateg<span class="_ _0"/>icznych<span class="_ _0"/>; <span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y3fd ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsb ws43">Zgodna z<span class="_ _0"/><span class="ls1 ws1"> <span class="lsd wsa2">harmonogram<span class="_ _0"/>em reali<span class="_ _0"/>zacja inw<span class="_ _0"/>estycji dewelopersk<span class="_ _0"/>ich na posi<span class="_ _0"/>adanym bank<span class="_ _0"/>u ziemi, </span></span></span></span></div><div class="t m0 x5 h5 y3fe ff1 fs2 fc0 sc1 lsb ws11">pozw<span class="_ _0"/>alająca na uz<span class="_ _0"/>yskanie <span class="_ _0"/>zakładanej<span class="_ _0"/> rentown<span class="_ _0"/>ości k<span class="_ _0"/>apitału;<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y3ff ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc ws127">Zakup n<span class="_ _1"/>owych dz<span class="_ _1"/>iałe<span class="_ _1"/>k pod kole<span class="_ _1"/>jne in<span class="_ _1"/>west<span class="_ _1"/>ycje w<span class="ls1 ws1"> </span>cel<span class="_ _1"/>u utr<span class="_ _1"/>zyman<span class="_ _1"/>ia banku zie<span class="_ _1"/>mi n<span class="_ _1"/>a pozio<span class="_ _1"/>mie </span></span></div><div class="t m0 x5 h5 y400 ff1 fs2 fc0 sc1 lsc wsad">adekwa<span class="_ _1"/>tnym<span class="_ _1"/> do skali dział<span class="_ _1"/>alnoś<span class="_ _1"/>ci oraz s<span class="_ _1"/>atysfakc<span class="_ _1"/>jonujące<span class="_ _1"/>go Akcjon<span class="_ _1"/>ariuszy<span class="_ _1"/> zwrotu <span class="ls1 ws1">z <span class="lsb wsd">kapitału,<span class="_ _0"/> </span></span></div><div class="t m0 x5 h5 y401 ff1 fs2 fc0 sc1 ls1 ws1">a <span class="lsc wse">także s<span class="_ _1"/>prawn<span class="_ _1"/>e przygo<span class="_ _1"/>towywanie g<span class="_ _1"/>runt<span class="_ _1"/>ów do re<span class="_ _1"/>alizacji in<span class="_ _1"/>westy<span class="_ _1"/>cji;<span class="ls1 ws1"> </span></span></div><div class="t m0 x30 h5 y402 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsb ws22">Rozwój<span class="_ _0"/> działal<span class="_ _0"/>ności Gru<span class="_ _0"/>py Kapi<span class="_ _0"/>tałowej<span class="_ _0"/> w<span class="ls1 ws1"> <span class="lsd ws23">segmenc<span class="_ _0"/>ie magaz<span class="_ _0"/>ynowym, w</span> <span class="_ _0"/><span class="ls11 ws197">tym utrzymani<span class="_ _0"/>e </span></span></span></span></div><div class="t m0 x5 h5 y403 ff1 fs2 fc0 sc1 lsb ws11">optymal<span class="_ _0"/>nej z<span class="ls1 ws1"> <span class="lsd ws10">p<span class="_ _0"/>erspektywy z<span class="_ _0"/>wrotu na kapi<span class="_ _0"/>tale i</span> <span class="lsc wse">ryzyka bizn<span class="_ _1"/>eso<span class="_ _1"/>wego, s<span class="_ _1"/>kali dział<span class="_ _1"/>alnoś<span class="_ _1"/>ci;<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x30 h5 y404 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc wse">Optyma<span class="_ _1"/>lizacja m<span class="_ _1"/>odelu<span class="_ _1"/> prowadzen<span class="_ _1"/>ia inwes<span class="_ _1"/>tycji w<span class="ls1 ws1"> <span class="_ _1"/><span class="lsc wse">celu zwięks<span class="_ _1"/>zenia i<span class="_ _1"/>ch eko<span class="_ _1"/>nom<span class="_ _1"/>iki; <span class="ls1 ws1"> </span></span></span></span></span></div><div class="t m0 x30 h5 y405 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc ws17b">Kons<span class="_ _1"/>ekwentna<span class="_ _1"/> realizacja<span class="_ _1"/> założeń<span class="_ _1"/> inwesty<span class="_ _1"/>cyjnych<span class="_ _1"/> dla projekt<span class="_ _1"/>ów ma<span class="_ _1"/>gazynowych,<span class="_ _1"/> w<span class="ls1 ws1"> <span class="ls11 ws1d">tym </span></span></span></span></div><div class="t m0 x5 h5 y406 ff1 fs2 fc0 sc1 lsc wsbe">finalizacja<span class="_ _1"/> inwe<span class="_ _1"/>stycji p<span class="_ _1"/>oprz<span class="_ _1"/>ez ich<span class="_ _1"/> sprzed<span class="_ _1"/>aż w<span class="ls1 ws1"> <span class="lsd wsbd">perspektywi<span class="_ _0"/>e ok. 36 miesięcy od zaangaż<span class="_ _0"/>owania </span></span></div><div class="t m0 x5 h5 y407 ff1 fs2 fc0 sc1 lsb ws11">kapi<span class="_ _0"/>tału w<span class="ls1 ws1"> <span class="lsd ws12">proj<span class="_ _0"/>ekt;</span> </span></div><div class="t m0 x30 h5 y408 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsd ws10">Dalsze ef<span class="_ _0"/>ektywne w<span class="_ _0"/>ykorzystani<span class="_ _0"/>e finans<span class="_ _0"/>owania zew<span class="_ _0"/>nętrznego (<span class="_ _0"/>bankowego i<span class="_ _0"/><span class="ls1 ws1"> <span class="lsb wsd">oblig<span class="_ _0"/>acyjnego)<span class="_ _0"/>; </span> </span></span></span></div><div class="t m0 x30 h5 y409 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc wsbe">Dalsze wzm<span class="_ _1"/>acnia<span class="_ _1"/>nie już d<span class="_ _1"/>ziś wy<span class="_ _1"/>sokie<span class="_ _1"/>j rozpo<span class="_ _1"/>znawaln<span class="_ _1"/>ości i<span class="ls1 ws1"> <span class="lsd wsbd">renomy Grupy Kapi<span class="_ _0"/>tałowej<span class="_ _0"/> na rynku </span></span></span></span></div><div class="t m0 x5 h5 y2a ff1 fs2 fc0 sc1 lsc wse">ora<span class="_ _1"/>z pozyty<span class="_ _1"/>wnych re<span class="_ _1"/>lacji z<span class="ls1 ws1"> </span>jej kl<span class="_ _1"/>ient<span class="_ _1"/>ami i<span class="ls1 ws1"> <span class="lsb wsd">kontrahent<span class="_ _0"/>ami;</span> </span></div><div class="t m0 x30 h5 y40a ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsb wsa3">Wywołan<span class="_ _0"/>a przez<span class="_ _0"/> Rosję wojna w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsc ws14a">Ukrainie<span class="_ _1"/>, sa<span class="_ _1"/>nkcje or<span class="_ _1"/>az ich ko<span class="_ _1"/>nsekwe<span class="_ _1"/>ncje dla<span class="_ _1"/> gospo<span class="_ _1"/>darki </span></span></span></span></div><div class="t m0 x5 h5 y40b ff1 fs2 fc0 sc1 lsd ws10">polski<span class="_ _0"/>ej, regionu i<span class="_ _0"/><span class="ls1 ws1"> <span class="lsb ws11">gospoda<span class="_ _0"/>rki św<span class="_ _0"/>iatowej</span>. </span></div><div class="t m0 x2 hb y40c ff2 fs7 fc5 sc1 ls9 wsb">13.<span class="ff3 ls1 ws1"> <span class="_ _ac"> </span></span><span class="lsa ws54">Kluczow<span class="_ _0"/>e czynniki<span class="_ _0"/> ryzyka<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y40d ff1 fs2 fc0 sc1 lsc ws118">Zarzą<span class="_ _1"/>dzanie ry<span class="_ _1"/>zykiem w r<span class="_ _1"/>ama<span class="_ _1"/>ch prowa<span class="_ _1"/>dzonych dział<span class="_ _1"/>ań opa<span class="_ _1"/>rte je<span class="_ _1"/>st na iden<span class="_ _1"/>tyfikacji,<span class="_ _1"/> ocen<span class="_ _1"/>ie, </div><div class="t m0 x2 h5 y40e ff1 fs2 fc0 sc1 lsc wse4">zarzą<span class="_ _1"/>dzaniu i m<span class="_ _1"/>onito<span class="_ _1"/>rowaniu<span class="_ _1"/> wpływu<span class="_ _1"/> ryzyka<span class="_ _1"/> na r<span class="_ _1"/>ealizac<span class="_ _1"/>ję celów S<span class="_ _1"/>pół<span class="_ _1"/>ki oraz G<span class="_ _1"/>rup<span class="_ _1"/>y. Za za<span class="_ _1"/>rządza<span class="_ _1"/>nie </div><div class="t m0 x2 h5 y40f ff1 fs2 fc0 sc1 lsb ws11">ryzyki<span class="_ _0"/>em odpowi<span class="_ _0"/>ada Zarzą<span class="_ _0"/>d, we wsp<span class="_ _0"/>ółpracy z R<span class="_ _0"/>adą Nadzorcz<span class="_ _0"/>ą oraz Komit<span class="_ _0"/>ete<span class="ls11 ws15">m Audytu. <span class="_ _0"/><span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h6a y410 ff2 fs2 fc7 sc1 lsd ws10">Ryzyko zw<span class="_ _0"/>iązane z real<span class="_ _0"/>izacją p<span class="_ _0"/>rojektów d<span class="_ _0"/>eweloperskic<span class="_ _0"/>h <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y411 ff1 fs2 fc0 sc1 lsb ws114">Projekt<span class="_ _0"/>y dewelop<span class="_ _0"/>erskie wymag<span class="_ _0"/>ają pono<span class="_ _0"/>szenia znac<span class="_ _0"/>znych nak<span class="_ _0"/>ładów finan<span class="_ _0"/>sowych<span class="_ _0"/>, zarówno w faz<span class="_ _0"/>ie </div><div class="t m0 x2 h5 y412 ff1 fs2 fc0 sc1 lsb ws43">przyg<span class="_ _0"/>otowani<span class="_ _0"/>a, jak i w fazie b<span class="_ _0"/>udowy, nato<span class="_ _0"/>miast doda<span class="_ _0"/>tnie prz<span class="_ _0"/>epływy f<span class="_ _0"/>inansowe p<span class="_ _0"/>ojawiaj<span class="_ _0"/>ą się dopie<span class="_ _0"/>ro </div><div class="t m0 x2 h5 y413 ff1 fs2 fc0 sc1 lsc ws3c">po upły<span class="_ _1"/>wie kil<span class="_ _1"/>kuna<span class="_ _1"/>stu m<span class="_ _1"/>iesięcy o<span class="_ _1"/>d rozpo<span class="_ _1"/>częcia<span class="_ _1"/> robó<span class="_ _1"/>t budo<span class="_ _1"/>wlanych<span class="_ _1"/>. Z uwa<span class="_ _1"/>gi na<span class="_ _1"/> dł<span class="_ _1"/>ugi cza<span class="_ _1"/>s re<span class="_ _1"/>alizacji<span class="_ _1"/> </div><div class="t m0 x2 h5 y414 ff1 fs2 fc0 sc1 lsc ws33">inwest<span class="_ _1"/>ycji i znaczn<span class="_ _1"/>e zaa<span class="_ _1"/>ngażowan<span class="_ _1"/>ie kapita<span class="_ _1"/>łowe pro<span class="_ _1"/>jekty te<span class="_ _1"/> obarczone<span class="_ _1"/> są wielom<span class="_ _1"/>a istot<span class="_ _1"/>nymi ry<span class="_ _1"/>zykami. </div><div class="t m0 x2 h5 y415 ff1 fs2 fc0 sc1 lsc wse4">Do ryzy<span class="_ _1"/>k zalic<span class="_ _1"/>zyć m<span class="_ _1"/>ożna za<span class="_ _1"/>równo<span class="_ _1"/> czynn<span class="_ _1"/>iki atmo<span class="_ _1"/>sferyczne (n<span class="_ _1"/>p. pr<span class="_ _1"/>zedłuża<span class="_ _1"/>jąca s<span class="_ _1"/>ię zima<span class="_ _1"/>) jak r<span class="_ _1"/>ównie<span class="_ _1"/>ż </div><div class="t m0 x2 h5 y416 ff1 fs2 fc0 sc1 lsd wsa6">m.in.: nieu<span class="_ _0"/>zyskani<span class="_ _0"/>e pozwoleń z<span class="lsb wsb2">aw<span class="_ _0"/>ierającyc<span class="_ _0"/>h warunki<span class="_ _0"/>, zgodne z plan<span class="_ _0"/>ami Grupy Kapitałow<span class="_ _0"/>ej Marvip<span class="_ _0"/>ol </span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf1c" style="content-visibility: auto;"><div class="pc pc1c w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">28<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 lsc ws4f">Develo<span class="_ _1"/>pment S.<span class="_ _1"/>A., opó<span class="_ _1"/>źnienia w za<span class="_ _1"/>kończe<span class="_ _1"/>niu budo<span class="_ _1"/>wy,<span class="_ _1"/> wzrost<span class="_ _1"/> kosztó<span class="_ _1"/>w powyże<span class="_ _1"/>j poziom<span class="_ _1"/>u zało<span class="_ _1"/>żonego </div><div class="t m0 x2 h5 y34 ff1 fs2 fc0 sc1 lsc ws9f">w budże<span class="_ _1"/>cie in<span class="_ _1"/>westy<span class="_ _1"/>cji, spo<span class="_ _1"/>wodowan<span class="_ _1"/>y nieko<span class="_ _1"/>rzystnymi wa<span class="_ _1"/>runka<span class="_ _1"/>mi pogo<span class="_ _1"/>dowymi,<span class="_ _1"/> niewyp<span class="_ _1"/>łacaln<span class="_ _1"/>ością<span class="_ _1"/> </div><div class="t m0 x2 h5 y1ae ff1 fs2 fc0 sc1 lsd ws1e">wykonaw<span class="_ _0"/>ców, niedob<span class="_ _0"/>orem mat<span class="_ _0"/>eriałów l<span class="_ _0"/>ub sprzę<span class="_ _0"/>tu budowl<span class="_ _0"/>anego, trud<span class="_ _0"/>ności tec<span class="_ _0"/>hniczne, b<span class="_ _0"/>rak </div><div class="t m0 x2 h5 y1af ff1 fs2 fc0 sc1 lsc wsbe">możliwoś<span class="_ _1"/>ci uzys<span class="_ _1"/>kania po<span class="_ _1"/>zwoleń<span class="_ _1"/> umożliwia<span class="_ _1"/>jących o<span class="_ _1"/>dda<span class="_ _1"/>nie budy<span class="_ _1"/>nku lub<span class="_ _1"/> budyn<span class="_ _1"/>ków do<span class="_ _1"/> użytko<span class="_ _1"/>wania lu<span class="_ _1"/>b </div><div class="t m0 x2 h5 y417 ff1 fs2 fc0 sc1 lsc ws35">innych<span class="_ _1"/> wymaga<span class="_ _1"/>nych p<span class="_ _1"/>ozwoleń<span class="_ _1"/> czy też zm<span class="_ _1"/>iany<span class="_ _1"/> w pr<span class="_ _1"/>zepisa<span class="_ _1"/>ch regu<span class="_ _1"/>lujący<span class="_ _1"/>ch wykor<span class="_ _1"/>zystan<span class="_ _1"/>ie gruntó<span class="_ _1"/>w. </div><div class="t m0 x2 h5 y418 ff1 fs2 fc0 sc1 lsc ws46">Ryzyko<span class="_ _1"/> może<span class="_ _1"/> zrealizo<span class="_ _1"/>wać się<span class="_ _1"/> równie<span class="_ _1"/>ż w<span class="_ _1"/> przypad<span class="_ _1"/>ku wys<span class="_ _1"/>tąpie<span class="_ _1"/>nia czyn<span class="_ _1"/>nika l<span class="_ _1"/>udzkiego,<span class="_ _1"/> np. bł<span class="_ _1"/>ędy </div><div class="t m0 x2 h5 y419 ff1 fs2 fc0 sc1 lsd ws10">projektow<span class="_ _0"/>e czy błęd<span class="_ _0"/>y w procedurac<span class="_ _0"/>h.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y41a ff1 fs2 fc0 sc1 lsc ws127">Wyst<span class="_ _1"/>ąpienie kt<span class="_ _1"/>órego<span class="_ _1"/>kolwiek z po<span class="_ _1"/>wyższyc<span class="_ _1"/>h zda<span class="_ _1"/>rzeń m<span class="_ _1"/>oże sp<span class="_ _1"/>owodowa<span class="_ _1"/>ć opóźnie<span class="_ _1"/>nia w za<span class="_ _1"/>kończe<span class="_ _1"/>niu<span class="_ _1"/> </div><div class="t m0 x2 h5 y41b ff1 fs2 fc0 sc1 lsc ws75">proje<span class="_ _1"/>ktu dewe<span class="_ _1"/>loperskie<span class="_ _1"/>go, nieodpo<span class="_ _1"/>wiednią<span class="_ _1"/> jakość<span class="_ _1"/> zrealizowany<span class="_ _1"/>ch pra<span class="_ _1"/>c budowlanyc<span class="_ _1"/>h, wzro<span class="_ _1"/>st kosztów<span class="_ _1"/> </div><div class="t m0 x2 h5 y41c ff1 fs2 fc0 sc1 lsd ws10">lub utratę p<span class="_ _0"/>rzychodów z<span class="_ _0"/> takiego proj<span class="_ _0"/>ektu, a w efekc<span class="_ _0"/>ie nie osiągnięci<span class="_ _0"/>e przez nieruc<span class="_ _0"/>homość zak<span class="_ _0"/>ładanej </div><div class="t m0 x2 h5 y41d ff1 fs2 fc0 sc1 lsc wsbf">w planie wa<span class="_ _1"/>rto<span class="_ _1"/>ści. W s<span class="_ _1"/>krajnych p<span class="_ _1"/>rzypadka<span class="_ _1"/>ch oba<span class="_ _1"/> czynniki r<span class="_ _1"/>yzyka<span class="_ _1"/> mogą<span class="_ _1"/> dopro<span class="_ _1"/>wadzić do nie<span class="_ _1"/>ukoń<span class="_ _1"/>czenia </div><div class="t m0 x2 h5 y41e ff1 fs2 fc0 sc1 lsd ws7c">inwestyc<span class="_ _0"/>ji. Ryzyk<span class="_ _0"/>o to jest ogranic<span class="_ _0"/>zone pop<span class="_ _0"/>rzez wprow<span class="_ _0"/>adzone syste<span class="_ _0"/>my kontro<span class="_ _0"/>li prz<span class="_ _0"/>ebiegu procesu </div><div class="t m0 x2 h5 y41f ff1 fs2 fc0 sc1 lsb ws181">budow<span class="_ _0"/>lanego zarów<span class="_ _0"/>no ze stron<span class="_ _0"/>y Grupy Kap<span class="_ _0"/>itałow<span class="_ _0"/>ej Marvipol<span class="_ _0"/> Develop<span class="_ _0"/>ment SA, j<span class="_ _0"/>ak i ze strony </div><div class="t m0 x2 h5 y420 ff1 fs2 fc0 sc1 lsb wsd">wykonaw<span class="_ _0"/>ców.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h6a y421 ff2 fs2 fc7 sc1 ls1 ws2c">Ryzyko kredytowe, kursowe i stóp procentowych<span class="_ _1"/><span class="ws1"> </span></div><div class="t m0 x2 h5 y422 ff1 fs2 fc0 sc1 lsc wsf">Ekspozy<span class="_ _1"/>cj<span class="ls1 ws1">e <span class="_ _a"> </span><span class="lsb ws22">na ryzy<span class="_ _0"/>ko kredytow<span class="_ _0"/>e oraz ryz<span class="_ _0"/>yko stopy p<span class="_ _0"/>rocentowej<span class="_ _0"/> są związane z<span class="_ _0"/> podstawow<span class="_ _0"/>ą </span></span></div><div class="t m0 x2 h5 y423 ff1 fs2 fc0 sc1 lsb ws37">dzi<span class="_ _0"/>ałalnością G<span class="_ _0"/>rupy Kapi<span class="_ _0"/>tałowej<span class="_ _0"/>. Ponadto, w<span class="_ _0"/> segmen<span class="_ _0"/>cie magaz<span class="_ _0"/>ynowym wys<span class="_ _0"/>tępuj<span class="_ _0"/>e ryzyko k<span class="_ _0"/>ursowe </div><div class="t m0 x2 h5 y424 ff1 fs2 fc0 sc1 lsc ws198">związane<span class="_ _1"/> z pozys<span class="_ _1"/>kaniem<span class="_ _1"/> finanso<span class="_ _1"/>wania w walu<span class="_ _1"/>cie obce<span class="_ _1"/>j (eur<span class="_ _1"/>o) ora<span class="_ _1"/>z udziela<span class="_ _1"/>nia poży<span class="_ _1"/>czek w wa<span class="_ _1"/>l<span class="ls14 ws20">uc<span class="_ _0"/>ie </span></div><div class="t m0 x2 h5 y425 ff1 fs2 fc0 sc1 lsb ws28">obcej (<span class="_ _0"/>euro) spół<span class="_ _0"/>kom prow<span class="_ _0"/>adzącym p<span class="_ _0"/>rojekty mag<span class="_ _0"/>azynow<span class="_ _0"/>e. Ryzyko k<span class="_ _0"/>ursowe z<span class="_ _0"/>wiązan<span class="_ _0"/>e z obsługą </div><div class="t m0 x2 h5 y426 ff1 fs2 fc0 sc1 lsb ws14">kredytow<span class="_ _0"/>ą jest niw<span class="_ _0"/>elowane<span class="_ _0"/> poprzez wal<span class="_ _0"/>utową wyc<span class="_ _0"/>enę realiz<span class="_ _0"/>owanych proj<span class="_ _0"/>ektów magazy<span class="_ _0"/>nowych<span class="_ _0"/> oraz </div><div class="t m0 x2 h5 y427 ff1 fs2 fc0 sc1 lsc wsbf">poprze<span class="_ _1"/>z naliczan<span class="_ _1"/>ie i ro<span class="_ _1"/>zlicz<span class="_ _1"/>anie czy<span class="_ _1"/>nszów o<span class="_ _1"/>d naje<span class="_ _1"/>mców w walu<span class="_ _1"/>c<span class="lsd ws45">ie obcej (euro)<span class="_ _0"/>. <span class="lsb wsaf">W zależ<span class="_ _0"/>ności od oc<span class="_ _0"/>eny </span></span></div><div class="t m0 x2 h5 y428 ff1 fs2 fc0 sc1 ls11 ws1d">ryzyka<span class="ls1 ws1">  d<span class="_ _0"/><span class="lsc ws7f">la za<span class="_ _1"/>bezpiecze<span class="_ _1"/>nia prze<span class="_ _1"/>pływó<span class="_ _1"/>w z tytu<span class="_ _1"/>łu spłaty p<span class="_ _1"/>ożyczek g<span class="_ _1"/>rupa kor<span class="_ _1"/>zysta<span class="_ _1"/> z walutowyc<span class="_ _1"/>h </span></span></div><div class="t m0 x2 h5 y429 ff1 fs2 fc0 sc1 lsd ws16">instrum<span class="_ _0"/>entów poch<span class="_ _0"/>odnych typ<span class="_ _0"/>u forward. Zac<span class="_ _0"/>iągnięte prz<span class="_ _0"/>ez Grupę Kap<span class="_ _0"/>itałową d<span class="_ _0"/>ługotermin<span class="_ _0"/>owe </div><div class="t m0 x2 h5 y42a ff1 fs2 fc0 sc1 lsc wsbb">kredy<span class="_ _1"/>ty ban<span class="_ _1"/>kowe i oblig<span class="_ _1"/>acje o<span class="_ _1"/> zmienn<span class="_ _1"/>ej stopie<span class="_ _1"/> procento<span class="_ _1"/>wej narażo<span class="_ _1"/>ne są na<span class="_ _1"/> ryzyko<span class="_ _1"/> zmiany<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y42b ff1 fs2 fc0 sc1 lsd ws10b">przepływ<span class="_ _0"/>ów pieni<span class="_ _0"/>ężnych w w<span class="_ _0"/>yniku zmian stóp<span class="_ _0"/> procentow<span class="_ _0"/>ych. Grupa Kap<span class="_ _0"/>itałowa w<span class="_ _0"/> większ<span class="_ _0"/>ości </div><div class="t m0 x2 h5 y42c ff1 fs2 fc0 sc1 lsd ws9e">przypad<span class="_ _0"/>ków nie zabez<span class="_ _0"/>piecza się przed<span class="_ _0"/> ryzykiem stopy procen<span class="_ _0"/>towej. Zab<span class="_ _0"/>ezpieczeni<span class="_ _0"/>a ryzyka stóp<span class="_ _0"/> </div><div class="t m0 x2 h5 y42d ff1 fs2 fc0 sc1 lsd ws10">procent<span class="_ _0"/>owych jest prz<span class="_ _0"/>ewidz<span class="_ _0"/>ian<span class="ls11 ws15">e w przypad<span class="_ _0"/>ku kredytów<span class="_ _0"/> inwestycyjnyc<span class="_ _0"/>h, z których G<span class="_ _0"/>rupa Kapitałow<span class="_ _0"/>a </span></div><div class="t m0 x2 h5 y42e ff1 fs2 fc0 sc1 lsb wsc0">może sko<span class="_ _0"/>rzystać<span class="_ _0"/> do refin<span class="_ _0"/>ansowani<span class="_ _0"/>a kredyt<span class="_ _0"/>ów zac<span class="_ _0"/>iągniętyc<span class="_ _0"/>h na bud<span class="_ _0"/>owę projek<span class="_ _0"/>tów mag<span class="_ _0"/>azynowy<span class="_ _0"/>ch. </div><div class="t m0 x2 h5 y42f ff1 fs2 fc0 sc1 lsd ws14b">Same kredy<span class="_ _0"/>ty budowl<span class="_ _0"/>ane nie są zab<span class="_ _0"/>ezpiecz<span class="_ _0"/>one przed ryzy<span class="_ _0"/>kiem zmiany stó<span class="_ _0"/>p procentow<span class="_ _0"/>ych (ze </div><div class="t m0 x2 h5 y430 ff1 fs2 fc0 sc1 ls15 ws199">względu n<span class="_ _1"/>a <span class="lsd wsa6">przyjętą f<span class="_ _0"/>ormułę formalno<span class="ls1 ws1">-<span class="lsc wse4">prawną i dzi<span class="_ _1"/>ałaln<span class="_ _1"/>ość spół<span class="_ _1"/>ek celo<span class="_ _1"/>wych <span class="_ _1"/>realizu<span class="_ _1"/>jących<span class="_ _1"/> proje<span class="_ _1"/>kty </span></span></span></div><div class="t m0 x2 h5 y431 ff1 fs2 fc0 sc1 lsb wsc1">magazyn<span class="_ _0"/>owe ic<span class="_ _0"/>h zobowi<span class="_ _0"/>ązania nie wc<span class="_ _0"/>hodzą i nie są w<span class="_ _0"/>liczane d<span class="_ _0"/>o zobowi<span class="_ _0"/>ązań Grupy K<span class="_ _0"/>apitałowej<span class="_ _0"/>). </div><div class="t m0 x2 h5 y432 ff1 fs2 fc0 sc1 ls11 ws19a">Niekorzys<span class="_ _0"/>tne zmiany stóp<span class="_ _0"/> procentowych l<span class="_ _0"/>ub kursów w<span class="_ _0"/>alut mogą wpłynąć n<span class="_ _0"/>egatywnie<span class="ls1 ws1"> <span class="_ _49"> </span><span class="lsb wsc1">n<span class="_ _0"/>a wartość<span class="_ _0"/> </span></span></div><div class="t m0 x2 h5 y433 ff1 fs2 fc0 sc1 ls1 ws1">i <span class="lsb ws11">wyc<span class="_ _0"/>enę zobowi<span class="_ _0"/>ązań Emiten<span class="_ _0"/>ta.</span> </div><div class="t m0 x2 h6a y434 ff2 fs2 fc7 sc1 lse wse">Ryzyko <span class="lsf ws60">zmniejszenia<span class="_ _1"/> dost<span class="_ _1"/>ępnośc<span class="_ _1"/>i kredyt<span class="_ _1"/>ów mie<span class="_ _1"/>szka<span class="_ _1"/>niowych<span class="_ _1"/><span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y435 ff1 fs2 fc0 sc1 lsc ws19b">Popyt<span class="_ _1"/> na ryn<span class="_ _1"/>ku mieszkan<span class="_ _1"/>iowym je<span class="_ _1"/>st w zna<span class="_ _1"/>cznym<span class="_ _1"/> stopniu u<span class="_ _1"/>zależn<span class="_ _1"/>iony od dost<span class="_ _1"/>ępności kr<span class="_ _1"/>edytó<span class="_ _1"/>w </div><div class="t m0 x2 h5 y436 ff1 fs2 fc0 sc1 lsc ws127">mieszka<span class="_ _1"/>niowy<span class="_ _1"/>ch i zdolno<span class="_ _1"/>ści do<span class="_ _1"/> ich obs<span class="_ _1"/>ługi<span class="ls11 ws19c">, na <span class="_ _1"/>które wp<span class="_ _0"/>ływ ma szereg czynnik<span class="_ _0"/>ów, w tym czynniki </span></div><div class="t m0 x2 h5 y437 ff1 fs2 fc0 sc1 lsc ws19d">makroe<span class="_ _1"/>konomiczn<span class="_ _1"/>e, po<span class="_ _1"/>lityka pien<span class="_ _1"/>iężna N<span class="_ _1"/>aro<span class="_ _1"/>dowego Ba<span class="_ _1"/>nku Pols<span class="_ _1"/>kiego,<span class="_ _1"/> stanowiska<span class="_ _1"/> ora<span class="_ _1"/>z decyzje<span class="_ _1"/> </div><div class="t m0 x2 h5 y438 ff1 fs2 fc0 sc1 lsb wsa3">Urzędu<span class="_ _0"/> Komisji<span class="_ _0"/> Nadzoru Finans<span class="_ _0"/>owego oraz p<span class="_ _0"/>olityka sek<span class="_ _0"/>tora bank<span class="_ _0"/>owego. Zmi<span class="_ _0"/>any w dostęp<span class="_ _0"/>ności </div><div class="t m0 x2 h5 y439 ff1 fs2 fc0 sc1 lse ws19e">finansowania hip<span class="_ _0"/>otecznego<span class="ls1 ws1"> <span class="_ _46"> </span><span class="lsb ws13a">mają w<span class="_ _0"/>pływ na p<span class="_ _0"/>opyt na mi<span class="_ _0"/>eszkani<span class="_ _0"/>a ofero<span class="_ _0"/>wane prz<span class="_ _0"/>ez Grupę </span></span></div><div class="t m0 x2 h5 y43a ff1 fs2 fc0 sc1 ls1 ws1">i w <span class="lsc wsf">konsekwe<span class="_ _1"/>ncji <span class="_ _4b"/><span class="ls1 ws1">– <span class="_ _45"/></span><span class="ws14c">na wyn<span class="_ _1"/>iki fin<span class="_ _1"/>anso<span class="_ _1"/>we Spół<span class="_ _1"/>ki i jej Grup<span class="_ _1"/>y Kapita<span class="_ _1"/>łowe<span class="_ _1"/>j<span class="lsb wsc0">. Ryz<span class="_ _0"/>yko to poz<span class="_ _0"/>ostaje i<span class="_ _0"/>stotne, </span></span></span></div><div class="t m0 x2 h5 y43b ff1 fs2 fc0 sc1 lsc ws19f">zaró<span class="_ _1"/>wno pod wzglę<span class="_ _1"/>dem skali p<span class="_ _1"/>oten<span class="_ _1"/>cjalneg<span class="_ _1"/>o oddzia<span class="_ _1"/>ływania ja<span class="_ _1"/>k i ryzy<span class="_ _1"/>ko zaist<span class="_ _1"/>nienia,<span class="_ _1"/> dla dział<span class="_ _1"/>alności<span class="_ _1"/> </div><div class="t m0 x2 h5 y43c ff1 fs2 fc0 sc1 lsc wse">Spółki i <span class="_ _1"/>Grupy<span class="_ _1"/> Kapita<span class="_ _1"/>łowej w ko<span class="_ _1"/>lejnyc<span class="_ _1"/>h lata<span class="_ _1"/>ch.<span class="ls1 ws1">  </span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf1d" style="content-visibility: auto;"><div class="pc pc1d w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">29<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h6a ydc ff2 fs2 fc7 sc1 lse wse">Ryzyko <span class="lsd ws4e">związan<span class="_ _0"/>e ze zmi<span class="_ _0"/>aną kosztó<span class="_ _0"/>w bud<span class="_ _0"/>owy oraz zal<span class="_ _0"/>eżnośc<span class="_ _0"/>ią Grupy K<span class="_ _0"/>apitałowej<span class="_ _0"/> od wyko<span class="_ _0"/>nawców </span></div><div class="t m0 x2 h6a ydd ff2 fs2 fc7 sc1 lsf ws60">robót bu<span class="_ _1"/>dowla<span class="_ _1"/>nych <span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y43d ff1 fs2 fc0 sc1 lsb ws72">Grupa K<span class="_ _0"/>apitałow<span class="_ _0"/>a dla wi<span class="_ _0"/>ększości<span class="_ _0"/> realizow<span class="_ _0"/>anych p<span class="_ _0"/>rojekt<span class="_ _0"/>ów ma zawar<span class="_ _0"/>te umow<span class="_ _0"/>y, w których<span class="_ _0"/> kwoty<span class="_ _0"/> </div><div class="t m0 x2 h5 y43e ff1 fs2 fc0 sc1 lsb wsff">wynagrod<span class="_ _0"/>zenia dl<span class="_ _0"/>a wykonaw<span class="_ _0"/>ców, zl<span class="_ _0"/>eceniobi<span class="_ _0"/>orców są konk<span class="_ _0"/>retnie określ<span class="_ _0"/>one i poz<span class="_ _0"/>walają na c<span class="_ _0"/>ałkowite </div><div class="t m0 x2 h5 y43f ff1 fs2 fc0 sc1 lsc ws16f">zakońc<span class="_ _1"/>zenie r<span class="_ _1"/>ealizowan<span class="_ _1"/>ych inwest<span class="_ _1"/>ycji zgodn<span class="_ _1"/>ie z pr<span class="_ _1"/>zyjęty<span class="_ _1"/>mi prze<span class="_ _1"/>z Grupę<span class="_ _1"/> K<span class="lsb ws32">api<span class="_ _0"/>tałową budż<span class="_ _0"/>etami. </span></div><div class="t m0 x2 h5 y440 ff1 fs2 fc0 sc1 lsc ws75">Ryzyko<span class="_ _1"/> zmian c<span class="_ _1"/>en jes<span class="_ _1"/>t po stro<span class="_ _1"/>nie wyko<span class="_ _1"/>nawców, zle<span class="_ _1"/>ceniobio<span class="_ _1"/>rców i je<span class="_ _1"/>dynie za<span class="_ _1"/> zgodą<span class="_ _1"/> Grupy Ka<span class="_ _1"/>pitałowe<span class="_ _1"/>j </div><div class="t m0 x2 h5 y441 ff1 fs2 fc0 sc1 lsc ws9f">kwota ich<span class="_ _1"/> wyn<span class="_ _1"/>agro<span class="_ _1"/>dzenia mo<span class="_ _1"/>że ulec<span class="_ _1"/> zmian<span class="_ _1"/>ie. Na<span class="_ _1"/>leży m<span class="_ _1"/>ieć na<span class="_ _1"/> uwadze<span class="_ _1"/>, że<span class="_ _1"/> każdy<span class="_ _1"/> znaczn<span class="_ _1"/>y wzro<span class="_ _1"/>st </div><div class="t m0 x2 h5 y442 ff1 fs2 fc0 sc1 lsb wsff">kosztów<span class="_ _0"/> może neg<span class="_ _0"/>atywni<span class="_ _0"/>e wpł<span class="_ _0"/>ynąć na rentow<span class="_ _0"/>ność p<span class="_ _0"/><span class="lsd ws7e">rojektów Gru<span class="_ _0"/>py Kapi<span class="_ _0"/>tałowej, a w<span class="_ _0"/> konsekwenc<span class="_ _0"/>ji </span></div><div class="t m0 x2 h5 y443 ff1 fs2 fc0 sc1 lsd ws10">jej sytuac<span class="_ _0"/>ję finansow<span class="_ _0"/>ą. <span class="ls1 ws1"> </span></div><div class="t m0 x2 h6a y444 ff2 fs2 fc7 sc1 lsd ws18d">Ryzyko zw<span class="_ _0"/>iązane z brakie<span class="_ _0"/>m regulow<span class="_ _0"/>ania zobowi<span class="_ _0"/>ązań General<span class="_ _0"/>nego Wykonaw<span class="_ _0"/>cy na rzecz </div><div class="t m0 x2 h6a y445 ff2 fs2 fc7 sc1 ls15 wsb5">podwykonawców<span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y446 ff1 fs2 fc0 sc1 lsb ws14">Grupa K<span class="_ _0"/>apitałowa z<span class="_ _0"/>leca prac<span class="_ _0"/>e budowal<span class="_ _0"/>ne Generaln<span class="_ _0"/>ym Wykon<span class="_ _0"/>awcom lub<span class="_ _0"/> innym wyk<span class="_ _0"/>onawcom, k<span class="_ _0"/>tórzy </div><div class="t m0 x2 h5 y447 ff1 fs2 fc0 sc1 lsc ws52">do re<span class="_ _1"/>alizacji <span class="_ _1"/>zleceń<span class="_ _1"/> zatru<span class="_ _1"/>dniają p<span class="_ _1"/>odwykon<span class="_ _1"/>awców. W<span class="_ _1"/> p<span class="_ _1"/>rzypadku<span class="_ _1"/> braku<span class="_ _1"/> uregu<span class="_ _1"/>lowania<span class="_ _1"/> nale<span class="_ _1"/>żności pr<span class="_ _1"/>zez </div><div class="t m0 x2 h5 y448 ff1 fs2 fc0 sc1 lsb ws77">General<span class="_ _0"/>nego Wykon<span class="_ _0"/>awcę l<span class="_ _0"/>ub innyc<span class="_ _0"/>h wykonaw<span class="_ _0"/>ców na rzec<span class="_ _0"/>z ich podw<span class="_ _0"/>ykonawc<span class="_ _0"/>ów<span class="ls1 ws1"> <span class="_ _0"/></span>G<span class="_ _0"/>rupa Kapi<span class="_ _0"/>tałowa </div><div class="t m0 x2 h5 y449 ff1 fs2 fc0 sc1 lsb ws30">ponosi od<span class="_ _0"/>powied<span class="_ _0"/>zialność<span class="_ _0"/> solid<span class="_ _0"/>arną za te zobow<span class="_ _0"/>iązani<span class="_ _0"/>a, a w kon<span class="_ _0"/>sekwencj<span class="_ _0"/>i narażo<span class="_ _0"/>na jest na dodat<span class="_ _0"/>kowy </div><div class="t m0 x2 h5 y44a ff1 fs2 fc0 sc1 lsc ws162">wypływ ś<span class="_ _1"/>rodkó<span class="_ _1"/>w pieniężn<span class="_ _1"/>ych. R<span class="_ _1"/>yzyko to<span class="_ _1"/> jest ogr<span class="_ _1"/>anicza<span class="_ _1"/>ne popr<span class="_ _1"/>zez zobowią<span class="_ _1"/>zanie Ge<span class="_ _1"/>neraln<span class="_ _1"/>ych </div><div class="t m0 x2 h5 y44b ff1 fs2 fc0 sc1 lsb ws73">Wykonaw<span class="_ _0"/>ców oraz i<span class="_ _0"/>nnych wyk<span class="_ _0"/>onawców do prz<span class="_ _0"/>edstawiani<span class="_ _0"/>a listy z<span class="_ _0"/>atrudnianyc<span class="_ _0"/>h podw<span class="_ _0"/>ykonawc<span class="_ _0"/>ów </div><div class="t m0 x2 h5 y44c ff1 fs2 fc0 sc1 lsb ws9a">przed<span class="_ _0"/> realizacj<span class="_ _0"/>ą zadania oraz d<span class="_ _0"/>o przedstaw<span class="_ _0"/>iania o<span class="_ _0"/>świadc<span class="_ _0"/>zeń tych pod<span class="_ _0"/>wykonawc<span class="_ _0"/>ów o zapłac<span class="_ _0"/>ie </div><div class="t m0 x2 h5 y44d ff1 fs2 fc0 sc1 lsc wsbb">należn<span class="_ _1"/>ych im kwo<span class="_ _1"/>t prze<span class="_ _1"/>d dokon<span class="_ _1"/>aniem<span class="_ _1"/> zapła<span class="_ _1"/>ty na rzecz Ge<span class="_ _1"/>nera<span class="_ _1"/>lnych<span class="_ _1"/> Wykonawcó<span class="_ _1"/>w i innych<span class="_ _1"/> </div><div class="t m0 x2 h5 y44e ff1 fs2 fc0 sc1 lsb wsd">wykonaw<span class="_ _0"/>ców. <span class="ls1 ws1"> </span></div><div class="t m0 x2 h6a y44f ff2 fs2 fc7 sc1 lsf ws60">Ryzyk<span class="_ _1"/>o związ<span class="_ _1"/>ane z m<span class="_ _1"/>ożliwo<span class="_ _1"/>ścią wy<span class="_ _1"/>stąpien<span class="_ _1"/>ia ist<span class="_ _1"/>otnyc<span class="_ _1"/>h zak<span class="_ _1"/>łóceń pr<span class="_ _1"/>zepływó<span class="_ _1"/>w śr<span class="_ _1"/>odków<span class="ls1 ws1"> pieniężnych <span class="_ _1"/> </span></div><div class="t m0 x2 h5 y450 ff1 fs2 fc0 sc1 lsb ws11">Grupa K<span class="_ _0"/>apitałowa ma z<span class="_ _0"/>awarte umow<span class="_ _0"/>y z wyk<span class="_ _0"/>onawcami i z<span class="_ _0"/>leceniob<span class="_ _0"/>iorcami, a p<span class="_ _0"/>o stronie p<span class="_ _0"/>rzychodow<span class="_ _0"/>ej </div><div class="t m0 x2 h5 y451 ff1 fs2 fc0 sc1 lsb ws1a0">odpow<span class="_ _0"/>iednio umow<span class="_ _0"/>y z nabyw<span class="_ _0"/>cami miesz<span class="_ _0"/>kań. Posi<span class="_ _0"/>ada zapew<span class="_ _0"/>nione f<span class="_ _0"/>inansowa<span class="_ _0"/>nie real<span class="_ _0"/>izacj<span class="_ _0"/>i </div><div class="t m0 x2 h5 y452 ff1 fs2 fc0 sc1 lsc ws9d">prowa<span class="_ _1"/>dzonych<span class="_ _1"/> inwestyc<span class="_ _1"/>ji oraz dzia<span class="_ _1"/>łalnoś<span class="_ _1"/>ci bieżące<span class="_ _1"/>j, dzięki cze<span class="_ _1"/>mu pr<span class="_ _1"/>zepływy<span class="_ _1"/> pieniężne<span class="_ _1"/> na kole<span class="_ _1"/>jne </div><div class="t m0 x2 h5 y453 ff1 fs2 fc0 sc1 lsc wsac">okre<span class="_ _1"/>sy są w zna<span class="_ _1"/>cznej m<span class="_ _1"/>ierze w Gr<span class="_ _1"/>upie Ka<span class="_ _1"/>pitało<span class="_ _1"/>wej z g<span class="_ _1"/>óry o<span class="_ _1"/>kreś<span class="_ _1"/>lone i pozwa<span class="_ _1"/>lają<span class="_ _1"/> zminima<span class="_ _1"/>lizować </div><div class="t m0 x2 h5 y454 ff1 fs2 fc0 sc1 lsc ws52">ryzyko<span class="_ _1"/> isto<span class="_ _1"/>tnych zakł<span class="_ _1"/>óceń<span class="_ _1"/> przepły<span class="_ _1"/>wów śr<span class="_ _1"/>odków pie<span class="_ _1"/>niężn<span class="_ _1"/>ych, n<span class="_ _1"/>iemnie<span class="_ _1"/>j nada<span class="_ _1"/>l możliwa<span class="_ _1"/> jest s<span class="_ _1"/>ytua<span class="_ _1"/>cja, w<span class="_ _1"/> </div><div class="t m0 x2 h5 y455 ff1 fs2 fc0 sc1 lsc wsbe">które<span class="_ _1"/>j zakłó<span class="_ _1"/>cenia<span class="_ _1"/> przepły<span class="_ _1"/>wów śro<span class="_ _1"/>dków p<span class="_ _1"/>ieniężn<span class="_ _1"/>ych<span class="ls1 ws1"> <span class="_ _1"/><span class="lsb ws4d">mogą negatyw<span class="_ _0"/>nie wpł<span class="_ _0"/>ynąć na sytuacj<span class="_ _0"/>ę finansow<span class="_ _0"/>ą </span></span></div><div class="t m0 x2 h5 y456 ff1 fs2 fc0 sc1 ls11 ws1d">Emitenta.<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h6a y457 ff2 fs2 fc7 sc1 lsf ws60">Ryzyk<span class="_ _1"/>o związ<span class="_ _1"/>ane z m<span class="_ _1"/>ożliwo<span class="_ _1"/>ścią utr<span class="_ _1"/>aty pły<span class="_ _1"/>nnośc<span class="_ _1"/>i fina<span class="_ _1"/>nsowe<span class="_ _1"/>j<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y458 ff1 fs2 fc0 sc1 lsd ws109">Celem zarząd<span class="_ _0"/>zania p<span class="_ _0"/>łynnością fi<span class="_ _0"/>nansową jest z<span class="_ _0"/>abezpi<span class="_ _0"/>eczenie Grup<span class="_ _0"/>y Kapitałowej<span class="_ _0"/> przed jej </div><div class="t m0 x2 h5 y459 ff1 fs2 fc0 sc1 lsd wsbd">niewyp<span class="_ _0"/>łacalności<span class="_ _0"/>ą. Cel ten jest realiz<span class="_ _0"/>owany poprzez<span class="_ _0"/> systematyc<span class="_ _0"/>zne dokon<span class="_ _0"/>ywanie projek<span class="_ _0"/>cji zadłuż<span class="_ _0"/>enia </div><div class="t m0 x2 h5 y45a ff1 fs2 fc0 sc1 lsb ws79">w horyzon<span class="_ _0"/>cie do 4 l<span class="_ _0"/>at, a następnie ara<span class="_ _0"/>nżację od<span class="_ _0"/>powied<span class="_ _0"/>nich źródeł f<span class="_ _0"/>inansow<span class="_ _0"/>ania. Ni<span class="_ _0"/>emniej<span class="_ _0"/> mimo </div><div class="t m0 x2 h5 y45b ff1 fs2 fc0 sc1 lsb ws14">zarząd<span class="_ _0"/>zania płyn<span class="_ _0"/>nością f<span class="_ _0"/>inansową G<span class="_ _0"/>rupy Kapi<span class="_ _0"/>tałowej<span class="_ _0"/>, istni<span class="_ _0"/>eje ryzyko, ż<span class="_ _0"/>e Grupa Kap<span class="_ _0"/>itałowa ni<span class="_ _0"/>e będzie<span class="_ _0"/> </div><div class="t m0 x2 h5 y45c ff1 fs2 fc0 sc1 lsb ws78">miała m<span class="_ _0"/>ożliw<span class="_ _0"/>ości np. p<span class="_ _0"/>ozyskania f<span class="_ _0"/>inansow<span class="_ _0"/>ania zew<span class="_ _0"/>nętrzn<span class="_ _0"/>ego na odpow<span class="_ _0"/>iedni<span class="_ _0"/>ch waru<span class="_ _0"/>nkach lub<span class="_ _0"/> w </div><div class="t m0 x2 h5 y45d ff1 fs2 fc0 sc1 lsd ws4a">odpowi<span class="_ _0"/>ednim czasi<span class="_ _0"/>e, co może niekorzyst<span class="_ _0"/>nie w<span class="lsb ws159">pł<span class="_ _0"/>ynąć na zdol<span class="_ _0"/>ność Emitent<span class="_ _0"/>a do obsługi sw<span class="_ _0"/>oich </span></div><div class="t m0 x2 h5 y45e ff1 fs2 fc0 sc1 lsb wsd">zobow<span class="_ _0"/>iązań. <span class="ls1 ws1"> </span></div><div class="t m0 x2 h6a y45f ff2 fs2 fc7 sc1 lsf ws60">Ryzyk<span class="_ _1"/>o związ<span class="_ _1"/>ane z m<span class="_ _1"/>ożliwo<span class="_ _1"/>ścią wz<span class="_ _1"/>rostu k<span class="_ _1"/>osztó<span class="_ _1"/>w op<span class="_ _1"/>eracy<span class="_ _1"/>jnych i in<span class="_ _1"/>nych<span class="_ _1"/> kosztó<span class="_ _1"/>w dzia<span class="_ _1"/>łalno<span class="_ _1"/>ści <span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y460 ff1 fs2 fc0 sc1 lsb ws31">Koszty op<span class="_ _0"/>eracy<span class="_ _0"/>jne i inne<span class="_ _0"/> koszty G<span class="_ _0"/>rupy Kapi<span class="_ _0"/>tałow<span class="_ _0"/>ej mogą wz<span class="_ _0"/>rosnąć p<span class="_ _0"/>rzy równ<span class="_ _0"/>oczesny<span class="_ _0"/>m braku </div><div class="t m0 x2 h5 y461 ff1 fs2 fc0 sc1 lsb ws17">odpow<span class="_ _0"/>iednieg<span class="_ _0"/>o wzrostu prz<span class="_ _0"/>ychodów<span class="_ _0"/>. Do czynni<span class="_ _0"/>ków, k<span class="_ _0"/>tóre mogą pow<span class="_ _0"/>odować w<span class="_ _0"/>zrost kosz<span class="_ _0"/>tów </div><div class="t m0 x2 h5 y462 ff1 fs2 fc0 sc1 lsc ws1a1">oper<span class="_ _1"/>acyjnych<span class="_ _1"/> i innych <span class="_ _1"/>ko<span class="_ _1"/>sztów,<span class="_ _1"/> zaliczyć m<span class="_ _1"/>ożna<span class="_ _1"/>: infla<span class="_ _1"/>cję, wzro<span class="_ _1"/>st po<span class="_ _1"/>datkó<span class="_ _1"/>w i inny<span class="_ _1"/>ch op<span class="_ _1"/><span class="lsb wsd">łat </span></div><div class="t m0 x2 h5 y463 ff1 fs2 fc0 sc1 lsc ws35">publicznop<span class="_ _1"/>rawny<span class="_ _1"/>ch, zmia<span class="_ _1"/>ny w prze<span class="_ _1"/>pisach<span class="_ _1"/> prawa<span class="_ _1"/> lub w <span class="_ _1"/>polityc<span class="_ _1"/>e rządo<span class="_ _1"/>wej, kt<span class="_ _1"/>óre zwięks<span class="_ _1"/>zają ko<span class="_ _1"/>szty </div><div class="t m0 x2 h5 y464 ff1 fs2 fc0 sc1 lsc wsac">utrzy<span class="_ _1"/>mania zgo<span class="_ _1"/>dności z ta<span class="_ _1"/>kimi prze<span class="_ _1"/>pisam<span class="_ _1"/>i lub polity<span class="_ _1"/>ką, wzro<span class="_ _1"/>st kos<span class="_ _1"/>ztów finans<span class="_ _1"/>owania<span class="_ _1"/> działa<span class="_ _1"/>lności </div><div class="t m0 x2 h5 y465 ff1 fs2 fc0 sc1 ls11 ws154">gospodarczej<span class="_ _0"/>. Powyższ<span class="_ _0"/>e czynniki<span class="_ _0"/> mogą mieć istotny neg<span class="_ _0"/>atywny wp<span class="lsb ws79">ływ<span class="_ _0"/> na działal<span class="_ _0"/>ność i sytu<span class="_ _0"/>ację </span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf1e" style="content-visibility: auto;"><div class="pc pc1e w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls69 wsec">30<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 lsb wsc0">finan<span class="_ _0"/>sową Grupy K<span class="_ _0"/>apitało<span class="_ _0"/>wej. Jed<span class="_ _0"/>nym z celów<span class="_ _0"/> strategi<span class="_ _0"/>cznych<span class="_ _0"/> Grupy Kapi<span class="_ _0"/>tałowej<span class="_ _0"/> jest racjon<span class="_ _0"/>alizacj<span class="_ _0"/>a </div><div class="t m0 x2 h5 y34 ff1 fs2 fc0 sc1 lsb ws1a2">kosztów<span class="_ _0"/> prowadz<span class="_ _0"/>onej dzi<span class="_ _0"/>ałalnośc<span class="_ _0"/>i oraz dost<span class="_ _0"/>osowa<span class="_ _0"/>nie tempa re<span class="_ _0"/>alizac<span class="_ _0"/>ji kol<span class="_ _0"/>ejnych projek<span class="_ _0"/>tów do </div><div class="t m0 x2 h5 y1ae ff1 fs2 fc0 sc1 lsc ws19b">bieżące<span class="_ _1"/>j koniun<span class="_ _1"/>ktury<span class="_ _1"/> na rynku nie<span class="_ _1"/>ruchom<span class="_ _1"/>ości, nie<span class="_ _1"/>mniej pode<span class="_ _1"/>jmowa<span class="_ _1"/>ne dz<span class="lsb ws73">iałani<span class="_ _0"/>a mogą okazać<span class="_ _0"/> się </span></div><div class="t m0 x2 h5 y1af ff1 fs2 fc0 sc1 lsd wsa6">niewysta<span class="_ _0"/>rczające l<span class="_ _0"/>ub niesk<span class="_ _0"/>uteczne, c<span class="_ _0"/>o może neg<span class="_ _0"/>atywn<span class="_ _0"/>ie wpłynąć n<span class="_ _0"/>a zdolność<span class="_ _0"/> Emitenta do ob<span class="_ _0"/>sługi </div><div class="t m0 x2 h5 y417 ff1 fs2 fc0 sc1 lsb ws11">swoic<span class="_ _0"/>h zobowi<span class="_ _0"/>ązań.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h6a y466 ff2 fs2 fc7 sc1 lsd ws125">Ryzyko w<span class="_ _0"/>ynikając<span class="_ _0"/>e z koncentrac<span class="_ _0"/>ji działal<span class="_ _0"/>ności Grup<span class="_ _0"/>y Kapitałow<span class="_ _0"/>ej na warszaws<span class="_ _0"/>kim rynku </div><div class="t m0 x2 h6a y467 ff2 fs2 fc7 sc1 lse wse">mieszkani<span class="_ _0"/>owym <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y468 ff1 fs2 fc0 sc1 lsc ws46">Obecnie<span class="_ _1"/> większoś<span class="_ _1"/>ć akty<span class="_ _1"/>wów Grupy<span class="_ _1"/> Kapita<span class="_ _1"/>łowej wy<span class="_ _1"/>korzyst<span class="_ _1"/>ywany<span class="_ _1"/>ch jest do re<span class="_ _1"/>alizacji p<span class="_ _1"/>rojekt<span class="_ _1"/>ów </div><div class="t m0 x2 h5 y469 ff1 fs2 fc0 sc1 lsc ws33">mieszka<span class="_ _1"/>niowy<span class="_ _1"/>ch w Wars<span class="_ _1"/>zawie,<span class="_ _1"/> w efekc<span class="_ _1"/>ie <span class="_ _1"/>w kró<span class="_ _1"/>tkim i<span class="_ _1"/> śr<span class="_ _1"/>ednim h<span class="_ _1"/>ory<span class="_ _1"/>zoncie czas<span class="_ _1"/>owym,<span class="_ _1"/> przych<span class="_ _1"/>ody i <span class="_ _1"/>zyski<span class="_ _1"/> </div><div class="t m0 x2 h5 y46a ff1 fs2 fc0 sc1 lsb wsa3">generow<span class="_ _0"/>ane przez<span class="_ _0"/> Grupę Kap<span class="_ _0"/>itałową będ<span class="_ _0"/>ą uzależn<span class="_ _0"/>ione od sytuacj<span class="_ _0"/>i na sto<span class="lsc ws14a">łecznym, n<span class="_ _1"/>ajwiększy<span class="_ _1"/>m </span></div><div class="t m0 x2 h5 y46b ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsd ws14b">Polsc<span class="_ _0"/>e, rynku miesz<span class="_ _0"/>kaniowym. Ew<span class="_ _0"/>entualn<span class="_ _0"/>e pogorsz<span class="_ _0"/>enie koniun<span class="_ _0"/>ktury na <span class="_ _0"/>tym rynku m<span class="_ _0"/>oże mieć<span class="_ _0"/> </span></div><div class="t m0 x2 h5 y46c ff1 fs2 fc0 sc1 lsb wsff">negatyw<span class="_ _0"/>ny wpł<span class="_ _0"/>yw na dzi<span class="_ _0"/>ałalność i s<span class="_ _0"/>ytuację f<span class="_ _0"/>inansow<span class="_ _0"/>ą Grupy K<span class="_ _0"/>apitałow<span class="_ _0"/>ej. Rów<span class="_ _0"/>nocześni<span class="_ _0"/>e znajomo<span class="_ _0"/>ść </div><div class="t m0 x2 h5 y46d ff1 fs2 fc0 sc1 lsb ws50">otoczeni<span class="_ _0"/>a rynkow<span class="_ _0"/>ego, kn<span class="_ _0"/>ow<span class="ls1 ws1">-</span>how i doś<span class="_ _0"/>wiadcz<span class="_ _0"/>enie zdobyt<span class="lsc ws52">e podczas<span class="_ _1"/> kilkudziesię<span class="_ _1"/>ciu lat d<span class="_ _1"/>ziała<span class="_ _1"/>lnoś<span class="_ _1"/>ci na </span></div><div class="t m0 x2 h5 y46e ff1 fs2 fc0 sc1 lsb ws1a3">warszaw<span class="_ _0"/>skim rynk<span class="_ _0"/>u nieruc<span class="_ _0"/>homości<span class="_ _0"/> pozwal<span class="_ _0"/>ają Grupi<span class="_ _0"/>e Kapitałow<span class="_ _0"/>ej na podej<span class="_ _0"/>mowanie dz<span class="_ _0"/>iałań </div><div class="t m0 x2 h5 y46f ff1 fs2 fc0 sc1 lsb ws11">zmierz<span class="_ _0"/>ających d<span class="_ _0"/>o ogranic<span class="_ _0"/>zania teg<span class="_ _0"/>o ryzyka. <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y470 ff1 fs2 fc0 sc1 lsc ws1a4">Przykł<span class="_ _1"/>adem ta<span class="_ _1"/>kiego dzia<span class="_ _1"/>łania je<span class="_ _1"/>st rozwija<span class="_ _1"/>nie prze<span class="_ _1"/>z Grupę<span class="_ _1"/> Kapita<span class="_ _1"/>łową dział<span class="_ _1"/>alności m<span class="_ _1"/>agazyn<span class="_ _1"/>owej,<span class="_ _1"/> której </div><div class="t m0 x2 h5 y471 ff1 fs2 fc0 sc1 lsb ws1a5">zasięg<span class="_ _0"/> geografi<span class="_ _0"/>czny nie ograni<span class="_ _0"/>cza się w<span class="_ _0"/>yłączni<span class="_ _0"/>e do rejonu Warszawy<span class="_ _0"/>. Ponadto w ramac<span class="_ _0"/>h segmentu<span class="_ _0"/> </div><div class="t m0 x2 h5 y472 ff1 fs2 fc0 sc1 lsb ws34">mieszk<span class="_ _0"/>aniowego G<span class="_ _0"/>rupa Kap<span class="_ _0"/>itałowa, j<span class="_ _0"/>est równi<span class="_ _0"/>eż obec<span class="_ _0"/>na na rynku<span class="ls1 ws1"> <span class="_ _ad"> </span><span class="lsc ws127">mieszka<span class="_ _1"/>niowym Tr<span class="_ _1"/>ójmias<span class="_ _1"/>ta<span class="ls1 ws1"> <span class="_ _49"> </span><span class="lsb wsd">oraz </span></span></span></span></div><div class="t m0 x2 h5 y473 ff1 fs2 fc0 sc1 lsb wsd">Wrocław<span class="_ _0"/>ia<span class="ls1 ws1">. </span></div><div class="t m0 x2 h6a y474 ff2 fs2 fc7 sc1 lsf ws60">Ryzyk<span class="_ _1"/>o związ<span class="_ _1"/>ane z m<span class="_ _1"/>ożliwo<span class="_ _1"/>ścią naby<span class="_ _1"/>cia k<span class="_ _1"/>olejny<span class="_ _1"/>ch gr<span class="_ _1"/>untów<span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y475 ff1 fs2 fc0 sc1 lsc ws13d">Rozwój Gr<span class="_ _1"/>upy Ka<span class="_ _1"/>pitał<span class="_ _1"/>owej w is<span class="_ _1"/>tot<span class="_ _1"/>nym sto<span class="_ _1"/>pniu zależy<span class="_ _1"/> od zdoln<span class="_ _1"/>ości po<span class="_ _1"/>zysk<span class="_ _1"/>iwania a<span class="_ _1"/>tra<span class="_ _1"/>kcyjnych </div><div class="t m0 x2 h5 y476 ff1 fs2 fc0 sc1 lsd ws1a6">terenów p<span class="_ _0"/>od nowe pr<span class="_ _0"/>ojekty d<span class="_ _0"/>eweloper<span class="_ _0"/>skie po konk<span class="_ _0"/>urencyjnyc<span class="_ _0"/>h cenach <span class="_ _0"/>oraz ich w<span class="_ _0"/>łaściweg<span class="_ _0"/>o </div><div class="t m0 x2 h5 y477 ff1 fs2 fc0 sc1 lsc wsbc">wykorzy<span class="_ _1"/>stania<span class="_ _1"/>. W przy<span class="_ _1"/>szłości pozy<span class="_ _1"/>skanie<span class="_ _1"/> gruntó<span class="_ _1"/>w w celu r<span class="_ _1"/>ealiza<span class="_ _1"/>cji proje<span class="_ _1"/>któw de<span class="_ _1"/>we<span class="lsd ws7e">loperski<span class="_ _0"/>ch może </span></div><div class="t m0 x2 h5 y478 ff1 fs2 fc0 sc1 lsc ws127">być tr<span class="_ _1"/>udniejs<span class="_ _1"/>ze lub bar<span class="_ _1"/>dzie<span class="_ _1"/>j koszto<span class="_ _1"/>wne niż do<span class="_ _1"/>tych<span class="_ _1"/>czas z przy<span class="_ _1"/>czyn t<span class="_ _1"/>akich jak:<span class="_ _1"/> siln<span class="_ _1"/>a konku<span class="_ _1"/>rencja<span class="_ _1"/> na </div><div class="t m0 x2 h5 y479 ff1 fs2 fc0 sc1 lse ws1a7">rynku nieruchom<span class="_ _0"/>ości, czasochł<span class="_ _0"/>onny proces uzyski<span class="_ _0"/>wania pozwol<span class="_ _0"/>eń administracyjnych i i<span class="_ _0"/>nnych </div><div class="t m0 x2 h5 y47a ff1 fs2 fc0 sc1 lsc wse">niezbęd<span class="_ _1"/>nych de<span class="_ _1"/>cyzji, <span class="_ _1"/>zgód i p<span class="_ _1"/>ozwo<span class="_ _1"/>leń, br<span class="_ _1"/>ak mie<span class="_ _1"/>jscowyc<span class="_ _1"/><span class="lsb ws11">h planów<span class="_ _0"/> zagospod<span class="_ _0"/>arowania prz<span class="_ _0"/>estrzen<span class="_ _0"/>nego, </span></div><div class="t m0 x2 h5 y47b ff1 fs2 fc0 sc1 lsd ws10">ogranicz<span class="_ _0"/>ona dostępn<span class="_ _0"/>ość terenów<span class="_ _0"/> z odpowi<span class="_ _0"/>ednią inf<span class="_ _0"/>rastrukturą<span class="_ _0"/>. <span class="ls1 ws1"> </span></div><div class="t m0 x2 h6a y47c ff2 fs2 fc7 sc1 lsd ws10">Ryzyko zw<span class="_ _0"/>iązane ze s<span class="_ _0"/>przedażą pro<span class="_ _0"/>jektów mag<span class="_ _0"/>azynowych<span class="_ _0"/> <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y47d ff1 fs2 fc0 sc1 lsb ws22">Pomimo p<span class="_ _0"/>osiadani<span class="_ _0"/>a więk<span class="_ _0"/>szościow<span class="_ _0"/>ego udzi<span class="_ _0"/>ału w p<span class="_ _0"/>rojektach<span class="_ _0"/> magazyn<span class="_ _0"/>owych G<span class="_ _0"/>rupa Kapi<span class="_ _0"/>tałowej<span class="_ _0"/> </div><div class="t m0 x2 h5 y47e ff1 fs2 fc0 sc1 lsb ws7b">uzależ<span class="_ _0"/>niona jest od<span class="_ _0"/> dobrej<span class="_ _0"/> współprac<span class="_ _0"/>y z Grupą Panat<span class="_ _0"/>toni, b<span class="_ _0"/>ędącą dew<span class="_ _0"/>eloperem p<span class="_ _0"/>owierzc<span class="_ _0"/>hni </div><div class="t m0 x2 h5 y47f ff1 fs2 fc0 sc1 lsc wsac">maga<span class="_ _1"/>zynowych,<span class="_ _1"/> która a<span class="_ _1"/>ktywnie u<span class="_ _1"/>czestn<span class="_ _1"/>iczy w pro<span class="_ _1"/>cesie po<span class="_ _1"/>zyskiwa<span class="_ _1"/>nia nier<span class="_ _1"/>uchomości,<span class="_ _1"/> ge<span class="lse wse">neralnych </span></div><div class="t m0 x2 h5 y480 ff1 fs2 fc0 sc1 lsc wsb0">wykona<span class="_ _1"/>wców, de<span class="_ _1"/>cyzji ad<span class="_ _1"/>minist<span class="_ _1"/>racyjny<span class="_ _1"/>ch oraz n<span class="_ _1"/>ajemc<span class="_ _1"/>ów i ost<span class="_ _1"/>ate<span class="_ _1"/>cznej sprze<span class="_ _1"/>daży pr<span class="_ _1"/>ojektó<span class="_ _1"/>w </div><div class="t m0 x2 h5 y481 ff1 fs2 fc0 sc1 lsd ws38">magazyn<span class="_ _0"/>owych. Pogor<span class="_ _0"/>szenie l<span class="_ _0"/>ub zerwanie w<span class="_ _0"/>spółpracy z tym partner<span class="_ _0"/>em mogłoby p<span class="_ _0"/>rzełożyć się n<span class="_ _0"/>a </div><div class="t m0 x2 h5 y482 ff1 fs2 fc0 sc1 lsd ws10">zmniej<span class="_ _0"/>szenie przew<span class="_ _0"/>idywanyc<span class="_ _0"/>h wpływów<span class="_ _0"/> ze sprzedaży p<span class="_ _0"/>rojektów.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h6a y483 ff2 fs2 fc7 sc1 lsd ws10">Ryzyko zw<span class="_ _0"/>iązane z o<span class="_ _0"/>chroną środ<span class="_ _0"/>owiska <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y484 ff1 fs2 fc0 sc1 lsd ws45">Realizac<span class="_ _0"/>ja projektów<span class="_ _0"/> deweloperski<span class="_ _0"/>ch wymaga uz<span class="_ _0"/>yskiwania szereg<span class="_ _0"/>u zgód i zezw<span class="_ _0"/>oleń z zakresu ochrony<span class="_ _0"/> </div><div class="t m0 x2 h5 y485 ff1 fs2 fc0 sc1 lsb ws4d">środowi<span class="_ _0"/>ska, gosp<span class="_ _0"/>odarki od<span class="_ _0"/>padami<span class="_ _0"/> i pozw<span class="_ _0"/>oleń wodno<span class="ls1 ws1">-</span>p<span class="_ _0"/>rawnych oraz<span class="_ _0"/> ponoszen<span class="_ _0"/>ia opłat z<span class="_ _0"/>a korzyst<span class="_ _0"/>anie </div><div class="t m0 x2 h5 y486 ff1 fs2 fc0 sc1 lsb wse6">ze środow<span class="_ _0"/>iska. Ob<span class="_ _0"/>owiązuj<span class="_ _0"/>ące przep<span class="_ _0"/>isy w poważ<span class="_ _0"/>ny sposób ogranic<span class="_ _0"/>zają sw<span class="_ _0"/>obodę prowad<span class="_ _0"/>zenia<span class="_ _0"/> </div><div class="t m0 x2 h5 y487 ff1 fs2 fc0 sc1 lsd ws7e">przedsi<span class="_ _0"/>ęwzięć d<span class="_ _0"/>ewelopersk<span class="_ _0"/>ich, przed<span class="_ _0"/>e wszystkim w zakresie k<span class="_ _0"/>osztów za k<span class="_ _0"/>orzystanie ze środ<span class="_ _0"/>owiska.<span class="_ _0"/> </div><div class="t m0 x2 h5 y488 ff1 fs2 fc0 sc1 lsc ws163">Opłaty<span class="_ _1"/> admin<span class="_ _1"/>istracy<span class="_ _1"/>jne, ka<span class="_ _1"/>ry pie<span class="_ _1"/>niężne<span class="_ _1"/> z tytu<span class="_ _1"/>łu zan<span class="_ _1"/>ieczyszc<span class="_ _1"/>zeń i ko<span class="_ _1"/>rzys<span class="_ _1"/>tania z<span class="_ _1"/> przeks<span class="_ _1"/>ztałco<span class="_ _1"/>nego </div><div class="t m0 x2 h5 y489 ff1 fs2 fc0 sc1 lsd wsea">środowisk<span class="_ _0"/>a powodują, ż<span class="_ _0"/>e istnieje ryz<span class="_ _0"/>yko po<span class="lsc ws14c">dwyższenia ko<span class="_ _1"/>sztów dzia<span class="_ _1"/>łalno<span class="_ _1"/>ści i r<span class="_ _1"/>yzyko<span class="_ _1"/> odszko<span class="_ _1"/>dowań </span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf1f" style="content-visibility: auto;"><div class="pc pc1f w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x7d h4 y5 ff2 fs1 fc1 sc2 ls69 wsec">31<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsd ws1a8">prz<span class="_ _0"/>ypadku poważn<span class="_ _0"/>ych zdarzeń środ<span class="_ _0"/>owisk<span class="_ _0"/>owych. P<span class="_ _0"/>owyższe może mi<span class="_ _0"/>eć negatywny w<span class="_ _0"/>pływ na </span></div><div class="t m0 x2 h5 y34 ff1 fs2 fc0 sc1 lsb ws11">dzi<span class="_ _0"/>ałalność i sytu<span class="_ _0"/>ację fi<span class="_ _0"/>nansową G<span class="_ _0"/>rupy Kapi<span class="_ _0"/>tałowej<span class="_ _0"/>.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h6b y48a ff2 fs0 fc7 sc1 ls2 ws85">RYZYKA ZWI<span class="_ _1"/>ĄZANE Z OTOCZENIEM<span class="_ _1"/> MAKROEKONOMIC<span class="_ _1"/>ZNYM I REG<span class="_ _1"/>ULACYJNYM<span class="ls1 ws1"> </span></div><div class="t m0 x2 h6a y48b ff2 fs2 fc7 sc1 lse ws2b">Ryzyka związane ze zmi<span class="_ _0"/>aną czynników eko<span class="_ _0"/>nomicznych i poli<span class="_ _0"/>tycznych <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y48c ff1 fs2 fc0 sc1 lsb wsff">Sytuacj<span class="_ _0"/>a finans<span class="_ _0"/>owa bran<span class="_ _0"/>ży dew<span class="_ _0"/>eloperski<span class="_ _0"/>ej w Pol<span class="_ _0"/>sce, a wi<span class="_ _0"/>ęc i sytuac<span class="_ _0"/>ja finans<span class="_ _0"/>owa Grup<span class="_ _0"/>y Kapitał<span class="_ _0"/>owej, </div><div class="t m0 x2 h5 y48d ff1 fs2 fc0 sc1 lsc ws14c">jest ś<span class="_ _1"/>ciśle zwią<span class="_ _1"/>zana z<span class="_ _1"/> czyn<span class="_ _1"/>nikam<span class="_ _1"/>i ekono<span class="_ _1"/>miczny<span class="_ _1"/>mi takim<span class="_ _1"/>i jak zm<span class="_ _1"/>iany P<span class="_ _1"/>KB, in<span class="_ _1"/>flacj<span class="_ _1"/>a, st<span class="_ _1"/>opa be<span class="_ _1"/>zrobocia<span class="_ _1"/>, </div><div class="t m0 x2 h5 y48e ff1 fs2 fc0 sc1 lsd wse9">kursy wal<span class="_ _0"/>utowe czy w<span class="_ _0"/>ysokości st<span class="_ _0"/>óp procentow<span class="_ _0"/>ych. Wsz<span class="_ _0"/>elkie prz<span class="_ _0"/>yszłe niekorz<span class="_ _0"/>ystne zmian<span class="_ _0"/>y jednego<span class="_ _0"/> </div><div class="t m0 x2 h5 y48f ff1 fs2 fc0 sc1 lsc ws14c">lub wię<span class="_ _1"/>cej z<span class="_ _1"/> powyżs<span class="_ _1"/>zych<span class="_ _1"/> czyn<span class="_ _1"/>ników mo<span class="_ _1"/>gą dopr<span class="_ _1"/>owadzić<span class="_ _1"/> do spa<span class="_ _1"/>dku po<span class="_ _1"/>pytu<span class="_ _1"/> na<span class="_ _1"/> nowe m<span class="_ _1"/>ieszkan<span class="_ _1"/>ia, co<span class="_ _1"/> </div><div class="t m0 x2 h5 y490 ff1 fs2 fc0 sc1 lsb ws11">może mieć<span class="_ _0"/> negatyw<span class="_ _0"/>ny wpływ<span class="_ _0"/> na działal<span class="_ _0"/>ność i sytuac<span class="_ _0"/>ję fin<span class="_ _0"/>ansową Grupy K<span class="_ _0"/>apitał<span class="_ _0"/>owej.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y491 ff1 fs2 fc0 sc1 lsc wsbc">W segm<span class="_ _1"/>encie mie<span class="_ _1"/>szkanio<span class="_ _1"/>wym Grupa<span class="_ _1"/> Kapitałowa<span class="_ _1"/> realizuje<span class="_ _1"/> zakupy g<span class="_ _1"/>runtó<span class="_ _1"/>w z możliwością s<span class="_ _1"/>zybkiego<span class="_ _1"/> </div><div class="t m0 x2 h5 y492 ff1 fs2 fc0 sc1 lsd ws1a8">ich w<span class="_ _0"/>prowadzeni<span class="_ _0"/>a do realiz<span class="_ _0"/>acji proc<span class="_ _0"/>esu inwestycyj<span class="_ _0"/>nego, <span class="_ _0"/>a następnie sp<span class="_ _0"/>rzedaży w<span class="_ _0"/>ybudowanyc<span class="_ _0"/>h </div><div class="t m0 x2 h5 y493 ff1 fs2 fc0 sc1 lsc ws3c">obiekt<span class="_ _1"/>ów, zmn<span class="_ _1"/>iejszają<span class="_ _1"/>c ryzyko ulo<span class="_ _1"/>kowania<span class="_ _1"/> kapitału<span class="_ _1"/> w inwestycje<span class="_ _1"/>, któr<span class="_ _1"/>e mogą<span class="ls1 ws1"> <span class="_ _0"/><span class="lsb ws1a5">b<span class="_ _0"/>yć pod<span class="_ _0"/>atne na cyk<span class="_ _0"/>le </span></span></div><div class="t m0 x2 h5 y494 ff1 fs2 fc0 sc1 lsb wsa1">koniun<span class="_ _0"/>kturaln<span class="_ _0"/>e. W segme<span class="_ _0"/>ncie mag<span class="_ _0"/>azynowy<span class="_ _0"/>m Grupa Kapi<span class="_ _0"/>tałowa rów<span class="_ _0"/>nież j<span class="_ _0"/>est podatn<span class="_ _0"/>a na ryzyk<span class="_ _0"/>o </div><div class="t m0 x2 h5 y495 ff1 fs2 fc0 sc1 lsc ws52">zmiany<span class="_ _1"/> czynnikó<span class="_ _1"/>w makr<span class="_ _1"/>oekono<span class="_ _1"/>micznych<span class="_ _1"/>, natomia<span class="_ _1"/>st sta<span class="_ _1"/>ra się o<span class="_ _1"/>gran<span class="_ _1"/>iczyć wpływ t<span class="_ _1"/>ego r<span class="_ _1"/>yzyka p<span class="_ _1"/>oprzez </div><div class="t m0 x2 h5 y496 ff1 fs2 fc0 sc1 lsc ws9f">działan<span class="_ _1"/>ia ma<span class="_ _1"/>jące na ce<span class="_ _1"/>lu szybką<span class="_ _1"/> rea<span class="_ _1"/>lizację,<span class="_ _1"/> komercja<span class="_ _1"/>lizację i s<span class="_ _1"/>przeda<span class="_ _1"/>ż proje<span class="_ _1"/>któw ma<span class="_ _1"/>gazyn<span class="_ _1"/>owych. </div><div class="t m0 x2 h5 y497 ff1 fs2 fc0 sc1 lsb ws112">Niemnie<span class="_ _0"/>j podejmow<span class="_ _0"/>ane prz<span class="_ _0"/>ez Grupę K<span class="_ _0"/>apitałową d<span class="_ _0"/>ziałani<span class="_ _0"/>a mogą okazać s<span class="_ _0"/>ię niew<span class="_ _0"/>ystarczaj<span class="_ _0"/>ące, </div><div class="t m0 x2 h5 y498 ff1 fs2 fc0 sc1 ls1 ws1">a <span class="lsb ws2d">materi<span class="_ _0"/>alizacj<span class="_ _0"/>a opisaneg<span class="_ _0"/>o ryzyka moż<span class="_ _0"/>e negaty<span class="_ _0"/>wnie w<span class="_ _0"/>płynąć na sytu<span class="_ _0"/>ację f<span class="_ _0"/>inansową G<span class="_ _0"/>rupy </span></div><div class="t m0 x2 h5 y499 ff1 fs2 fc0 sc1 lsb ws11">Kapitał<span class="_ _0"/>owej i Emi<span class="_ _0"/>tenta.<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h6a y49a ff2 fs2 fc7 sc1 lsf ws60">Ryzyk<span class="_ _1"/>o związ<span class="_ _1"/>ane z wy<span class="_ _1"/>dawa<span class="_ _1"/>nymi decy<span class="_ _1"/>zjami a<span class="_ _1"/>dminist<span class="_ _1"/>ra<span class="_ _1"/>cyjnymi <span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y49b ff1 fs2 fc0 sc1 lsc wsb0">Kluczowy<span class="_ _1"/>m dla bizne<span class="_ _1"/>sowe<span class="_ _1"/>go wyniku<span class="_ _1"/> Grupy Ka<span class="_ _1"/>pitał<span class="_ _1"/>owej jes<span class="_ _1"/>t sprawn<span class="_ _1"/>a realiza<span class="_ _1"/>cja pro<span class="_ _1"/>jektów </div><div class="t m0 x2 h5 y49c ff1 fs2 fc0 sc1 lsc wsac">dewelo<span class="_ _1"/>perskich<span class="_ _1"/>. Ich r<span class="_ _1"/>ealizacja wy<span class="_ _1"/>maga<span class="_ _1"/> uzyskania<span class="_ _1"/> szereg<span class="_ _1"/>u zgód, po<span class="_ _1"/>zwoleń<span class="_ _1"/> i zezwoleń<span class="_ _1"/> na każd<span class="_ _1"/>ym </div><div class="t m0 x2 h5 y49d ff1 fs2 fc0 sc1 lsd ws140">etapie pr<span class="_ _0"/>ocesu inwe<span class="_ _0"/>stycyj<span class="_ _0"/>nego. Istni<span class="_ _0"/>ejące regu<span class="_ _0"/>lacje p<span class="_ _0"/>rawne, ich i<span class="_ _0"/>nterpretac<span class="_ _0"/>ja o<span class="lsc ws19f">raz zmia<span class="_ _1"/>ny generują </span></div><div class="t m0 x2 h5 y49e ff1 fs2 fc0 sc1 lsc ws4f">ryzyko<span class="_ _1"/> isto<span class="_ _1"/>tnych o<span class="_ _1"/>późnień<span class="_ _1"/> w realiza<span class="_ _1"/>cji inwe<span class="_ _1"/>styc<span class="_ _1"/>ji ze <span class="_ _1"/>względu<span class="_ _1"/> na nie<span class="_ _1"/>korzy<span class="_ _1"/>stne<span class="_ _1"/> decyzje<span class="_ _1"/> adminis<span class="_ _1"/>tra<span class="_ _1"/>cyjne </div><div class="t m0 x2 h5 y49f ff1 fs2 fc0 sc1 lsd wsa6">lub prz<span class="_ _0"/>edłużając<span class="_ _0"/>ą się procedurę i<span class="_ _0"/>ch wydawan<span class="_ _0"/>ia. Ryzyko to jest p<span class="_ _0"/>otęgowane d<span class="_ _0"/>użymi upraw<span class="_ _0"/>nieniami </div><div class="t m0 x2 h5 y4a0 ff1 fs2 fc0 sc1 lsd ws5c">stron trzec<span class="_ _0"/>ich do in<span class="_ _0"/>gerencji<span class="_ _0"/> w przebieg<span class="_ _0"/> p<span class="lsb ws73">rocedur admin<span class="_ _0"/>istracyj<span class="_ _0"/>nych. Grup<span class="_ _0"/>a Kapi<span class="_ _0"/>tałowa star<span class="_ _0"/>a się </span></div><div class="t m0 x2 h5 y4a1 ff1 fs2 fc0 sc1 lsb ws112">mitygow<span class="_ _0"/>ać to ryzyk<span class="_ _0"/>o poprzez s<span class="_ _0"/>taranną selek<span class="_ _0"/>cję reali<span class="_ _0"/>zowanych<span class="_ _0"/> projektów<span class="_ _0"/> oraz wykorz<span class="_ _0"/>ystanie </div><div class="t m0 x2 h5 y4a2 ff1 fs2 fc0 sc1 lsd ws18">własnego i<span class="_ _0"/> zewnętrzn<span class="_ _0"/>ego know<span class="_ _0"/><span class="ls1 ws1">-<span class="lsb wse6">how dl<span class="_ _0"/>a sprawnego p<span class="_ _0"/>rowadzen<span class="_ _0"/>ia procedu<span class="_ _0"/>r admini<span class="_ _0"/>stracyj<span class="_ _0"/>nych. </span></span></div><div class="t m0 x2 h5 y4a3 ff1 fs2 fc0 sc1 lsc ws33">Nieuzy<span class="_ _1"/>skanie<span class="_ _1"/> określo<span class="_ _1"/>nych z<span class="lsb ws30">ezwoleń b<span class="_ _0"/>ądź zgód moż<span class="_ _0"/>e mieć negatywn<span class="_ _0"/>y wpływ n<span class="_ _0"/>a zdolność pod<span class="_ _0"/>miotów<span class="_ _0"/> </span></div><div class="t m0 x2 h5 y4a4 ff1 fs2 fc0 sc1 lsc wsbe">z Grupy<span class="_ _1"/> Kapit<span class="_ _1"/>ałowe<span class="_ _1"/>j do r<span class="_ _1"/>ealizacji <span class="_ _1"/>proje<span class="_ _1"/>któw. M<span class="_ _1"/>oże t<span class="_ _1"/>akże<span class="_ _1"/> negat<span class="_ _1"/>ywnie <span class="_ _1"/>wpłyn<span class="_ _1"/>ąć na dzia<span class="_ _1"/>łaln<span class="_ _1"/>ość i <span class="_ _1"/>sytu<span class="_ _1"/>ację </div><div class="t m0 x2 h5 y4a5 ff1 fs2 fc0 sc1 lse ws2b">finansową Emite<span class="_ _0"/>nta.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h6a y4a6 ff2 fs2 fc7 sc1 lsd ws10">Ryzyko zw<span class="_ _0"/>iązane ze z<span class="_ _0"/>miennośc<span class="_ _0"/>ią koniun<span class="_ _0"/>ktury na rynku ni<span class="_ _0"/>eruchomoś<span class="_ _0"/>ci <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y4a7 ff1 fs2 fc0 sc1 lsc ws35">Biznes<span class="_ _1"/>owy su<span class="_ _1"/>kces Gr<span class="_ _1"/>upy Ka<span class="_ _1"/>pitało<span class="_ _1"/>wej w kluc<span class="_ _1"/>zowym s<span class="_ _1"/>topniu<span class="_ _1"/> jest za<span class="_ _1"/>leżny<span class="_ _1"/> od ko<span class="_ _1"/>niunkt<span class="_ _1"/>ury ryn<span class="_ _1"/>kowej. </div><div class="t m0 x2 h5 y4a8 ff1 fs2 fc0 sc1 lsd ws4e">Rentow<span class="_ _0"/>ność segment<span class="_ _0"/>u mieszkani<span class="_ _0"/>owego uwarunk<span class="_ _0"/>owana jest b<span class="_ _0"/>ezpośred<span class="_ _0"/>nio od pozi<span class="_ _0"/>omu cen mieszk<span class="_ _0"/>ań, </div><div class="t m0 x2 h5 y4a9 ff1 fs2 fc0 sc1 lsb ws9a">na którą w<span class="_ _0"/>pływ ma, obok<span class="_ _0"/> popytu na ni<span class="_ _0"/>e, kształtow<span class="_ _0"/>anego m.in. p<span class="_ _0"/>rzez cz<span class="_ _0"/>ynni<span class="lsc ws46">ki demo<span class="_ _1"/>graficzne<span class="_ _1"/>, </span></div><div class="t m0 x2 h5 y4aa ff1 fs2 fc0 sc1 lsc ws10a">koniun<span class="_ _1"/>kturę<span class="_ _1"/> gospoda<span class="_ _1"/>rczą, polit<span class="_ _1"/>ykę p<span class="_ _1"/>ienię<span class="_ _1"/>żną, r<span class="_ _1"/>ównież poda<span class="_ _1"/>ż, zwią<span class="_ _1"/>zana<span class="_ _1"/> z ko<span class="_ _1"/>nkurenc<span class="_ _1"/>ją ryn<span class="_ _1"/>kową. </div><div class="t m0 x2 h5 y4ab ff1 fs2 fc0 sc1 ls1 ws1">W <span class="lsb wsaf">przyp<span class="_ _0"/>adku spad<span class="_ _0"/>ku cen mieszkań<span class="_ _0"/> Grupa Kapi<span class="_ _0"/>tałowa moż<span class="_ _0"/>e nie być<span class="_ _0"/> w stanie sprzed<span class="_ _0"/>ać wybud<span class="_ _0"/>owanych </span></div><div class="t m0 x2 h5 y4ac ff1 fs2 fc0 sc1 lsb ws11">lokal<span class="_ _0"/>i po cenach zap<span class="_ _0"/>ewniającyc<span class="_ _0"/>h założoną p<span class="_ _0"/>rzez Grup<span class="_ _0"/>ę <span class="lsd ws10">Kapitałową ren<span class="_ _0"/>towność<span class="_ _0"/>. Wszystkie p<span class="_ _0"/>owyższe </span></div><div class="t m0 x2 h5 y4ad ff1 fs2 fc0 sc1 lsb ws11">czynni<span class="_ _0"/>ki mogą mi<span class="_ _0"/>eć negaty<span class="_ _0"/>wny wp<span class="_ _0"/>ływ na działal<span class="_ _0"/>ność i sytuac<span class="_ _0"/>ję fin<span class="_ _0"/>ansową Grupy <span class="_ _0"/>Kapitał<span class="_ _0"/>owej.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y4ae ff1 fs2 fc0 sc1 lsc ws10a">W segm<span class="_ _1"/>encie m<span class="_ _1"/>agazy<span class="_ _1"/>nowym wyst<span class="_ _1"/>ępuje r<span class="_ _1"/>yzyko<span class="_ _1"/> braku po<span class="_ _1"/>zyska<span class="_ _1"/>nia na<span class="_ _1"/>jemców dla<span class="_ _1"/> realizo<span class="_ _1"/>wanyc<span class="_ _1"/>h </div><div class="t m0 x2 h5 y4af ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsc ws14c">projekcie<span class="_ _1"/> budynkó<span class="_ _1"/>w magazy<span class="_ _1"/>nowyc<span class="_ _1"/>h, prze<span class="_ _1"/>z co może zwięks<span class="_ _1"/>zać się<span class="_ _1"/> równie<span class="_ _1"/>ż ryzyko n<span class="_ _1"/>ieznale<span class="_ _1"/>zienia </span></div><div class="t m0 x2 h5 y4b0 ff1 fs2 fc0 sc1 lsc ws14c">finalne<span class="_ _1"/>go inwes<span class="_ _1"/>tora n<span class="_ _1"/>a zakup<span class="_ _1"/> nieru<span class="_ _1"/>chomoś<span class="_ _1"/>ci, jak ró<span class="_ _1"/>wnież r<span class="_ _1"/>yzyko n<span class="_ _1"/>ieuzys<span class="_ _1"/>kania<span class="_ _1"/> zakłada<span class="_ _1"/>nych efe<span class="_ _1"/>któw </div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf20" style="content-visibility: auto;"><div class="pc pc20 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls69 wsec">32<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 lsc ws75">finans<span class="_ _1"/>owych in<span class="_ _1"/>westy<span class="_ _1"/>cji związa<span class="_ _1"/>ne z flukt<span class="_ _1"/>uacją c<span class="_ _1"/>en powi<span class="_ _1"/>erzch<span class="_ _1"/>ni najm<span class="_ _1"/>u oraz r<span class="_ _1"/>ynkowych s<span class="_ _1"/>tóp ka<span class="_ _1"/>pitaliza<span class="_ _1"/>cji </div><div class="t m0 x2 h5 y34 ff1 fs2 fc0 sc1 lsc wse">dla inwes<span class="_ _1"/>tycji,<span class="_ _1"/> przekła<span class="_ _1"/>dający<span class="_ _1"/>ch się<span class="_ _1"/> na mo<span class="_ _1"/>żliwe do uzy<span class="_ _1"/>skan<span class="_ _1"/>ia ceny<span class="_ _1"/> sprze<span class="_ _1"/>daży nie<span class="_ _1"/>ruchomości.<span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y8 ff1 fs2 fc0 sc1 lsc wse4">Ryzyko<span class="_ _1"/> zmiany<span class="_ _1"/> rynkowe<span class="_ _1"/>j koniunktu<span class="_ _1"/>ry jest<span class="_ _1"/> mitygowa<span class="_ _1"/>ne przez Gr<span class="_ _1"/>upę Ka<span class="_ _1"/>pitałową m.<span class="_ _1"/>in. po<span class="_ _1"/>przez sta<span class="_ _1"/>ły </div><div class="t m0 x2 h5 y35 ff1 fs2 fc0 sc1 lsd ws7e">monitori<span class="_ _0"/>ng rynku, star<span class="_ _0"/>anną selek<span class="_ _0"/>cję reali<span class="_ _0"/>zowanych projek<span class="_ _0"/>tów, dostosow<span class="_ _0"/>anie skal<span class="_ _0"/>i i profilu projekt<span class="_ _0"/>ów </div><div class="t m0 x2 h5 y36 ff1 fs2 fc0 sc1 lsb ws13e">do oczek<span class="_ _0"/>iwań rynku<span class="_ _0"/>, sprawnoś<span class="_ _0"/>ć organiz<span class="_ _0"/>acyjną, p<span class="_ _0"/>ozwalaj<span class="_ _0"/>ącą na ef<span class="lsd ws140">ekty<span class="_ _0"/>wne procedow<span class="_ _0"/>anie inwestyc<span class="_ _0"/>ji </span></div><div class="t m0 x2 h5 y37 ff1 fs2 fc0 sc1 lsb wsb2">oraz konserw<span class="_ _0"/>atywn<span class="_ _0"/>ą polity<span class="_ _0"/>kę finansow<span class="_ _0"/>ania inw<span class="_ _0"/>estycji,<span class="_ _0"/> pozwal<span class="_ _0"/>ającą optymal<span class="_ _0"/>izować z<span class="_ _0"/>wrot z kapitału </div><div class="t m0 x2 h5 y38 ff1 fs2 fc0 sc1 lsc ws46">zaanga<span class="_ _1"/>żowanego<span class="_ _1"/> w rea<span class="_ _1"/>lizowane<span class="_ _1"/> proje<span class="_ _1"/>kty poprze<span class="_ _1"/>z dezinwe<span class="_ _1"/>stycje<span class="_ _1"/> w korzy<span class="_ _1"/>stniejszy<span class="_ _1"/>ch war<span class="_ _1"/>unkach<span class="_ _1"/> </div><div class="t m0 x2 h5 y41a ff1 fs2 fc0 sc1 lsc wse">rynko<span class="_ _1"/>wych. M<span class="_ _1"/>aterializa<span class="_ _1"/>cja wskaza<span class="_ _1"/>nych<span class="_ _1"/> ry<span class="lsb ws11">zyk może ne<span class="_ _0"/>gatywni<span class="_ _0"/>e wpłynąć<span class="_ _0"/> na sytuac<span class="_ _0"/>ję fin<span class="_ _0"/>ansową Spółk<span class="_ _0"/>i<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y41b ff1 fs2 fc0 sc1 lsb ws11">i Grup<span class="_ _0"/>y Kapitałow<span class="_ _0"/>ej<span class="ls1 ws1">. </span></div><div class="t m0 x2 h6a y4b1 ff2 fs2 fc7 sc1 lse ws2b">Ryzyko związan<span class="_ _0"/>e z częstymi zmianami p<span class="_ _0"/>rzepisów prawa, w tym przepis<span class="_ _0"/>ów podatkowych<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y4b2 ff1 fs2 fc0 sc1 ls11 ws16d">Jednym z i<span class="_ _0"/>stotnych <span class="lsd ws106">ryzyk<span class="_ _0"/> dla Grupy K<span class="_ _0"/>apitałowej j<span class="_ _0"/>est niestabilno<span class="_ _0"/>ść polski<span class="_ _0"/>ego systemu praw<span class="_ _0"/>nego. </span></div><div class="t m0 x2 h5 y4b3 ff1 fs2 fc0 sc1 lsc ws16f">Ryzyko<span class="_ _1"/> związane<span class="_ _1"/> z oto<span class="_ _1"/>czenie<span class="_ _1"/>m prawn<span class="_ _1"/>ym to pr<span class="_ _1"/>zede wszys<span class="_ _1"/>tkim częs<span class="_ _1"/>te nowe<span class="_ _1"/>lizacje,<span class="_ _1"/> niespó<span class="_ _1"/>jnoś<span class="_ _1"/>ć, </div><div class="t m0 x2 h5 y4b4 ff1 fs2 fc0 sc1 ls1 ws1">a <span class="lsd ws10">także brak<span class="_ _0"/> jednoli<span class="_ _0"/>tej interp<span class="_ _0"/>retacji prz<span class="_ _0"/>episów praw<span class="_ _0"/>a. </span> </div><div class="t m0 x2 h5 y4b5 ff1 fs2 fc0 sc1 lsc wsbf">Nieus<span class="_ _1"/>tannie p<span class="_ _1"/>rzeprowa<span class="_ _1"/>dzane zm<span class="_ _1"/>iany<span class="_ _1"/> w polskich<span class="_ _1"/> przep<span class="_ _1"/>isac<span class="_ _1"/>h podat<span class="_ _1"/>kowych<span class="_ _1"/> mogą mie<span class="_ _1"/>ć znaczą<span class="_ _1"/>cy wpływ<span class="_ _1"/> </div><div class="t m0 x2 h5 y4b6 ff1 fs2 fc0 sc1 lsd ws5c">na dział<span class="_ _0"/>alność Grup<span class="_ _0"/>y Kapi<span class="_ _0"/>tałowej. Ich z<span class="_ _0"/>akres, t<span class="_ _0"/>reść oraz trudn<span class="_ _0"/>ości in<span class="_ _0"/>terpreta<span class="_ _0"/>cyjne w stos<span class="_ _0"/>owaniu </div><div class="t m0 x2 h5 y4b7 ff1 fs2 fc0 sc1 lse ws2b">nowych regulacji<span class="_ _0"/> stanowią utrudnienie w prowad<span class="_ _0"/>zeniu działalności de<span class="lsd ws10">w<span class="_ _0"/>eloperskie<span class="_ _0"/>j, a w szczególn<span class="_ _0"/>ości </span></div><div class="t m0 x2 h5 y4b8 ff1 fs2 fc0 sc1 lsb wsc0">w pl<span class="_ _0"/>anowaniu tej<span class="_ _0"/> działal<span class="_ _0"/>ności p<span class="_ _0"/>od kątem pod<span class="_ _0"/>atkowy<span class="_ _0"/>m. Powyższ<span class="_ _0"/>e może mi<span class="_ _0"/>eć negaty<span class="_ _0"/>wny wpły<span class="_ _0"/>w na </div><div class="t m0 x2 h5 y4b9 ff1 fs2 fc0 sc1 lsb ws11">dzi<span class="_ _0"/>ałalność i sytu<span class="_ _0"/>ację fi<span class="_ _0"/>nansową Emi<span class="_ _0"/>tenta<span class="_ _0"/>.<span class="ls1 ws1"> </span></div><div class="t m0 x2 hb y4ba ff2 fs7 fc5 sc1 ls9 wsb">14.<span class="ff3 ls1 ws1"> <span class="_ _57"> </span></span><span class="ls1a ws82">Sytu<span class="_ _1"/>acja<span class="_ _1"/> fina<span class="_ _1"/>nso<span class="_ _1"/>wa<span class="ls1 ws1"> <span class="_ _0"/><span class="ls23 ws1a9">Spó<span class="_ _1"/>łki i G<span class="_ _1"/>rupy K<span class="_ _1"/>apitało<span class="_ _1"/>wej<span class="ls1 ws1"> </span></span></span></span></div><div class="t m0 x2 h27 y4bb ff2 fs4 fc5 sc1 ls47 wsf3">Sytuacja finansowa Grupy Kapit<span class="_ _0"/>ałowej<span class="ls1 ws1"> </span></div><div class="t m0 x2 h6b y4bc ff2 fs0 fc7 sc1 ls3b ws3">Wybrane sk<span class="_ _1"/>onsolidowane dane finansow<span class="_ _1"/>e<span class="ls1 ws1"> </span></div><div class="c xf5 y16f w54 h64"><div class="t m0 xd2 h5 y4bd ff1 fs2 fc0 sc0 ls43 ws96">tys.<span class="ls1 ws1"> <span class="ls25 ws5f">zł</span> </span></div></div><div class="c x3c y16f w55 h64"><div class="t m0 x99 h5 y4bd ff1 fs2 fc0 sc0 ls44 ws4d">2023<span class="ls1 ws1"> <span class="ls43 ws96">r.<span class="_ _0"/></span> </span></div></div><div class="c xcc y16f w56 h64"><div class="t m0 x99 h5 y4bd ff1 fs2 fc0 sc0 ls44 ws4d">2022<span class="ls1 ws1"> <span class="ls43 ws96">r.<span class="_ _0"/></span> </span></div></div><div class="c x49 y16f w50 h64"><div class="t m0 x96 h5 y4bd ff1 fs2 fc0 sc0 ls44 ws4d">Zmian<span class="_ _0"/>a<span class="ls1 ws1"> </span></div></div><div class="c xf5 y4be w54 h28"><div class="t m0 x23 h5 y8d ff1 fs2 fc0 sc0 ls43 ws4e">Przychody ze sprz<span class="_ _1"/>edaży<span class="ls1 ws1"> </span></div></div><div class="c x3c y4be w55 h28"><div class="t m0 x44 h5 y8d ff1 fs2 fc0 sc0 ls25 wse">377 511<span class="ls1 ws1"> </span></div></div><div class="c xcc y4be w56 h28"><div class="t m0 x109 h5 y8d ff1 fs2 fc0 sc0 ls9c wsb5">588 585<span class="ls1 ws1"> </span></div></div><div class="c x49 y4be w50 h28"><div class="t m0 x4a h5 y8d ff1 fs2 fc0 sc0 ls1 ws1"> <span class="ls9d ws1aa">(36%)<span class="_ _0"/></span> </div></div><div class="t m0 x2c h5 y94 ff1 fs2 fc0 sc1 lsd ws10">Koszt wł<span class="_ _0"/>asny sprzedaż<span class="_ _0"/>y<span class="ls1 ws1"> <span class="_ _ae"> </span> <span class="ls2a ws61">(259 03<span class="_ _1"/>3)<span class="ls1 ws1"> <span class="_ _20"> </span>(<span class="ls11 ws1d">445</span> <span class="ls10 ws14">729</span>) <span class="_ _af"> </span> <span class="ls9e ws2c">(42<span class="_ _0"/>%)</span> </span></span></span></div><div class="t m0 x2c h5 y4bf ff1 fs2 fc0 sc1 lsd ws10">Zysk brutto n<span class="_ _0"/>a sprzedaż<span class="_ _0"/>y<span class="ls1 ws1"> <span class="_ _b0"> </span><span class="ls28 ws12">118 478</span> <span class="_ _a1"> </span><span class="ls10 wsd">142 856</span> <span class="_ _b1"> </span> <span class="ls2a ws62">(17%)</span> </span></div><div class="c xf5 y4c0 w54 h15"><div class="t m0 x23 h5 y8d ff1 fs2 fc0 sc0 ls26 ws14">Zysk na działalności op<span class="_ _1"/>eracyjnej<span class="ls1 ws1"> </span></div></div><div class="t m0 xc0 h5 y4c1 ff1 fs2 fc0 sc1 lse ws2b">81 052</div><div class="c x3c y4c0 w55 h15"><div class="t m0 x10b h5 y8d ff1 fs2 fc0 sc0 ls1 ws1"> </div></div><div class="c xcc y4c0 w56 h15"><div class="t m0 xb8 h5 y8d ff1 fs2 fc0 sc0 ls44 wsd">121 624<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="c x49 y4c0 w50 h15"><div class="t m0 x4a h5 y8d ff1 fs2 fc0 sc0 ls1 ws1"> <span class="ls9d ws1aa">(3</span>3<span class="_ _0"/><span class="ls9d ws1aa">%)</span> </div></div><div class="c xf5 y4c2 w54 h28"><div class="t m0 x23 h5 y8d ff1 fs2 fc0 sc0 ls43 ws4e">Zysk netto<span class="ls1 ws1"> </span></div></div><div class="t m0 xdb h5 y4c3 ff1 fs2 fc0 sc1 ls10 wsd">55 277</div><div class="c x3c y4c2 w55 h28"><div class="t m0 x10b h5 y8d ff1 fs2 fc0 sc0 ls1 ws1"> </div></div><div class="c xcc y4c2 w56 h28"><div class="t m0 xb8 h5 y8d ff1 fs2 fc0 sc0 ls9f ws1ab">89 <span class="ls2c ws64">903<span class="ls1 ws1"> </span></span></div></div><div class="c x49 y4c2 w50 h28"><div class="t m0 x4a h5 y8d ff1 fs2 fc0 sc0 ls1 ws1"> <span class="ls9d ws1aa">(3</span>9<span class="_ _0"/><span class="ls9d ws1aa">%)</span> </div></div><div class="t m0 x2 h5 y4c4 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="c xf5 y226 w57 h1d"><div class="t m0 xd2 h5 y115 ff1 fs2 fc0 sc0 ls43 ws4e">tys. zł<span class="ls1 ws1"> </span></div></div><div class="c x3c y226 w55 h1d"><div class="t m0 x83 h5 y115 ff1 fs2 fc0 sc0 ls44 ws4d">31.12.<span class="_ _0"/>2023<span class="ls1 ws1"> </span></div></div><div class="c xcc y226 w55 h1d"><div class="t m0 x83 h5 y115 ff1 fs2 fc0 sc0 ls44 ws4d">31.12.<span class="_ _0"/>2022<span class="ls1 ws1"> </span></div></div><div class="c x49 y226 w56 h1d"><div class="t m0 x96 h5 y115 ff1 fs2 fc0 sc0 ls44 ws4d">Zmian<span class="_ _0"/>a<span class="ls1 ws1"> </span></div></div><div class="c xf5 y4c5 w57 h28"><div class="t m0 x23 h5 y8d ff1 fs2 fc0 sc0 ls26 ws14">Aktywa trwałe, w<span class="ls1 ws1"> <span class="ls43 ws96">tym:</span> </span></div></div><div class="c x3c y4c5 w55 h28"><div class="t m0 x109 h5 y8d ff1 fs2 fc0 sc0 ls44 wsd">338 899<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="c xcc y4c5 w55 h28"><div class="t m0 x109 h5 y8d ff1 fs2 fc0 sc0 ls9f ws1">399 755<span class="ls1"> </span></div></div><div class="c x49 y4c5 w56 h28"><div class="t m0 x105 h5 y8d ff1 fs2 fc0 sc0 ls1 ws1"> <span class="ls2b wsbd">(15%<span class="_ _0"/>)</span> </div></div><div class="t m0 x2c h5 y4c6 ff1 fs2 fc0 sc1 lsb ws11">Długote<span class="_ _0"/>rminow<span class="_ _0"/>e aktywa fi<span class="_ _0"/>nansowe<span class="_ _0"/><span class="ls1 ws1"> <span class="_ _b2"> </span><span class="ls28 ws12">181 611</span> <span class="_ _b3"> </span><span class="ls10 wsd">214 557</span> <span class="_ _b1"> </span> <span class="ls2a ws62">(15%)<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></div><div class="c xf5 y4c7 w57 h47"><div class="t m0 x23 h5 y8d ff1 fs2 fc0 sc0 ls26 ws14">Aktywa obrotowe, w<span class="ls1 ws1"> <span class="ls67 wse7">ty<span class="_ _0"/>m:</span></span></div></div><div class="t m0 x7b h5 y4c8 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="c x3c y4c7 w55 h47"><div class="t m0 x2d h5 y8d ff1 fs2 fc0 sc0 ls44 wsd">1 122 3<span class="_ _0"/>38</div></div><div class="t m0 x111 h5 y4c8 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="c xcc y4c7 w55 h47"><div class="t m0 x112 h5 y8d ff1 fs2 fc0 sc0 ls25 wse">977 601</div></div><div class="t m0 x113 h5 y4c8 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="c x49 y4c7 w56 h47"><div class="t m0 x93 h5 y8d ff1 fs2 fc0 sc0 ls2b wsbd">15%</div></div><div class="t m0 x114 h5 y4c8 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2c h5 y4c9 ff1 fs2 fc0 sc1 lsb wsd">Zapasy</div><div class="c xf5 y4ca w57 h15"><div class="t m0 x43 h5 y8d ff1 fs2 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 x115 h5 y4c9 ff1 fs2 fc0 sc1 ls10 wsd">812 328</div><div class="c x3c y4ca w55 h15"><div class="t m0 x10b h5 y8d ff1 fs2 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 x6b h5 y4c9 ff1 fs2 fc0 sc1 lse ws2b">768 20<span class="_ _0"/>4</div><div class="c xcc y4ca w55 h15"><div class="t m0 x10b h5 y8d ff1 fs2 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 x116 h5 y4c9 ff1 fs2 fc0 sc1 ls2a ws62">6%</div><div class="c x49 y4ca w56 h15"><div class="t m0 x10b h5 y8d ff1 fs2 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 x2c h5 y10c ff1 fs2 fc0 sc1 lsc wse">Środki pie<span class="_ _1"/>niężne<span class="_ _1"/> i<span class="ls1 ws1"> <span class="lsa0 ws2b">ich <span class="lsd ws10">ek<span class="_ _0"/>wiwalenty, w</span></span> <span class="ls11 ws1d">tym:<span class="_ _0"/></span> <span class="_ _53"> </span><span class="ls10 wsd">286 721</span></span></div><div class="c x3c y4cb w55 h15"><div class="t m0 x10b h5 y4cc ff1 fs2 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 x117 h5 y10c ff1 fs2 fc0 sc1 ls9e ws1ac">168 2<span class="_ _0"/>91</div><div class="c xcc y4cb w55 h15"><div class="t m0 x10b h5 y4cc ff1 fs2 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 xd6 h5 y10c ff1 fs2 fc0 sc1 lsc wsf">70%</div><div class="c x49 y4cb w56 h15"><div class="t m0 x10b h5 y4cc ff1 fs2 fc0 sc0 ls1 ws1"> </div></div><div class="c xf5 y4cd w57 h6c"><div class="t m0 x23 h5 y1ac ff1 fs2 fc0 sc1 lsc wse">Środki pie<span class="_ _1"/>niężne<span class="_ _1"/> o<span class="ls1 ws1"> </span>ogr<span class="_ _1"/>aniczon<span class="_ _1"/>ej mo<span class="_ _1"/>żliwości </div><div class="t m0 x23 h5 y4ce ff1 fs2 fc0 sc1 lsb wsd">dysponow<span class="_ _0"/>ania<span class="_ _0"/><span class="sc0 ls1 ws1"> </span></div></div><div class="t m0 xdb h5 y4cf ff1 fs2 fc0 sc1 ls11 ws15">47 184<span class="ls1 ws1"> <span class="_ _b4"> </span><span class="lsa1 ws52">35 6<span class="_ _0"/>77</span> <span class="_ _99"> </span>32% </span></div><div class="t m0 x2c h5 y4d0 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _b5"> </span> <span class="_ _b6"> </span> <span class="_ _b6"> </span> </div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf21" style="content-visibility: auto;"><div class="pc pc21 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls69 wsec">33<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="c xf5 ya7 w57 h1d"><div class="t m0 xd2 h5 y115 ff1 fs2 fc0 sc0 ls43 ws4e">tys. zł<span class="ls1 ws1"> </span></div></div><div class="c x3c ya7 w55 h1d"><div class="t m0 x83 h5 y115 ff1 fs2 fc0 sc0 ls44 ws4d">31.12.<span class="_ _0"/>2023<span class="ls1 ws1"> </span></div></div><div class="c xcc ya7 w55 h1d"><div class="t m0 x83 h5 y115 ff1 fs2 fc0 sc0 ls44 ws4d">31.12.<span class="_ _0"/>2022<span class="ls1 ws1"> </span></div></div><div class="c x49 ya7 w56 h1d"><div class="t m0 x96 h5 y115 ff1 fs2 fc0 sc0 ls44 ws4d">Zmian<span class="_ _0"/>a<span class="ls1 ws1"> </span></div></div><div class="c xf5 y4d1 w57 h28"><div class="t m0 x23 h5 y8d ff1 fs2 fc0 sc0 ls26 ws14">Kapitał własny</div></div><div class="t m0 xa3 h5 y4d2 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="c x3c y4d1 w55 h28"><div class="t m0 x112 h5 y8d ff1 fs2 fc0 sc0 ls44 wsd">710 388<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="c xcc y4d1 w55 h28"><div class="t m0 x4a h5 y8d ff1 fs2 fc0 sc0 ls2b ws12">655 111<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="c x49 y4d1 w56 h28"><div class="t m0 x62 h5 y8d ff1 fs2 fc0 sc0 ls9c ws1ad">8%<span class="ls1 ws1"> </span></div></div><div class="c xf5 y4d3 w57 h15"><div class="t m0 x23 h5 y8d ff1 fs2 fc0 sc0 ls26 ws14">Zobowiązania d<span class="_ _1"/>ługoterminowe, w<span class="ls1 ws1"> <span class="_ _0"/><span class="ls43 ws96">tym: </span></span></div></div><div class="t m0 x21 h5 y4d4 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="c x3c y4d3 w55 h15"><div class="t m0 x95 h5 y8d ff1 fs2 fc0 sc0 ls44 wsd">366 036<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="c xcc y4d3 w55 h15"><div class="t m0 xb8 h5 y8d ff1 fs2 fc0 sc0 ls2b ws12">411 582<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="c x49 y4d3 w56 h15"><div class="t m0 x43 h5 y8d ff1 fs2 fc0 sc0 ls2b wsbd">(11%)<span class="ls1 ws1"> </span></div></div><div class="c xf5 y4d5 w57 h6c"><div class="t m0 x23 h5 y1ac ff1 fs2 fc0 sc1 lsb ws11">Zobowi<span class="_ _0"/>ązania z<span class="_ _0"/><span class="ls1 ws1"> <span class="ls11 ws15">tytułu kredytów<span class="_ _0"/> </span></span><span class="wsd">bankowyc<span class="_ _0"/>h </span></div><div class="t m0 x23 h5 y4ce ff1 fs2 fc0 sc1 ls1 ws1">i <span class="lsc wsf">pożyczek<span class="_ _1"/><span class="ls1 ws1"> </span></span></div></div><div class="t m0 xc5 h5 y4d6 ff1 fs2 fc0 sc1 ls17 ws1ae">29 07<span class="_ _0"/>9<span class="ls1 ws1"> <span class="_ _6"> </span><span class="lsf ws1af">70 605</span> <span class="_ _af"> </span> <span class="_ _0"/><span class="ls2a ws62">(59%)<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2c h5 y4d7 ff1 fs2 fc0 sc1 lsb ws11">Zobowi<span class="_ _0"/>ązania z<span class="_ _0"/><span class="ls1 ws1"> <span class="ls11 ws15">tytułu obligac<span class="_ _0"/>ji</span> <span class="_ _b7"> </span><span class="ls10 wsd">232 655</span> <span class="_ _b8"> </span><span class="ws2c">236 329</span> <span class="_ _b9"> </span> <span class="ls9e ws2c">(2<span class="_ _0"/>%)</span> </span></div><div class="c xf5 y4d8 w57 h47"><div class="t m0 x23 h5 y8d ff1 fs2 fc0 sc0 ls26 ws14">Zobowiązania krótkoterminowe, w<span class="_ _1"/><span class="ls1 ws1"> <span class="ls43 ws96">tym:</span></span></div></div><div class="t m0 x21 h5 y4d9 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="c x3c y4d8 w55 h47"><div class="t m0 x112 h5 y8d ff1 fs2 fc0 sc0 ls9c wsb5">384 813<span class="ls1 ws1"> </span></div></div><div class="c xcc y4d8 w55 h47"><div class="t m0 x6e h5 y8d ff1 fs2 fc0 sc0 ls9f ws1">310 663<span class="ls1"> </span></div></div><div class="c x49 y4d8 w56 h47"><div class="t m0 x118 h5 y8d ff1 fs2 fc0 sc0 ls44 ws4d">24%<span class="ls1 ws1"> </span></div></div><div class="c xf5 y4da w57 h6c"><div class="t m0 x23 h5 y1ac ff1 fs2 fc0 sc1 lsb ws11">Zobowi<span class="_ _0"/>ązania z<span class="_ _0"/><span class="ls1 ws1"> <span class="ls11 ws15">tytułu kredytów<span class="_ _0"/> bankowych </span></span></div><div class="t m0 x23 h5 y4ce ff1 fs2 fc0 sc1 ls1 ws1">i <span class="lsc wsf">pożyczek<span class="_ _1"/><span class="ls1 ws1"> </span></span></div></div><div class="t m0 x119 h5 y26d ff1 fs2 fc0 sc1 ls10 wsd">5 219<span class="ls1 ws1"> <span class="_ _59"> </span><span class="ls28 ws4e">12</span> <span class="_ _ba"> </span>43.392% </span></div><div class="t m0 x2c h5 y4db ff1 fs2 fc0 sc1 lsb ws11">Zobowi<span class="_ _0"/>ązania z<span class="_ _0"/><span class="ls1 ws1"> <span class="ls11 ws1d">tytułu <span class="lsc wsf">obligacji</span></span> <span class="_ _2"> </span><span class="ls28 ws12">111 529</span> <span class="_ _af"> </span><span class="ls17 ws1ae">1<span class="_ _0"/>9 035</span> <span class="_ _8b"> </span><span class="ls11 ws1d">486%</span> </span></div><div class="t m0 x2 h6b y4dc ff2 fs0 fc7 sc1 ls3b ws3">Wybrane wska<span class="_ _1"/>źniki finansowe (G<span class="_ _1"/>rupa Kapitałowa)<span class="ls1 ws1"> </span></div><div class="c x2 y4dd w58 h6d"><div class="t m0 xd2 h5 y4de ff1 fs2 fc0 sc0 ls1 ws1"> </div></div><div class="c xcc y4dd w59 h6d"><div class="t m0 x99 h5 y4de ff1 fs2 fc0 sc0 ls44 ws4d">2023<span class="ls1 ws1"> <span class="ls43 ws96">r.<span class="_ _0"/></span> </span></div></div><div class="c x11a y4dd w14 h6d"><div class="t m0 x99 h5 y4de ff1 fs2 fc0 sc0 ls44 ws4d">2022<span class="ls1 ws1"> <span class="ls43 ws96">r.<span class="_ _0"/></span> </span></div></div><div class="c x2 y4df w58 h63"><div class="t m0 x23 h5 y4e0 ff1 fs2 fc0 sc0 ls26 ws63">Rentowność<span class="ls1 ws1"> </span></div></div><div class="c xcc y4df w59 h63"><div class="t m0 x23 h5 y4ce ff1 fs2 fc0 sc1 ls1 ws1"> </div></div><div class="c x11a y4df w14 h63"><div class="t m0 x23 h5 y4ce ff1 fs2 fc0 sc1 ls1 ws1"> </div></div><div class="c x2 y4e1 w58 h28"><div class="t m0 x23 h5 y8d ff1 fs2 fc0 sc0 ls26 ws14">Marża brutto na sprzedaży<span class="ls1 ws1"> </span></div></div><div class="t m0 x5c h5 y4e2 ff1 fs2 fc0 sc1 lsd ws12">31,4<span class="ls1 ws1">% <span class="_ _87"> </span></span>2<span class="_ _0"/>4,3%<span class="ls1 ws1"> </span></div><div class="t m0 x2 h6e y4e3 ff1 fs15 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y4e4 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y4e5 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="c xf5 y4e6 w5a h64"><div class="t m0 xd2 h5 y4bd ff1 fs2 fc0 sc0 ls1 ws1"> </div></div><div class="c xcc y4e6 w5b h64"><div class="t m0 x83 h5 y4bd ff1 fs2 fc0 sc0 ls44 ws4d">31.12.<span class="_ _0"/>2023</div></div><div class="t m0 x5d h2c y4e7 ff1 fs10 fc0 sc1 ls1 ws1"> </div><div class="c x49 y4e6 w5b h64"><div class="t m0 x83 h5 y4bd ff1 fs2 fc0 sc0 ls44 ws4d">31.12.<span class="_ _0"/>2022</div></div><div class="t m0 x11b h5 y4e7 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="c xf5 y4e8 w5a h6f"><div class="t m0 x23 h5 y4e0 ff1 fs2 fc0 sc0 lsa2 wsbe">Płynność<span class="sc1 ls1 ws1"> </span></div></div><div class="c xcc y4e8 w5b h6f"><div class="t m0 x105 h5 y4e0 ff1 fs2 fc0 sc1 ls1 ws1"> </div></div><div class="c x49 y4e8 w5b h6f"><div class="t m0 x105 h5 y4e0 ff1 fs2 fc0 sc1 ls1 ws1"> </div></div><div class="c xf5 y4e9 w5a h70"><div class="t m0 x23 h5 y31c ff1 fs2 fc0 sc0 ls25 wse">Wskaźnik bie<span class="_ _0"/>żącej płynnoś<span class="_ _0"/>ci<span class="sc1 ls1 ws1"> </span></div></div><div class="t m0 x2c h5 y4ea ff1 fs2 fc0 sc1 lsb ws11">aktywa ob<span class="_ _0"/>rotowe d<span class="_ _0"/>o zobow<span class="_ _0"/>iązań krót<span class="_ _0"/>kotermin<span class="_ _0"/>owych (<span class="_ _0"/>bez <span class="ls1 ws1"> </span></div><div class="t m0 x2c h5 y4eb ff1 fs2 fc0 sc1 lsd ws10">przychod<span class="_ _0"/>ów przysz<span class="_ _0"/>łych okres<span class="_ _0"/>ów)<span class="ls1 ws1"> </span></div><div class="t m0 x59 h5 y4ea ff1 fs2 fc0 sc1 lsd ws12">6,6<span class="ls1 ws1"> <span class="_ _7d"> </span></span>12,2<span class="ls1 ws1"> </span></div><div class="c xf5 y4ec w5a h71"><div class="t m0 x23 h5 y2b5 ff1 fs2 fc0 sc0 ls25 wse">Wskaźnik s<span class="_ _0"/>zybkiej płynno<span class="_ _0"/>ści<span class="sc1 ls1 ws1">  </span></div></div><div class="t m0 x2c h5 y4ed ff1 fs2 fc0 sc1 lsb ws11">aktywa ob<span class="_ _0"/>rotowe p<span class="_ _0"/>omniejs<span class="_ _0"/>zone o<span class="ls1 ws1"> </span>z<span class="_ _0"/>apasy do zob<span class="_ _0"/>owiąz<span class="_ _0"/>ań </div><div class="t m0 x2c h5 y4ee ff1 fs2 fc0 sc1 lsd ws10">krótkot<span class="_ _0"/>erminowyc<span class="_ _0"/>h (bez przyc<span class="_ _0"/>hodów prz<span class="_ _0"/>yszłych okr<span class="_ _0"/>esów)<span class="ls1 ws1"> </span></div><div class="t m0 x15 h5 y4ed ff1 fs2 fc0 sc1 lsd ws12">1,8<span class="ls1 ws1"> <span class="_ _bb"> </span></span>2,6<span class="ls1 ws1"> </span></div><div class="c xf5 y3e0 w5a h37"><div class="t m0 x23 h5 y4e0 ff1 fs2 fc0 sc0 lsa2 wsbe">Zadłuż<span class="_ _1"/>enie<span class="ls1 ws1"> </span></div></div><div class="c xcc y3e0 w5b h37"><div class="t m0 x105 h5 y4e0 ff1 fs2 fc0 sc1 ls1 ws1"> </div></div><div class="c x49 y3e0 w5b h37"><div class="t m0 x105 h5 y4e0 ff1 fs2 fc0 sc1 ls1 ws1"> </div></div><div class="c xf5 y4ef w5a h72"><div class="t m0 x23 h5 y239 ff1 fs2 fc0 sc0 lsa2 wsf">Dług netto (w<span class="_ _1"/> mln zł)*<span class="_ _1"/><span class="ls1 ws1"> </span></div></div><div class="t m0 x2c h5 y4f0 ff1 fs2 fc0 sc1 lsc wse">zobowią<span class="_ _1"/>zania o<span class="_ _1"/>dset<span class="_ _1"/>kowe (w tym n<span class="_ _1"/>aliczone<span class="_ _1"/> odse<span class="_ _1"/>tki) po<span class="_ _1"/>mniejs<span class="_ _1"/>zone </div><div class="c xf5 y4ef w5a h72"><div class="t m0 x23 h5 y4ce ff1 fs2 fc0 sc1 ls1 ws1">o <span class="lsd ws10">wartość ś<span class="_ _0"/>rodków pi<span class="_ _0"/>eniężnych<span class="_ _0"/></span><span class="sc0"> </span></div></div><div class="t m0 x11c h5 y4f0 ff1 fs2 fc0 sc1 lsd ws12">170,2<span class="ls1 ws1"> <span class="_ _5"> </span></span>239,1<span class="ls1 ws1"> </span></div><div class="c xf5 y4f1 w5a h65"><div class="t m0 x23 h5 y271 ff1 fs2 fc0 sc0 ls26 ws14">Wskaźnik pokrycia majątku kap<span class="_ _1"/>itałami własnymi<span class="ls1 ws1"> </span></div></div><div class="t m0 x2c h5 y4f2 ff1 fs2 fc0 sc1 lsb ws11">kapi<span class="_ _0"/>tał własny do ak<span class="_ _0"/>tywów<span class="_ _0"/> ogółem <span class="ls1 ws1"> </span></div><div class="t m0 x5c h5 y4f3 ff1 fs2 fc0 sc1 lsd ws12">48,6%<span class="ls1 ws1"> <span class="_ _b1"> </span></span>47,6<span class="_ _0"/><span class="ls1 ws1">% </span></div><div class="c xf5 y4f4 w5a h6d"><div class="t m0 x23 h5 y271 ff1 fs2 fc0 sc0 ls25 ws5f">Wskaźnik <span class="_ _0"/><span class="ls26 ws14">zadłużenia kapitału własnego<span class="ls1 ws1"> </span></span></div></div><div class="t m0 x2c h5 y4f5 ff1 fs2 fc0 sc1 lsb ws11">zobow<span class="_ _0"/>iązania og<span class="_ _0"/>ółem do kap<span class="_ _0"/>itału włas<span class="_ _0"/>nego<span class="ls1 ws1"> </span></div><div class="t m0 x4d h5 y4f6 ff1 fs2 fc0 sc1 lsd ws12">105,7<span class="_ _0"/>%<span class="ls1 ws1"> <span class="_ _bc"> </span><span class="ls28 ws4e">110,2</span>% </span></div><div class="c xf5 y4f7 w5a h65"><div class="t m0 x23 h5 y271 ff1 fs2 fc0 sc0 ls26 ws14">Wskaźnik ogólnego zadłużenia<span class="ls1 ws1"> </span></div></div><div class="t m0 x2c h5 y4f8 ff1 fs2 fc0 sc1 lsb ws11">zobow<span class="_ _0"/>iązania og<span class="_ _0"/>ółem do akt<span class="_ _0"/>ywów ogółem<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 xe0 h5 y4f9 ff1 fs2 fc0 sc1 lsd ws12">51,4%<span class="ls1 ws1"> <span class="_ _8b"> </span><span class="ls10 ws14">52,4<span class="_ _1"/><span class="ls1 ws1">% </span></span></span></div><div class="c xf5 y4fa w5a h61"><div class="t m0 x23 h1a y336 ff1 fse fc0 sc0 ls1 ws1"> </div></div><div class="c xcc y4fa w5b h61"><div class="t m0 x105 h1a y336 ff1 fse fc0 sc1 ls1 ws1"> </div></div><div class="c x49 y4fa w5b h61"><div class="t m0 x105 h1a y336 ff1 fse fc0 sc1 ls1 ws1"> </div></div><div class="c xf5 y4fb w5c h73"><div class="t m0 x23 h17 y4fc ff1 fsb fcc sc1 ls2d wsdb">* Dług netto G<span class="_ _0"/>rupy na dzień 31.1<span class="_ _0"/>2.<span class="ls2e ws8e">2023<span class="ls1 ws1"> <span class="_ _1"/><span class="ls2d wsdb">oraz na dzień 31.1<span class="_ _0"/>2.<span class="ls2e ws8e">2022<span class="ls1 ws1"> <span class="_ _1"/><span class="ls2d wsdb">r. wyniósłby<span class="_ _0"/> odpowiednio <span class="ls1 ws1">175,7 <span class="_ _1"/><span class="ls2d wsdb">mln zł oraz<span class="ls1 ws1"> <span class="ls41 ws91">247,0<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></span></span></span></span></span></span></span></span></div></div><div class="t m0 x2c h17 y4fd ff1 fsb fcc sc1 ls2d wsdb">mln zł po uw<span class="_ _0"/>zględnieniu zobowiązania z tytuł<span class="_ _0"/>u opłat za użytkowanie wieczyste gruntów<span class="_ _0"/> ka<span class="_ _1"/>lkulowane<span class="_ _0"/>go zgodnie </div><div class="c xf5 y4fb w5c h73"><div class="t m0 x23 h17 y111 ff1 fsb fcc sc1 lsa3 wsd5">z MSSF 16<span class="ls1 ws1"> <span class="_ _1"/><span class="ff4 ls5c ws10e">Leasing<span class="_ _1"/><span class="ff1 ls1 ws1">.<span class="fc0"> </span></span></span></span></div></div><div class="t m0 x2 h6b y4fe ff2 fs0 fc7 sc1 ls8 ws9">Omówienie<span class="_ _0"/> wyników fin<span class="_ _0"/>ansowych Grup<span class="_ _0"/>y Kapita<span class="_ _0"/>łowej<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y4ff ff1 fs2 fc0 sc1 lsd ws140">W 2023<span class="_ _0"/> r. Grupa Marvip<span class="_ _0"/>ol Develop<span class="_ _0"/>ment rozpoz<span class="_ _0"/>nała 377,5<span class="_ _0"/> mln zł przych<span class="_ _0"/>odów, wobec<span class="_ _0"/> 588,6 mln zł </div><div class="t m0 x2 h5 y500 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsd ws4e">20<span class="_ _0"/>22 r., wypracowując 8<span class="_ _0"/><span class="ls8f ws15">1,1 </span>mln zł zysku operac<span class="_ _0"/>yjnego (12<span class="_ _0"/>1,6 mln zł w 2022 r.) oraz <span class="ls10 ws14">55,3 <span class="lsc wsbe">m<span class="_ _1"/>ln zł zys<span class="_ _1"/>ku </span></span></span></div><div class="t m0 x2 h5 y501 ff1 fs2 fc0 sc1 lsd ws10">netto, wob<span class="_ _0"/>ec 89,9 ml<span class="_ _0"/>n zł w 2022 r. <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y502 ff1 fs2 fc0 sc1 lsc ws198">O niższym<span class="_ _1"/> pozio<span class="_ _1"/>mie pr<span class="_ _1"/>zycho<span class="_ _1"/>dów Grupy<span class="_ _1"/> przes<span class="_ _1"/>ądził niżs<span class="_ _1"/>zy wolum<span class="_ _1"/>en prze<span class="_ _1"/>kazań<span class="_ _1"/> loka<span class="_ _1"/>li mies<span class="_ _1"/>zkalnych<span class="_ _1"/>, </div><div class="t m0 x2 h5 y503 ff1 fs2 fc0 sc1 lsd ws4b">usługowyc<span class="_ _0"/>h oraz prz<span class="_ _0"/>ypisanyc<span class="_ _0"/>h do segmentu p<span class="_ _0"/>ozostałyc<span class="_ _0"/>h aktyw<span class="_ _0"/>ów nierucho<span class="_ _0"/>mościow<span class="_ _0"/>ych, części<span class="_ _0"/>owo </div><div class="t m0 x2 h5 y504 ff1 fs2 fc0 sc1 lsd ws16">kompens<span class="_ _0"/>owany struk<span class="_ _0"/>turą prz<span class="_ _0"/>ekazywanyc<span class="_ _0"/>h mieszkań (<span class="_ _0"/>większ<span class="_ _0"/>y średni metraż<span class="_ _0"/> oraz średnia cena </div><div class="t m0 x2 h5 y505 ff1 fs2 fc0 sc1 lsc ws52">sprze<span class="_ _1"/>daży). Zm<span class="_ _1"/>iana miks<span class="_ _1"/>u prze<span class="_ _1"/>kazywan<span class="_ _1"/>ych loka<span class="_ _1"/>li przeł<span class="_ _1"/>ożyła s<span class="_ _1"/>ię na wzr<span class="_ _1"/>ost pro<span class="_ _1"/>centowe<span class="_ _1"/>j marży br<span class="_ _1"/>utto </div><div class="t m0 x2 h5 y506 ff1 fs2 fc0 sc1 lsd wsa6">na sprzedaż<span class="_ _0"/>y, z 24,3<span class="_ _0"/>% w 2022 r. d<span class="_ _0"/>o 31,4% w 202<span class="_ _0"/>3 r. Ze względ<span class="_ _0"/>u na niższy p<span class="_ _0"/>oziom przychod<span class="_ _0"/>ów ze </div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf22" style="content-visibility: auto;"><div class="pc pc22 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls69 wsec">34<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 ls11 ws1b0">sprzedaży l<span class="_ _0"/>okali oraz<span class="_ _0"/> ujemny wynik<span class="_ _0"/> operacyjny <span class="_ _0"/>segmentu <span class="_ _0"/>magazynowego z<span class="_ _0"/>ysk oper<span class="_ _0"/>acyjny Grup<span class="_ _0"/>y </div><div class="t m0 x2 h5 y34 ff1 fs2 fc0 sc1 lsc ws35">zmniejs<span class="_ _1"/>zył się<span class="_ _1"/> w an<span class="_ _1"/>alizow<span class="_ _1"/>anym<span class="_ _1"/> okresie<span class="_ _1"/> o 3<span class="ls1 ws1">3</span>%.<span class="_ _1"/> O n<span class="_ _1"/>iższe<span class="_ _1"/>j rent<span class="_ _1"/>ownoś<span class="_ _1"/>ci net<span class="_ _1"/>to, poza<span class="_ _1"/> ww. czy<span class="_ _1"/>nnikam<span class="_ _1"/>i, </div><div class="t m0 x2 h5 y1ae ff1 fs2 fc0 sc1 lsd ws2f">przesądz<span class="_ _0"/>ił wzrost k<span class="_ _0"/>osztów fi<span class="_ _0"/>nansowych (<span class="ls1 ws1">-<span class="lsb ws30">1<span class="_ _0"/>2,5 mln zł sald<span class="_ _0"/>a przychod<span class="_ _0"/>ów i kosztów<span class="_ _0"/> finansow<span class="_ _0"/>ych, wobec<span class="_ _0"/> </span></span></div><div class="t m0 x2 h5 y1af ff1 fs2 fc0 sc1 ls1 ws1">-<span class="lsd ws1a8">10,6 ml<span class="_ _0"/>n zł salda w 2022 r.). zwi<span class="_ _0"/>ązany <span class="lsc ws194">głównie<span class="_ _1"/> z<span class="_ _1"/> ujemn<span class="_ _1"/>ymi ró<span class="_ _1"/>żnicam<span class="_ _1"/>i kurso<span class="_ _1"/>wymi<span class="ls1 ws1">  </span><span class="wsf">związany<span class="_ _1"/>mi </span></span></span></div><div class="t m0 x2 h5 y417 ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lsc wse">umocnie<span class="_ _1"/>niem po<span class="_ _1"/>lskiej wa<span class="_ _1"/>luty<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y37 ff1 fs2 fc0 sc1 lsc wse">Sytua<span class="_ _1"/>cja pły<span class="_ _1"/>nnościo<span class="_ _1"/>wa Grupy Ka<span class="_ _1"/>pitał<span class="_ _1"/>owej nie<span class="_ _1"/>zmienn<span class="_ _1"/>ie kształ<span class="_ _1"/>tuje s<span class="_ _1"/>ię na be<span class="_ _1"/>zpieczny<span class="_ _1"/>m pozio<span class="_ _1"/>mie.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y507 ff1 fs2 fc0 sc1 lsc ws118">Grupa<span class="_ _1"/> Kapita<span class="_ _1"/>łowa u<span class="_ _1"/>trzymuje<span class="_ _1"/> bezpieczn<span class="_ _1"/>y pozio<span class="_ _1"/>m za<span class="_ _1"/>dłużen<span class="_ _1"/>ia. Na<span class="_ _1"/> przes<span class="_ _1"/>trzen<span class="_ _1"/>i minion<span class="_ _1"/>ego r<span class="_ _1"/>oku </div><div class="t m0 x2 h5 y39 ff1 fs2 fc0 sc1 lsc ws13d">zadłuże<span class="_ _1"/>nie ne<span class="_ _1"/>tto Gru<span class="_ _1"/>py Kapit<span class="_ _1"/>ało<span class="_ _1"/>wej zmnie<span class="_ _1"/>jszyło<span class="_ _1"/> się o 29<span class="_ _1"/>%, do<span class="_ _1"/> 170,2 m<span class="_ _1"/>ln <span class="_ _1"/>zł (175<span class="_ _1"/>,7 mln<span class="_ _1"/> zł po<span class="_ _1"/> </div><div class="t m0 x2 h5 y3a ff1 fs2 fc0 sc1 lsc ws42">uwzględnie<span class="_ _1"/>niu zobo<span class="_ _1"/>wiązań<span class="_ _1"/> z<span class="ls1 ws1"> <span class="ls11 wse5">tytułu opłat za użytkow<span class="_ _0"/>anie wiecz<span class="_ _0"/>yste gruntów oszac<span class="lsb ws43">ow<span class="_ _0"/>anych zg<span class="_ _0"/>odnie </span></span></span></div><div class="t m0 x2 h5 y3b ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lsd wsae">MSSF 1<span class="_ _0"/>6 Leasing) na d<span class="_ _0"/>zień 31 gru<span class="_ _0"/>dnia 202<span class="_ _0"/>3 r.  Na spadek zadłuż<span class="_ _0"/>enia odsetk<span class="_ _0"/>owego net<span class="_ _0"/>to wpłynęł<span class="_ _0"/>y </span></div><div class="t m0 x2 h5 y3c ff1 fs2 fc0 sc1 lsc ws1b1">m.in.<span class="_ _1"/> dodatnie<span class="_ _1"/> przepł<span class="_ _1"/>ywy z działa<span class="_ _1"/>lności o<span class="_ _1"/>peracyjne<span class="_ _1"/>j (związa<span class="_ _1"/>ne m.<span class="_ _1"/>in. z fina<span class="_ _1"/>lizacją pr<span class="_ _1"/>ojektó<span class="_ _1"/>w </div><div class="t m0 x2 h5 y508 ff1 fs2 fc0 sc1 lsc wse">dewelo<span class="_ _1"/>perskich<span class="_ _1"/>) ora<span class="_ _1"/>z dodatni wy<span class="_ _1"/>nik na d<span class="_ _1"/>ziała<span class="_ _1"/>lności i<span class="lsd ws12">nwestycyjnej<span class="_ _0"/>.<span class="ls1 ws1">  </span></span></div><div class="t m0 x2 h27 y509 ff2 fs4 fc5 sc1 ls47 wsf3">Sytuacja finansowa Spółki<span class="ls1 ws1"> </span></div><div class="t m0 x2 h6b y50a ff2 fs0 fc7 sc1 lsa4 ws1b2">Wybrane <span class="ls8 ws88">jednostk<span class="_ _0"/>owe<span class="ls1 ws1"> <span class="ls3b ws3">dane finansowe</span> </span></span></div><div class="c xf5 y50b w54 h1e"><div class="t m0 xd2 h5 y115 ff1 fs2 fc0 sc0 ls43 ws4e">tys. zł<span class="ls1 ws1"> </span></div></div><div class="c x3c y50b w55 h1e"><div class="t m0 x99 h5 y115 ff1 fs2 fc0 sc0 ls44 wsd">2023 r.<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="c xcc y50b w56 h1e"><div class="t m0 x99 h5 y115 ff1 fs2 fc0 sc0 ls44 wsd">2022 r.<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="c x49 y50b w50 h1e"><div class="t m0 x96 h5 y115 ff1 fs2 fc0 sc0 ls44 ws4d">Zmian<span class="_ _0"/>a<span class="ls1 ws1"> </span></div></div><div class="c xf5 y1e8 w54 h28"><div class="t m0 x23 h5 y8d ff1 fs2 fc0 sc0 ls43 ws4e">Przychody ze sprz<span class="_ _1"/>edaży<span class="ls1 ws1"> </span></div></div><div class="c x3c y1e8 w55 h28"><div class="t m0 x4a h5 y8d ff1 fs2 fc0 sc0 ls2c ws60">41 003<span class="ls1 ws1"> </span></div></div><div class="c xcc y1e8 w56 h28"><div class="t m0 x4a h5 y8d ff1 fs2 fc0 sc0 ls2b ws12">56 018<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="c x49 y1e8 w50 h28"><div class="t m0 x11d h5 y8d ff1 fs2 fc0 sc0 ls1 ws1"> <span class="ls9d ws1aa">(27%)<span class="_ _0"/></span> </div></div><div class="t m0 x2c h5 y50c ff1 fs2 fc0 sc1 lsd ws10">Koszt wł<span class="_ _0"/>asny sprzedaż<span class="_ _0"/>y<span class="ls1 ws1"> <span class="_ _bd"> </span> <span class="ls2a ws62">(3</span>7 632) <span class="_ _be"> </span> <span class="ls92 ws20">(5<span class="_ _0"/>2 034<span class="_ _0"/>)</span> <span class="_ _bf"> </span> <span class="ls2a ws62">(2</span>8<span class="ls9e ws2c">%)</span> </span></div><div class="t m0 x2c h5 y50d ff1 fs2 fc0 sc1 lsd ws10">Zysk brutto n<span class="_ _0"/>a sprzedaż<span class="_ _0"/>y<span class="ls1 ws1"> <span class="_ _c0"> </span><span class="ws2c">3 371</span> <span class="_ _87"> </span><span class="lse ws2b">3 984</span> <span class="_ _b1"> </span> (<span class="ls28 ws4e">15<span class="ls2a ws62">%)</span></span> </span></div><div class="c xf5 y50e w54 h15"><div class="t m0 x23 h5 y8d ff1 fs2 fc0 sc0 ls43 ws96">Zysk<span class="ls1 ws1"> <span class="ls26 ws14">na działalności operacyjnej</span> </span></div></div><div class="t m0 x119 h5 y50f ff1 fs2 fc0 sc1 lse ws2b">1 874</div><div class="c x3c y50e w55 h15"><div class="t m0 x10b h5 y8d ff1 fs2 fc0 sc0 ls1 ws1"> </div></div><div class="c xcc y50e w56 h15"><div class="t m0 x6e h5 y8d ff1 fs2 fc0 sc0 ls1 ws1"> <span class="ls25 wse">(2 774)<span class="_ _0"/></span> </div></div><div class="c x49 y50e w50 h15"><div class="t m0 xa5 h5 y8d ff1 fs2 fc0 sc0 ls1 ws1">- </div></div><div class="c xf5 y510 w54 h15"><div class="t m0 x23 h5 y4cc ff1 fs2 fc0 sc0 ls43 ws4e">Zysk netto<span class="ls1 ws1"> </span></div></div><div class="c x3c y510 w55 h15"><div class="t m0 x105 h5 y4cc ff1 fs2 fc0 sc0 ls2b ws12">41 187<span class="ls1 ws1"> </span></div></div><div class="c xcc y510 w56 h15"><div class="t m0 x4a h5 y4cc ff1 fs2 fc0 sc0 ls2b wsbd">61 <span class="ls43 ws96">444<span class="ls1 ws1"> </span></span></div></div><div class="c x49 y510 w50 h15"><div class="t m0 x4a h5 y4cc ff1 fs2 fc0 sc0 ls1 ws1"> <span class="ls9d ws1aa">(3</span>3<span class="_ _0"/><span class="ls9d ws1aa">%)</span> </div></div><div class="t m0 x2 h5 y511 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="c xf5 y3e1 w57 h1d"><div class="t m0 xd2 h5 y115 ff1 fs2 fc0 sc0 ls43 ws4e">tys. zł<span class="ls1 ws1"> </span></div></div><div class="c x3c y3e1 w55 h1d"><div class="t m0 x83 h5 y115 ff1 fs2 fc0 sc0 ls44 ws4d">31.12.<span class="_ _0"/>2023<span class="ls1 ws1"> </span></div></div><div class="c xcc y3e1 w55 h1d"><div class="t m0 x83 h5 y115 ff1 fs2 fc0 sc0 ls44 ws4d">31.12.<span class="_ _0"/>2022<span class="ls1 ws1"> </span></div></div><div class="c x49 y3e1 w56 h1d"><div class="t m0 x96 h5 y115 ff1 fs2 fc0 sc0 ls44 ws4d">Zmian<span class="_ _0"/>a<span class="ls1 ws1"> </span></div></div><div class="c xf5 y512 w57 h15"><div class="t m0 x23 h5 y8d ff1 fs2 fc0 sc0 ls26 ws14">Aktywa trwałe, w<span class="ls1 ws1"> <span class="ls43 ws96">tym:</span> </span></div></div><div class="c x3c y512 w55 h15"><div class="t m0 xb9 h5 y8d ff1 fs2 fc0 sc0 ls9c ws1ad">83<span class="ls1 ws1">3 <span class="ls44 ws4d">128<span class="_ _0"/></span> </span></div></div><div class="c xcc y512 w55 h15"><div class="t m0 x6e h5 y8d ff1 fs2 fc0 sc0 ls44 wsd">722 653<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="c x49 y512 w56 h15"><div class="t m0 x93 h5 y8d ff1 fs2 fc0 sc0 ls1 ws1">15<span class="_ _0"/>% </div></div><div class="t m0 x2c h5 y513 ff1 fs2 fc0 sc1 lsb ws11">Długote<span class="_ _0"/>rminow<span class="_ _0"/>e aktywa fi<span class="_ _0"/>nansowe<span class="_ _0"/><span class="ls1 ws1"> <span class="_ _5e"> </span><span class="lse ws2b">808 17<span class="_ _0"/>3</span> <span class="_ _c1"> </span><span class="lse ws2b">688 674</span> <span class="_ _5c"> </span><span class="ls28 ws4e">17%<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></div><div class="c xf5 y2c w57 h28"><div class="t m0 x23 h5 y8d ff1 fs2 fc0 sc0 ls26 ws14">Aktywa obrotowe, w<span class="ls1 ws1"> <span class="ls67 wse7">ty<span class="_ _0"/>m:</span> </span></div></div><div class="c x3c y2c w55 h28"><div class="t m0 x109 h5 y8d ff1 fs2 fc0 sc0 ls44 wsd">265 476<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="c xcc y2c w55 h28"><div class="t m0 x6e h5 y8d ff1 fs2 fc0 sc0 ls2b ws12">150 986<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="c x49 y2c w56 h28"><div class="t m0 x118 h5 y8d ff1 fs2 fc0 sc0 ls25 ws5f">76%<span class="ls1 ws1"> </span></div></div><div class="t m0 x2c h5 y514 ff1 fs2 fc0 sc1 lsb wsd">Zapasy<span class="_ _0"/><span class="ls1 ws1"> <span class="_ _c2"> </span></span><span class="ls10">112 594<span class="ls1 ws1"> <span class="_ _8e"> </span><span class="ls2a ws1b3">97 665</span> <span class="_ _c3"> </span></span><span class="ws14">15%<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2c h5 y515 ff1 fs2 fc0 sc1 lsc wse">Środki pie<span class="_ _1"/>niężne<span class="_ _1"/> i<span class="ls1 ws1"> <span class="lsa0 ws2b">ich <span class="lsd ws12">ek<span class="_ _0"/>wiwalenty</span></span></span></div><div class="c xf5 y516 w57 h28"><div class="t m0 xc h5 y8d ff1 fs2 fc0 sc0 ls1 ws1"> </div></div><div class="t m0 x11e h5 y515 ff1 fs2 fc0 sc1 ls11 ws15">148 208<span class="ls1 ws1"> <span class="_ _c4"> </span><span class="ls92 ws20">30<span class="_ _0"/> 950</span> <span class="_ _80"> </span>379% </span></div><div class="c xf5 y517 w57 h74"><div class="t m0 x23 h41 y24b ff1 fs14 fc0 sc1 ls1 ws1"> </div></div><div class="c x3c y517 w55 h74"><div class="t m0 x10b h41 y24b ff1 fs14 fc0 sc1 ls1 ws1"> </div></div><div class="c xcc y517 w55 h74"><div class="t m0 x10b h41 y24b ff1 fs14 fc0 sc1 ls1 ws1"> </div></div><div class="c x49 y517 w56 h74"><div class="t m0 x10b h41 y24b ff1 fs14 fc0 sc1 ls1 ws1"> </div></div><div class="c xf5 y518 w57 h15"><div class="t m0 x23 h5 y8d ff1 fs2 fc0 sc0 ls26 ws14">Kapitał własny</div></div><div class="t m0 xa3 h5 y519 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="c x3c y518 w55 h15"><div class="t m0 x109 h5 y8d ff1 fs2 fc0 sc0 ls2b ws12">655 347<span class="ls1 ws1"> </span></div></div><div class="c xcc y518 w55 h15"><div class="t m0 x109 h5 y8d ff1 fs2 fc0 sc0 ls44 ws20">273 594<span class="ls1 ws1"> </span></div></div><div class="c x49 y518 w56 h15"><div class="t m0 xc6 h5 y8d ff1 fs2 fc0 sc0 ls2b wsbd">140%<span class="ls1 ws1"> </span></div></div><div class="c xf5 y51a w57 h15"><div class="t m0 x23 h5 y4cc ff1 fs2 fc0 sc0 ls26 ws14">Zobowiązania d<span class="_ _1"/>ługoterminowe, w<span class="ls1 ws1"> <span class="_ _0"/><span class="ls43 ws96">tym: </span></span></div></div><div class="t m0 x21 h5 y51b ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="c x3c y51a w55 h15"><div class="t m0 x112 h5 y4cc ff1 fs2 fc0 sc0 ls44 wsd">318 264<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="c xcc y51a w55 h15"><div class="t m0 x95 h5 y4cc ff1 fs2 fc0 sc0 ls9f ws1">566 493<span class="ls1"> </span></div></div><div class="c x49 y51a w56 h15"><div class="t m0 x4a h5 y4cc ff1 fs2 fc0 sc0 ls1 ws1"> <span class="ls9d ws1aa">(44%)</span> </div></div><div class="t m0 x2c h5 y51c ff1 fs2 fc0 sc1 lsb ws11">Zobowi<span class="_ _0"/>ązania z<span class="_ _0"/><span class="ls1 ws1"> <span class="ls11 ws15">tytułu kredytów<span class="_ _0"/> bankowych </span></span></div><div class="t m0 x2c h5 y9f ff1 fs2 fc0 sc1 ls1 ws1">i <span class="lsc wsf">pożyczek<span class="_ _1"/><span class="ls1 ws1"> </span></span></div><div class="t m0 xc0 h5 y51d ff1 fs2 fc0 sc1 ls11 ws15">41 427<span class="ls1 ws1"> <span class="_ _c5"> </span><span class="ls10 ws5e">295 907</span> <span class="_ _af"> </span> <span class="ls2a ws62">(86%)</span> </span></div><div class="t m0 x2c h5 y51e ff1 fs2 fc0 sc1 lsb ws11">Zobowi<span class="_ _0"/>ązania z<span class="_ _0"/><span class="ls1 ws1"> <span class="ls11 ws15">tytułu obligac<span class="_ _0"/>ji</span> <span class="_ _b7"> </span><span class="ls10 wsd">232 655</span> <span class="_ _b8"> </span><span class="ws2c">236 329</span> <span class="_ _b9"> </span> <span class="ls9e ws2c">(2<span class="_ _0"/>%)</span> </span></div><div class="c xf5 y51f w57 h28"><div class="t m0 x23 h5 y8d ff1 fs2 fc0 sc0 ls26 ws14">Zobowiązania krótkoterminowe, w<span class="_ _1"/><span class="ls1 ws1"> <span class="ls43 ws96">tym:</span></span></div></div><div class="t m0 x21 h5 y520 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _c6"> </span><span class="ls2a ws61">124 993</span></div><div class="c x3c y51f w55 h28"><div class="t m0 x10b h5 y8d ff1 fs2 fc0 sc0 ls1 ws1"> </div></div><div class="c xcc y51f w55 h28"><div class="t m0 x4a h5 y8d ff1 fs2 fc0 sc0 ls44 wsd">33 552<span class="ls1 ws1"> </span></div></div><div class="c x49 y51f w56 h28"><div class="t m0 xc6 h5 y8d ff1 fs2 fc0 sc0 ls44 ws4d">273%<span class="ls1 ws1"> </span></div></div><div class="c xf5 y521 w57 h6c"><div class="t m0 x23 h5 y1ac ff1 fs2 fc0 sc1 lsb ws11">Zobowi<span class="_ _0"/>ązania z<span class="_ _0"/><span class="ls1 ws1"> <span class="ls11 ws15">tytułu kredytów<span class="_ _0"/> bankowych </span></span></div><div class="t m0 x23 h5 y4ce ff1 fs2 fc0 sc1 ls1 ws1">i <span class="lsc wsf">pożyczek<span class="_ _1"/><span class="ls1 ws1"> </span></span></div></div><div class="t m0 xb3 h5 y522 ff1 fs2 fc0 sc1 ls1 ws1">- <span class="_ _c7"> </span><span class="ls28 ws4e">12</span> <span class="_ _b3"> </span> <span class="ls17 ws47">(100<span class="_ _0"/>%)</span> </div><div class="t m0 x2c h5 y28b ff1 fs2 fc0 sc1 lsb ws11">Zobowi<span class="_ _0"/>ązania z<span class="_ _0"/><span class="ls1 ws1"> <span class="ls11 ws15">tytułu obligac<span class="_ _0"/>ji</span> <span class="_ _4a"> </span><span class="ls28 ws12">111 529<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _bf"> </span><span class="ls17 ws1ae">19 03<span class="_ _0"/>5</span> <span class="_ _8b"> </span><span class="ls11 ws1d">486%</span> </span></span></span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf23" style="content-visibility: auto;"><div class="pc pc23 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls69 wsec">35<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h6b ydc ff2 fs0 fc7 sc1 ls3b ws3">Wybrane wska<span class="_ _1"/>źniki finansowe (Spó<span class="_ _1"/>łka)<span class="ls1 ws1"> </span></div><div class="c x2 y523 w58 h28"><div class="t m0 xd2 h5 y8d ff1 fs2 fc0 sc0 ls1 ws1"> </div></div><div class="c xcc y523 w59 h28"><div class="t m0 x99 h5 y8d ff1 fs2 fc0 sc0 ls44 ws4d">2023<span class="ls1 ws1"> <span class="ls43 ws96">r.<span class="_ _0"/></span> </span></div></div><div class="c x11a y523 w14 h28"><div class="t m0 x99 h5 y8d ff1 fs2 fc0 sc0 ls44 ws4d">2022<span class="ls1 ws1"> <span class="ls43 ws96">r.<span class="_ _0"/></span> </span></div></div><div class="c x2 y524 w58 h1d"><div class="t m0 x23 h5 y115 ff1 fs2 fc0 sc0 ls26 ws63">Rentowność<span class="ls1 ws1"> </span></div></div><div class="c xcc y524 w59 h1d"><div class="t m0 x23 h5 y4ce ff1 fs2 fc0 sc1 ls1 ws1"> </div></div><div class="c x11a y524 w14 h1d"><div class="t m0 x23 h5 y4ce ff1 fs2 fc0 sc1 ls1 ws1"> </div></div><div class="c x2 y525 w58 h15"><div class="t m0 x23 h5 y8d ff1 fs2 fc5 sc5 ls26 ws14">Marża brutto na sprzedaży<span class="fc0 sc0 ls1 ws1"> </span></div></div><div class="t m0 x11c h5 y526 ff1 fs2 fc0 sc1 lsd ws12">8,2<span class="ls1 ws1">% <span class="_ _95"> </span></span>7,1<span class="ls1 ws1">% </span></div><div class="t m0 x2 h2 y527 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="c xf5 y528 w5a h64"><div class="t m0 xd2 h5 y529 ff1 fs2 fc0 sc0 ls1 ws1"> </div></div><div class="c xcc y528 w5b h64"><div class="t m0 x83 h5 y529 ff1 fs2 fc0 sc0 ls44 ws4d">31.12.<span class="_ _0"/>2023</div></div><div class="t m0 x5d h2c y52a ff1 fs10 fc0 sc1 ls1 ws1"> </div><div class="c x49 y528 w5b h64"><div class="t m0 x83 h5 y529 ff1 fs2 fc0 sc0 ls44 ws4d">31.12.<span class="_ _0"/>2022</div></div><div class="t m0 x11b h5 y52a ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="c xf5 y52b w5a h20"><div class="t m0 x23 h5 y132 ff1 fs2 fc0 sc0 lsa2 wsbe">Płynność</div></div><div class="t m0 x11f h5 y52c ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _c8"> </span> <span class="_ _b6"> </span> </div><div class="c xf5 y52d w5a h75"><div class="t m0 x23 h5 y2b5 ff1 fs2 fc5 sc5 ls25 wse">Wskaźnik bie<span class="_ _0"/>żącej płynnoś<span class="_ _0"/>ci</div></div><div class="t m0 xf9 h5 y52e ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2c h5 y52f ff1 fs2 fc0 sc1 lsb ws11">aktywa ob<span class="_ _0"/>rotowe d<span class="_ _0"/>o zobow<span class="_ _0"/>iązań krót<span class="_ _0"/>kotermin<span class="_ _0"/>owych (<span class="_ _0"/>bez <span class="ls1 ws1"> </span></div><div class="c xf5 y52d w5a h75"><div class="t m0 x23 h5 y530 ff1 fs2 fc0 sc1 lsd ws10">przychod<span class="_ _0"/>ów przysz<span class="_ _0"/>łych okres<span class="_ _0"/>ów)<span class="ls1 ws1"> </span></div></div><div class="t m0 x15 h5 y52f ff1 fs2 fc0 sc1 lsd ws12">2,1<span class="ls1 ws1"> <span class="_ _bb"> </span></span>4,5<span class="ls1 ws1"> </span></div><div class="c xf5 y531 w5a h76"><div class="t m0 x23 h5 y2b5 ff1 fs2 fc5 sc5 ls25 wse">Wskaźnik s<span class="_ _0"/>zybkiej płynno<span class="_ _0"/>ści</div></div><div class="t m0 xf9 h5 y532 ff1 fs2 fc5 sc1 ls1 ws1"> <span class="fc0"> </span></div><div class="t m0 x2c h5 y533 ff1 fs2 fc0 sc1 lsb wsd">aktywa <span class="_ _0"/><span class="ws11">obrotow<span class="_ _0"/>e pomniej<span class="_ _0"/>szone o<span class="ls1 ws1"> <span class="_ _0"/></span>zapasy do zob<span class="_ _0"/>owią<span class="_ _0"/>zań </span></div><div class="c xf5 y531 w5a h76"><div class="t m0 x23 h5 y530 ff1 fs2 fc0 sc1 lsd ws10">krótkot<span class="_ _0"/>erminowyc<span class="_ _0"/>h (bez przyc<span class="_ _0"/>hodów prz<span class="_ _0"/>yszłych okr<span class="_ _0"/>esów)<span class="ls1 ws1"> </span></div></div><div class="t m0 x15 h5 y533 ff1 fs2 fc0 sc1 lsd ws12">1,2<span class="ls1 ws1"> <span class="_ _52"> </span></span>1,6<span class="ls1 ws1"> </span></div><div class="c xf5 y534 w5a h1d"><div class="t m0 x23 h5 y535 ff1 fs2 fc0 sc0 lsa2 wsbe">Zadłuż<span class="_ _1"/>enie<span class="ls1 ws1"> </span></div></div><div class="t m0 xac h5 y536 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _b6"> </span> </div><div class="c xf5 y537 w5a h72"><div class="t m0 x23 h5 y239 ff1 fs2 fc5 sc5 lsa2 wsf">Dług netto (w<span class="_ _1"/> mln zł)<span class="_ _1"/><span class="fc0 sc0 ls1 ws1"> </span></div></div><div class="t m0 x2c h5 y20e ff1 fs2 fc0 sc1 lsc wse">zobowią<span class="_ _1"/>zania o<span class="_ _1"/>dset<span class="_ _1"/>kowe (w tym n<span class="_ _1"/>aliczone<span class="_ _1"/> odse<span class="_ _1"/>tki) po<span class="_ _1"/>mniejs<span class="_ _1"/>zone </div><div class="c xf5 y537 w5a h72"><div class="t m0 x23 h5 y4ce ff1 fs2 fc0 sc1 ls1 ws1">o <span class="lsd ws10">wartość ś<span class="_ _0"/>rodków pi<span class="_ _0"/>eniężnych<span class="_ _0"/></span><span class="sc0"> </span></div></div><div class="t m0 xe0 h5 y20e ff1 fs2 fc0 sc1 ls10 ws14">253,0<span class="ls1 ws1"> <span class="_ _8b"> </span>5<span class="lsd ws12">38,0</span> </span></div><div class="c xf5 y538 w5a h4c"><div class="t m0 x23 h5 y271 ff1 fs2 fc5 sc5 ls26 ws14">Wskaźnik pokrycia majątku kap<span class="_ _1"/>itałami własnymi<span class="fc0 sc0 ls1 ws1"> </span></div></div><div class="t m0 x2c h5 y50b ff1 fs2 fc0 sc1 lsb ws11">kapi<span class="_ _0"/>tał własny do ak<span class="_ _0"/>tywów<span class="_ _0"/> ogółem <span class="ls1 ws1"> </span></div><div class="t m0 x5c h5 y539 ff1 fs2 fc0 sc1 lsd ws12">59,7<span class="ls1 ws1">% <span class="_ _8b"> </span></span>31,3<span class="_ _0"/><span class="ls1 ws1">% </span></div><div class="c xf5 y53a w5a h65"><div class="t m0 x23 h5 y53b ff1 fs2 fc5 sc5 ls26 ws14">Wskaźnik zadłużenia kapitału włas<span class="_ _1"/>nego<span class="fc0 sc0 ls1 ws1"> </span></div></div><div class="t m0 x2c h5 y53c ff1 fs2 fc0 sc1 lsb ws11">zobow<span class="_ _0"/>iązania og<span class="_ _0"/>ółem do kap<span class="_ _0"/>itału włas<span class="_ _0"/>nego<span class="ls1 ws1"> </span></div><div class="t m0 x5c h5 y53d ff1 fs2 fc0 sc1 lsd ws12">67,6<span class="_ _0"/><span class="ls1 ws1">% <span class="_ _c9"> </span>2</span>19,3<span class="ls1 ws1">% </span></div><div class="c xf5 y53e w5a h4c"><div class="t m0 x23 h5 y271 ff1 fs2 fc5 sc5 ls26 ws14">Wskaźnik ogólnego zadłużenia<span class="fc0 sc0 ls1 ws1"> </span></div></div><div class="t m0 x2c h5 y53f ff1 fs2 fc0 sc1 lsb ws11">zobow<span class="_ _0"/>iązania og<span class="_ _0"/>ółem do akt<span class="_ _0"/>ywów <span class="wsd">ogółem<span class="_ _0"/><span class="ls1 ws1"> </span></span></div><div class="t m0 x5c h5 y540 ff1 fs2 fc0 sc1 lsd ws12">40,3<span class="ls1 ws1">% <span class="_ _b1"> </span></span>68,7<span class="_ _0"/><span class="ls1 ws1">% </span></div><div class="t m0 x2 h27 y541 ff2 fs4 fc5 sc1 ls66 wsab">Infor<span class="_ _0"/>macje uzupełniające<span class="ls1 ws1"> </span></div><div class="t m0 x2 h6b y542 ff2 fs0 fc7 sc1 ls8 ws9">Kredyty, poż<span class="_ _0"/>yczki, obli<span class="_ _0"/>gacje <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y543 ff1 fs2 fc0 sc1 lsd ws4b">Informacj<span class="_ _0"/>e dotyczące z<span class="_ _0"/>aciągnięt<span class="_ _0"/>ych przez G<span class="_ _0"/>rupę Kapitałow<span class="_ _0"/>ą kredytów z<span class="_ _0"/>aprezentow<span class="_ _0"/>ane są </div><div class="t m1 x120 he y543 ff1 fsa fc0 sc0 ls87 ws1b4">Nocie<span class="_ _0"/> 2<span class="ls1 ws1">5</span></div><div class="t m0 x121 h5 y543 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h5 y544 ff1 fs2 fc0 sc1 lsb wsaf">Skonsol<span class="_ _0"/>idowaneg<span class="_ _0"/>o sprawo<span class="_ _0"/>zdani<span class="_ _0"/>a finansow<span class="_ _0"/>ego za rok <span class="ls10 ws14">2023<span class="lsd ws45">. I<span class="_ _0"/>nformacje d<span class="_ _0"/>otyczące z<span class="_ _0"/>aciągniętyc<span class="_ _0"/>h przez </span></span></div><div class="t m0 x2 h5 y545 ff1 fs2 fc0 sc1 lsd ws7e">Spółkę k<span class="_ _0"/>redytów z<span class="_ _0"/>aprezentow<span class="_ _0"/>ane są w<span class="ls1 ws1"> <span class="lsb wsff">Noc<span class="_ _0"/>ie 2</span>2 <span class="_ _4b"/><span class="lsb wsff">Jed<span class="_ _0"/>nostkoweg<span class="_ _0"/>o sprawoz<span class="_ _0"/>dania<span class="_ _0"/> finansow<span class="_ _0"/>ego za rok </span></span></div><div class="t m0 x2 h5 y546 ff1 fs2 fc0 sc1 ls10 ws14">2023<span class="lsd ws10">. W<span class="ls1 ws1"> </span><span class="ls92">20<span class="_ _0"/>23<span class="ls1 ws1"> </span></span>r. ni<span class="_ _0"/>e zostały wyp<span class="_ _0"/>owiedz<span class="_ _0"/>iane żadne umow<span class="_ _0"/>y kredytowe<span class="_ _0"/>.<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y547 ff1 fs2 fc0 sc1 ls28 ws1b5">Informa<span class="_ _1"/>cje dotyczące <span class="ls11 ws1d">otrzymanych<span class="ls1 ws1"> <span class="_ _1"/><span class="lsb ws76">prz<span class="_ _0"/>ez Grupę K<span class="_ _0"/>apitał<span class="_ _0"/>ową pożyc<span class="_ _0"/>zek zapr<span class="_ _0"/>ezent<span class="_ _0"/>owane są w<span class="_ _0"/><span class="ls1 ws1"> </span></span></span></span></div><div class="t m1 x120 he y548 ff1 fsa fc0 sc0 ls87 ws1b6">Nocie<span class="_ _0"/> 2<span class="ls1 ws1">5</span></div><div class="t m0 x121 h5 y548 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h5 y549 ff1 fs2 fc0 sc1 lsb wsaf">Skonsol<span class="_ _0"/>idowaneg<span class="_ _0"/>o sprawo<span class="_ _0"/>zdani<span class="_ _0"/>a finansow<span class="_ _0"/>ego za rok <span class="ls10 ws14">2023<span class="lsd ws45">. I<span class="_ _0"/>nformacje d<span class="_ _0"/>otyczące z<span class="_ _0"/>aciągniętyc<span class="_ _0"/>h przez </span></span></div><div class="t m0 x2 h5 y54a ff1 fs2 fc0 sc1 lsb wsff">Spółk<span class="_ _0"/>ę pożyczek<span class="_ _0"/> zaprezen<span class="_ _0"/>towane s<span class="_ _0"/>ą w<span class="ls1 ws1"> </span>Noci<span class="_ _0"/>e 2<span class="ls1 ws1">2 <span class="_ _4b"/></span>Jednostkow<span class="_ _0"/>ego spraw<span class="_ _0"/>ozdani<span class="_ _0"/>a fi<span class="_ _0"/>nansowego z<span class="_ _0"/>a rok </div><div class="t m0 x2 h5 y54b ff1 fs2 fc0 sc1 ls10 ws14">2023<span class="lsd ws10">. W<span class="ls1 ws1"> </span><span class="ls92">20<span class="_ _0"/>23<span class="ls1 ws1"> <span class="lsc wse">r. nie zos<span class="_ _1"/>tały wypo<span class="_ _1"/>wiedzian<span class="_ _1"/>e żadne<span class="_ _1"/> umo<span class="_ _1"/>wy pożycze<span class="_ _1"/>k.<span class="ls1 ws1"> </span></span></span></span></span></div><div class="t m0 x2 h5 y54c ff1 fs2 fc0 sc1 lsb ws30">Informac<span class="_ _0"/>je dotycz<span class="_ _0"/>ące udzi<span class="_ _0"/>elonych p<span class="_ _0"/>rzez Grup<span class="_ _0"/>ę Kapitałową poż<span class="_ _0"/>yczek z<span class="_ _0"/>aprezent<span class="_ _0"/>owane są w<span class="ls1 ws1"> </span></div><div class="t m1 x122 he y54d ff1 fsa fc0 sc0 ls87 ws1b6">Nota<span class="_ _0"/>ch 1<span class="_ _0"/>7</div><div class="t m0 x121 h5 y54d ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h5 y54e ff1 fs2 fc0 sc1 ls1 ws1">i </div><div class="t m1 xb he y54f ff1 fsa fc0 sc0 ls1 ws1">35</div><div class="t m0 x38 h5 y54f ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _45"> </span><span class="lsb ws37">Sk<span class="_ _0"/>onsolidow<span class="_ _0"/>anego spr<span class="_ _0"/>awozdani<span class="_ _0"/>a finans<span class="_ _0"/>owego z<span class="_ _0"/>a rok <span class="ls10 ws14">2023<span class="lsd ws38">. Inf<span class="_ _0"/>ormacje doty<span class="_ _0"/>czące udz<span class="_ _0"/>ielonych<span class="_ _0"/> </span></span></span></div><div class="t m0 x2 h5 y550 ff1 fs2 fc0 sc1 lsd ws3d">przez S<span class="_ _0"/>półkę pożyc<span class="_ _0"/>zek zaprezent<span class="_ _0"/>owane są w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsb ws3e">Notach 1</span>5 <span class="_ _e"> </span><span class="lsa0 ws147">i 3</span>0 <span class="_ _48"> </span><span class="lsb ws3e">Jed<span class="_ _0"/>nostkow<span class="_ _0"/>ego sprawoz<span class="_ _0"/>dania </span></span></div><div class="t m0 x2 h5 y551 ff1 fs2 fc0 sc1 lsb ws11">finan<span class="_ _0"/>sowego za rok<span class="_ _0"/> <span class="ls10 ws14">2023<span class="ls1 ws1">. </span></span></div><div class="t m0 x2 h5 y552 ff1 fs2 fc0 sc1 lsb ws1b7">Informac<span class="_ _0"/>je dotycz<span class="_ _0"/>ące wy<span class="_ _0"/>emitowan<span class="_ _0"/>ych, umorz<span class="_ _0"/>onyc<span class="_ _0"/>h i<span class="ls1 ws1"> <span class="lsc ws1b8">wykupion<span class="_ _1"/>ych pr<span class="_ _1"/>zez Spół<span class="_ _1"/>kę obliga<span class="_ _1"/>cji<span class="_ _1"/> </span></span></div><div class="t m0 x2 h5 y553 ff1 fs2 fc0 sc1 lsb wse6">zaprez<span class="_ _0"/>entowane s<span class="_ _0"/>ą w<span class="ls1 ws1"> </span>Noc<span class="_ _0"/>ie 2<span class="ls1 ws1">3 <span class="_ _79"> </span></span>Jednostkow<span class="_ _0"/>ego spraw<span class="_ _0"/>ozdani<span class="_ _0"/>a finansow<span class="_ _0"/>ego z<span class="_ _0"/>a rok <span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="_ _79"> </span></span></span><span class="wsd">oraz <span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y554 ff1 fs2 fc0 sc1 ls2a ws62">w </div><div class="t m1 x3a he y555 ff1 fsa fc0 sc0 ls87 ws1b9">Nocie<span class="_ _0"/> 2<span class="ls1 ws1">6</span></div><div class="t m0 xea h5 y555 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _14"> </span><span class="lsb ws79">S<span class="_ _0"/>konsolid<span class="_ _0"/>owanego spr<span class="_ _0"/>awozd<span class="_ _0"/>ania finan<span class="_ _0"/>sowego z<span class="_ _0"/>a rok <span class="ls10 ws14">2023<span class="lsd ws9e">. W</span></span></span> <span class="ls10 ws14">20<span class="_ _0"/>23</span> <span class="_ _14"> </span><span class="lsb ws79">r. oraz d<span class="_ _0"/>o dnia </span></div><div class="t m0 x2 h5 y556 ff1 fs2 fc0 sc1 lsc wsbf">publikacji<span class="_ _1"/> niniejs<span class="_ _1"/>zego r<span class="_ _1"/>aportu<span class="_ _1"/> spół<span class="_ _1"/>ki zależne<span class="_ _1"/> Emite<span class="_ _1"/>nta nie<span class="_ _1"/> wyemit<span class="_ _1"/>owały<span class="_ _1"/> oraz nie<span class="_ _1"/> miały<span class="_ _1"/> wyem<span class="_ _1"/>itowanych<span class="_ _1"/> </div><div class="t m0 x2 h5 y557 ff1 fs2 fc0 sc1 lsc wsf">obligacji.<span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="d m2 gs6"/><div class="d m2 gs7"/><div class="d m2 gs8"/><div class="d m2 gs9"/></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf24" style="content-visibility: auto;"><div class="pc pc24 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls69 wsec">36<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h6b ydc ff2 fs0 fc7 sc1 ls39 ws89">Porę<span class="_ _0"/>czenia i<span class="_ _0"/><span class="ls1 ws1"> <span class="ls3e ws9">gwaran<span class="_ _0"/>cje</span> </span></div><div class="t m0 x2 h5 y558 ff1 fs2 fc0 sc1 ls1 ws1">W <span class="_ _ad"> </span><span class="ls10 ws14">2023</span> <span class="_ _ad"> </span><span class="lsb ws12a">r. Spół<span class="_ _0"/>ka oraz podmioty z<span class="_ _0"/></span> <span class="lsb ws12a">Grupy<span class="_ _0"/> Kapitałow<span class="_ _0"/>ej nie poręcz<span class="_ _0"/>yły za zobow<span class="_ _0"/>iązania p<span class="_ _0"/>odmiotów </span></div><div class="t m0 x2 h5 y559 ff1 fs2 fc0 sc1 lsb ws11">spoza G<span class="_ _0"/>rupy Kapit<span class="_ _0"/>ałowej.<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y55a ff1 fs2 fc0 sc1 lsb wse6">W anali<span class="_ _0"/>zowanym okres<span class="_ _0"/>ie G<span class="_ _0"/>rupa Kapi<span class="_ _0"/>tałowa otrzy<span class="_ _0"/>mała gwara<span class="_ _0"/>ncje z<span class="ls1 ws1"> <span class="_ _0"/></span>tytułu dobreg<span class="_ _0"/>o/należ<span class="_ _0"/>ytego </div><div class="t m0 x2 h5 y55b ff1 fs2 fc0 sc1 lsb ws11">wykonan<span class="_ _0"/>ia, usuni<span class="_ _0"/>ęcia wad<span class="_ _0"/> i<span class="ls1 ws1"> <span class="lsd ws10">usterek<span class="_ _0"/> oraz gwarancj<span class="_ _0"/>i i</span> <span class="lsc wse">rękojmi o<span class="_ _1"/>d poniższy<span class="_ _1"/>ch podm<span class="_ _1"/>iot<span class="_ _1"/>ów<span class="ls1 ws1">: </span></span></span></div><div class="c x2 y55c wd h3e"><div class="t m0 xa0 h5 y9a ff1 fs2 fc0 sc0 ls26 ws14">Gwarancje otrzymane w <span class="ls44 ws4d">2023<span class="ls1 ws1"> <span class="ls43 ws96">r. <span class="_ _0"/></span> </span></span></div></div><div class="c x2 y55d w5d h6c"><div class="t m0 xd2 h5 y29a ff1 fs2 fc0 sc0 ls43 ws96">Firma<span class="ls1 ws1"> </span></div></div><div class="c x100 y55d w5e h6c"><div class="t m0 x8b h5 y1ac ff1 fs2 fc0 sc0 ls25 ws5f">Rodzaj <span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x106 h5 y4ce ff1 fs2 fc0 sc0 ls45 ws98">gwarancji<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="c x11c y55d w5f h6c"><div class="t m0 x8f h5 y1ac ff1 fs2 fc0 sc0 ls26 ws14">Kwota gwarantowana<span class="ls1 ws1"> </span></div><div class="t m0 x8e h5 y4ce ff1 fs2 fc0 sc0 ls43 ws4e">(tys. zł)<span class="ls1 ws1"> </span></div></div><div class="c x2 y55e w5d h77"><div class="t m0 x91 h5 y1cd ff1 fs2 fc0 sc1 lsd ws10">ITP S.A<span class="_ _0"/>.<span class="ls1 ws1"> </span></div></div><div class="c x100 y55e w5e h77"><div class="t m0 x10a h5 y1cd ff1 fs2 fc0 sc1 lsb wsd">bankow<span class="_ _0"/>a<span class="ls1 ws1"> </span></div></div><div class="c x11c y55e w5f h77"><div class="t m0 x10 h5 y1cd ff1 fs2 fc0 sc1 ls1 ws1">9 </div></div><div class="c x2 y55f w5d h2e"><div class="t m0 x91 h5 y1fb ff1 fs2 fc0 sc1 lsd ws10">Karmar S.A.<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="c x100 y55f w5e h2e"><div class="t m0 x10a h5 y1fb ff1 fs2 fc0 sc1 lsb wsd">bankow<span class="_ _0"/>a<span class="ls1 ws1"> </span></div></div><div class="c x11c y55f w5f h2e"><div class="t m0 x123 h5 y1fb ff1 fs2 fc0 sc1 ls28 ws4e">172<span class="ls1 ws1"> </span></div></div><div class="t m0 x2c h5 y560 ff1 fs2 fc0 sc1 lsd ws12">Keller<span class="ls1 ws1">-<span class="_ _0"/><span class="lsb ws11">Polska Sp.<span class="_ _0"/> z o.o.</span> <span class="_ _ca"> </span><span class="lsb wsd">bankow<span class="_ _0"/>a</span> <span class="_ _cb"> </span><span class="ls10 ws14">20</span> </span></div><div class="t m0 x2c h5 y561 ff1 fs2 fc0 sc1 lsd ws12">Keller<span class="ls1 ws1">-<span class="_ _0"/><span class="lsb ws11">Polska Sp.<span class="_ _0"/> z o.o.</span> <span class="_ _ca"> </span><span class="lsb wsd">bankow<span class="_ _0"/>a</span> <span class="_ _cc"> </span><span class="ls10 ws14">552</span> </span></div><div class="t m0 x2c h5 y562 ff1 fs2 fc0 sc1 lsb ws11">Hochti<span class="_ _0"/>ef Polska <span class="lsd ws12">S<span class="_ _0"/>.A.<span class="ls1 ws1"> <span class="_ _cd"> </span></span></span><span class="wsd">bankow<span class="_ _0"/>a<span class="ls1 ws1"> <span class="_ _ce"> </span><span class="ws2c">3 355</span> </span></span></div><div class="t m0 x2c h5 y563 ff1 fs2 fc0 sc1 lsb ws11">Techb<span class="_ _0"/>au Budowni<span class="_ _0"/>ctwo Sp<span class="_ _0"/>. z o.o.<span class="ls1 ws1"> <span class="_ _cf"> </span></span><span class="wsd">bankow<span class="_ _0"/>a<span class="ls1 ws1"> <span class="_ _d0"> </span><span class="ls11 ws1d">741</span> </span></span></div><div class="t m0 x2c h5 y328 ff1 fs2 fc0 sc1 lsd ws10">Karmar S.A.<span class="_ _0"/><span class="ls1 ws1"> <span class="_ _d1"> </span><span class="lsb wsd">bankow<span class="_ _0"/>a</span> <span class="_ _d2"> </span><span class="ls11 ws15">9 402</span> </span></div><div class="t m0 x2c h5 y564 ff1 fs2 fc0 sc1 lsd ws10">Otis Sp<span class="_ _0"/>. z o.o.<span class="ls1 ws1"> <span class="_ _d3"> </span><span class="lsb wsd">bankow<span class="_ _0"/>a</span> <span class="_ _18"> </span><span class="lsc wsf">71</span> </span></div><div class="t m0 x2c h5 y565 ff1 fs2 fc0 sc1 lsb ws11">Alstal G<span class="_ _0"/>rupa Budow<span class="_ _0"/>lana Sp<span class="_ _0"/>. z o.o. Sp. k<span class="_ _0"/>.<span class="ls1 ws1"> <span class="_ _d4"> </span><span class="lsc wsf">ubezpie<span class="_ _1"/>czeniowa<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _d2"> </span><span class="ls10 wsd">5 200</span> </span></span></span></div><div class="t m0 x2c h5 y566 ff1 fs2 fc0 sc1 lsb wsd">Alstal<span class="ls1 ws1"> <span class="_ _0"/></span><span class="ws11">Grupa Bud<span class="_ _0"/>owlana Sp<span class="_ _0"/>. z o.o. Sp.<span class="_ _0"/> k.<span class="ls1 ws1"> <span class="_ _d4"> </span><span class="lsc wsf">ubezpiecze<span class="_ _1"/>niowa<span class="ls1 ws1"> <span class="_ _86"> </span><span class="ls17 ws1ae">2 600</span> </span></span></span></span></div><div class="t m0 x2c h5 y567 ff1 fs2 fc0 sc1 lsd ws10">Tetris Pol<span class="_ _0"/>and Sp. z o.o.<span class="_ _0"/><span class="ls1 ws1"> <span class="_ _d5"> </span><span class="lsb wsd">bankow<span class="_ _0"/>a</span> <span class="_ _d6"> </span><span class="ls10 ws14">29</span> </span></div><div class="t m0 x2c h5 y568 ff1 fs2 fc0 sc1 lsd ws10">Otis Sp<span class="_ _0"/>. z o.o.<span class="ls1 ws1"> <span class="_ _d3"> </span><span class="lsb wsd">bankow<span class="_ _0"/>a</span> <span class="_ _c6"> </span><span class="ls11 ws1d">143<span class="_ _0"/></span> </span></div><div class="t m0 x2c h5 y569 ff1 fs2 fc0 sc1 lsb ws11">Techb<span class="_ _0"/>au Budowni<span class="_ _0"/>ctwo Sp<span class="_ _0"/>. z o.o.<span class="ls1 ws1"> <span class="_ _d7"> </span><span class="lsc wsf">ubezpie<span class="_ _1"/>czeniowa<span class="_ _1"/><span class="ls1 ws1"> <span class="_ _d8"> </span><span class="ls10 wsd">2 225</span> </span></span></span></div><div class="t m0 x2c h5 y56a ff1 fs2 fc0 sc1 lsd ws10">Unibep<span class="_ _0"/> S.A.<span class="ls1 ws1"> <span class="_ _d9"> </span><span class="lsb wsd">bankow<span class="_ _0"/>a</span> <span class="_ _68"> </span><span class="lsa1 ws52">3 0<span class="_ _0"/>79</span> </span></div><div class="c x2 y56b w5d h35"><div class="t m0 x91 h5 y1fb ff1 fs2 fc0 sc1 lsd ws10">Unibep<span class="_ _0"/> S.A.<span class="ls1 ws1"> </span></div></div><div class="c x100 y56b w5e h35"><div class="t m0 x10a h5 y1fb ff1 fs2 fc0 sc1 lsb wsd">bankow<span class="_ _0"/>a<span class="ls1 ws1"> </span></div></div><div class="c x11c y56b w5f h35"><div class="t m0 xe1 h5 y1fb ff1 fs2 fc0 sc1 ls11 ws15">1 540<span class="ls1 ws1"> </span></div></div><div class="c x2 y56c w5d h35"><div class="t m0 x91 h5 y1fb ff1 fs2 fc0 sc1 lsd ws12">Promsta<span class="_ _0"/>hl<span class="ls1 ws1"> <span class="lsb ws11">Sp. z<span class="_ _0"/> o.o.</span> </span></div></div><div class="c x100 y56c w5e h35"><div class="t m0 x10a h5 y1fb ff1 fs2 fc0 sc1 lsb wsd">bankow<span class="_ _0"/>a<span class="ls1 ws1"> </span></div></div><div class="c x11c y56c w5f h35"><div class="t m0 x38 h5 y1fb ff1 fs2 fc0 sc1 ls10 ws14">555<span class="ls1 ws1"> </span></div></div><div class="c x2 y4f0 w5d h78"><div class="t m0 x91 h5 y1cd ff1 fs2 fc0 sc1 lsb ws11">Kone Sp. z<span class="_ _0"/> o.o.<span class="ls1 ws1"> </span></div></div><div class="c x100 y4f0 w5e h78"><div class="t m0 x10a h5 y1cd ff1 fs2 fc0 sc1 lsb wsd">bankow<span class="_ _0"/>a<span class="ls1 ws1"> </span></div></div><div class="c x11c y4f0 w5f h78"><div class="t m0 x38 h5 y1cd ff1 fs2 fc0 sc1 ls1 ws1">376 </div></div><div class="c x2 y56d w5d h35"><div class="t m0 x91 h5 y1fb ff1 fs2 fc0 sc1 lsb ws11">Kone Sp. z<span class="_ _0"/> o.o.<span class="ls1 ws1"> </span></div></div><div class="c x100 y56d w5e h35"><div class="t m0 x10a h5 y1fb ff1 fs2 fc0 sc1 lsb wsd">bankow<span class="_ _0"/>a<span class="ls1 ws1"> </span></div></div><div class="c x11c y56d w5f h35"><div class="t m0 x38 h5 y1fb ff1 fs2 fc0 sc1 ls28 ws4e">100<span class="ls1 ws1"> </span></div></div><div class="c x2 y93 w5d h2e"><div class="t m0 x91 h5 y1fb ff1 fs2 fc0 sc1 lsb ws11">Kone Sp. z<span class="_ _0"/> o.o.<span class="ls1 ws1"> </span></div></div><div class="c x100 y93 w5e h2e"><div class="t m0 x10a h5 y1fb ff1 fs2 fc0 sc1 lsb wsd">bankow<span class="_ _0"/>a<span class="ls1 ws1"> </span></div></div><div class="c x11c y93 w5f h2e"><div class="t m0 xe h5 y1fb ff1 fs2 fc0 sc1 ls10 ws14">50<span class="ls1 ws1"> </span></div></div><div class="t m0 x2 h17 y56e ff1 fsb fc0 sc1 ls2d ws65">Tabela nr 8. Gwara<span class="_ _0"/>ncje otrzymane <span class="ls2e ws8e">2023<span class="ls1 ws1"> </span></span><span class="wsb9">r. przez Spół<span class="_ _0"/>kę i<span class="ls1 ws1"> </span></span>podmioty twor<span class="_ _0"/>zące Grupę Kapitałową<span class="ls1 ws1"> </span></div><div class="t m0 x2 h6b y56f ff2 fs0 fc7 sc1 ls3b ws3">Wykorzystani<span class="_ _1"/>e środków pozyskanyc<span class="_ _1"/>h z<span class="ls1 ws1"> <span class="ls8 ws88">emisji <span class="_ _0"/><span class="lsa5 ws1ba">papier<span class="_ _0"/>ów war<span class="_ _0"/>tości<span class="_ _0"/>owyc<span class="_ _0"/>h</span></span> </span></div><div class="t m0 x2 h5 y570 ff1 fs2 fc0 sc1 ls1 ws1">W <span class="lsd ws10">202<span class="_ _0"/>3 r. przeprowadz<span class="_ _0"/>one zostały cz<span class="_ _0"/>tery emisje ob<span class="_ _0"/>ligacji<span class="_ _0"/>:</span> </div><div class="t m0 x30 h5 y571 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lse ws2b">w kwietniu <span class="ls1 ws1">- <span class="_ _0"/><span class="lsd ws10">serii AE, o wartości 5<span class="_ _0"/>4 mln zł,</span> </span></span></span></div><div class="t m0 x30 h5 y572 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsb ws11">w maju <span class="ls1 ws1">- <span class="lsd ws10">seri<span class="_ _0"/>i P2022<span class="_ _0"/>A, o wartości 35<span class="_ _0"/> mln zł</span> </span></span></span></div><div class="t m0 x30 h5 y573 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsa0 ws1bb">w l<span class="_ _0"/>ipcu <span class="ls1 ws1">- <span class="lsd ws10">serii<span class="_ _0"/> AF, o wartośc<span class="_ _0"/>i 12 mln zł,</span> </span></span></span></div><div class="t m0 x30 h5 y574 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsd ws10">w sierpn<span class="_ _0"/>iu <span class="ls1 ws1">- </span>serii P20<span class="_ _0"/>22B, o wartości<span class="_ _0"/> 55,5 mln z<span class="_ _0"/>ł<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y575 ff1 fs2 fc0 sc1 lsc wse">Środki po<span class="_ _1"/>zyska<span class="_ _1"/>ne z em<span class="_ _1"/>isji są<span class="_ _1"/> przezna<span class="_ _1"/>czone<span class="_ _1"/> na fina<span class="_ _1"/>nsowanie dzia<span class="_ _1"/>łalno<span class="_ _1"/>ści Gru<span class="_ _1"/>py<span class="lsd ws12">. <span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h6b y576 ff2 fs0 fc7 sc1 ls3e ws8c">Zarządzan<span class="_ _0"/>ie zasobam<span class="_ _0"/>i finanso<span class="_ _0"/>wymi Grupy K<span class="_ _0"/>apitało<span class="_ _0"/>wej<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y577 ff1 fs2 fc0 sc1 lsb ws2d">Grupa K<span class="_ _0"/>apitałowa rac<span class="_ _0"/>jonaln<span class="_ _0"/>ie zarząd<span class="_ _0"/>za zasobami<span class="_ _0"/> finansow<span class="_ _0"/>ymi i<span class="ls1 ws1"> </span>na b<span class="_ _0"/>ieżąco pokry<span class="_ _0"/>wa swoje </div><div class="t m0 x2 h5 y578 ff1 fs2 fc0 sc1 lsb ws28">zobow<span class="_ _0"/>iązania. Z<span class="_ _0"/>arząd przy<span class="_ _0"/>gotowuje i<span class="_ _0"/><span class="ls1 ws1"> <span class="lsc ws29">syst<span class="_ _1"/>ematycznie<span class="_ _1"/> aktu<span class="_ _1"/>alizuje m<span class="_ _1"/>odele<span class="_ _1"/> przepły<span class="_ _1"/>wów pien<span class="_ _1"/>iężnych<span class="_ _1"/> </span></span></div><div class="t m0 x2 h5 y579 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsc ws163">horyzo<span class="_ _1"/>ncie nie<span class="_ _1"/> mniejszym n<span class="_ _1"/>iż 4 lata<span class="_ _1"/>, uwzglę<span class="_ _1"/>dniające<span class="_ _1"/> potr<span class="_ _1"/>zeby finan<span class="_ _1"/>sowe zwią<span class="lsb ws78">zane z<span class="ls1 ws1"> </span></span><span class="wsf">realiza<span class="_ _1"/>cją </span></span></div><div class="t m0 x2 h5 y57a ff1 fs2 fc0 sc1 lsb wsb2">planów<span class="_ _0"/> rozwojow<span class="_ _0"/>ych Grup<span class="_ _0"/>y Kapitałow<span class="_ _0"/>ej. W<span class="ls1 ws1"> </span>oparc<span class="_ _0"/>iu o<span class="ls1 ws1"> <span class="lsc wse4">dokonane a<span class="_ _1"/>nalizy<span class="_ _1"/> Zarzą<span class="_ _1"/>d kształt<span class="_ _1"/>uje st<span class="_ _1"/>rukturę<span class="_ _1"/> </span></span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf25" style="content-visibility: auto;"><div class="pc pc25 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls69 wsec">37<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 lsd wsae">finansow<span class="_ _0"/>ania, dąż<span class="_ _0"/>ąc do zapewni<span class="_ _0"/>enia Grupie Marv<span class="_ _0"/>ipol Dev<span class="_ _0"/>elopment płynno<span class="_ _0"/>ści przy k<span class="_ _0"/>onserwatywny<span class="_ _0"/>m </div><div class="t m0 x2 h5 y34 ff1 fs2 fc0 sc1 lsd ws10">podejśc<span class="_ _0"/>iu do ryzyka b<span class="_ _0"/>iznesoweg<span class="_ _0"/>o. <span class="ls1 ws1"> </span></div><div class="t m0 x2 h6b y48a ff2 fs0 fc7 sc1 ls8 ws9">Ocena możl<span class="_ _0"/>iwości reali<span class="_ _0"/>zacji zamierze<span class="_ _0"/>ń inwestycyjn<span class="_ _0"/>ych<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y57b ff1 fs2 fc0 sc1 lsb ws50">W ocenie<span class="_ _0"/> Zarządu Sp<span class="_ _0"/>ółki Grupa Kapi<span class="_ _0"/>tałowa posi<span class="_ _0"/>ada zasoby<span class="_ _0"/>, w<span class="ls1 ws1"> </span>tym zas<span class="_ _0"/>oby finansowe (<span class="_ _0"/>oraz zdol<span class="_ _0"/>ność </div><div class="t m0 x2 h5 y57c ff1 fs2 fc0 sc1 lsc ws7f">do ich<span class="_ _1"/> dalsze<span class="_ _1"/>go pozy<span class="_ _1"/>skiwa<span class="_ _1"/>nia) nie<span class="_ _1"/>zbędne d<span class="_ _1"/>la re<span class="_ _1"/>alizacji<span class="_ _1"/> pro<span class="_ _1"/>wadzony<span class="_ _1"/>ch i<span class="ls1 ws1"> <span class="lsb ws31">planowanyc<span class="_ _0"/>h projekt<span class="_ _0"/>ów </span></span></div><div class="t m0 x2 h5 y57d ff1 fs2 fc0 sc1 lsd ws71">inwestyc<span class="_ _0"/>yjnych. G<span class="_ _0"/>rupa Marvi<span class="_ _0"/>pol Devel<span class="_ _0"/>opment, realiz<span class="_ _0"/>ując proj<span class="_ _0"/>ekty dewelopersk<span class="_ _0"/>ie, f<span class="_ _0"/>inansuje je prz<span class="_ _0"/>y </div><div class="t m0 x2 h5 y57e ff1 fs2 fc0 sc1 lsc ws16f">wykorzy<span class="_ _1"/>staniu<span class="_ _1"/> środkó<span class="_ _1"/>w własny<span class="_ _1"/>ch, zalicze<span class="_ _1"/>k od kl<span class="_ _1"/>ientó<span class="_ _1"/>w, jak ró<span class="_ _1"/>wnież fina<span class="_ _1"/>nsowan<span class="_ _1"/>ia zewnę<span class="_ _1"/>trzne<span class="_ _1"/>go <span class="_ _da"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y57f ff1 fs2 fc0 sc1 ls1 ws1">- <span class="_ _11"> </span><span class="lsc ws19b">kre<span class="_ _1"/>dytó<span class="_ _1"/>w bankowy<span class="_ _1"/>ch ora<span class="_ _1"/>z emis<span class="_ _1"/>ji obliga<span class="_ _1"/>cji.<span class="_ _1"/> W<span class="ls1 ws1"> <span class="lsb ws73">ocenie Z<span class="_ _0"/>arządu Sp<span class="_ _0"/>ółki sytuacj<span class="_ _0"/>a finansow<span class="_ _0"/>a Grupy </span></span></span></div><div class="t m0 x2 h5 y580 ff1 fs2 fc0 sc1 lsb ws77">Kapitał<span class="_ _0"/>owej poz<span class="_ _0"/>wala na reali<span class="_ _0"/>zację p<span class="_ _0"/>lanów s<span class="lsd wsae">trategic<span class="_ _0"/>znych, w<span class="_ _0"/><span class="ls1 ws1"> </span></span>tym rozwoj<span class="_ _0"/>u działalności<span class="_ _0"/> w<span class="ls1 ws1"> <span class="lsd ws12">segmentac<span class="_ _0"/>h </span></span></div><div class="t m0 x2 h5 y581 ff1 fs2 fc0 sc1 lsd ws10">dewelop<span class="_ _0"/>erskim i<span class="ls1 ws1"> <span class="ls11 ws1d">mag<span class="_ _0"/>azynowym.<span class="_ _0"/></span> </span></div><div class="t m0 x2 hb y582 ff2 fs7 fc5 sc1 ls9 wsb">15.<span class="ff3 ls1 ws1"> <span class="_ _ac"> </span></span><span class="lsa ws54">Pozostałe i<span class="_ _0"/>nformacje<span class="_ _0"/><span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h6b y583 ff2 fs0 fc7 sc1 ls8 ws9">Główni odbior<span class="_ _0"/>cy i<span class="ls1 ws1"> <span class="ls39 wsa">dos<span class="_ _0"/>tawcy<span class="_ _0"/></span> </span></div><div class="t m0 x2 h5 y584 ff1 fs2 fc0 sc1 lsb ws1bc">W anali<span class="_ _0"/>zowanym okr<span class="_ _0"/>esie z<span class="_ _0"/>naczącymi<span class="_ _0"/> kontrah<span class="_ _0"/>entami<span class="_ _0"/> (odbi<span class="_ _0"/>orcami) G<span class="_ _0"/>rupy Kapi<span class="_ _0"/>tałowej, <span class="_ _0"/>obroty </div><div class="t m0 x2 h5 y585 ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lsb ws1bd">którymi<span class="_ _0"/> stanowiły<span class="_ _0"/> więcej<span class="_ _0"/> niż 10% skon<span class="_ _0"/>solidow<span class="_ _0"/>anych przyc<span class="_ _0"/>hodów Gru<span class="_ _0"/>py Kapitał<span class="_ _0"/>owej, były </span></div><div class="t m0 x2 h5 y586 ff1 fs2 fc0 sc1 lsb ws11">następ<span class="_ _0"/>ujące podm<span class="_ _0"/>ioty:<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y587 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsd ws10">Studio O<span class="_ _0"/>kęcie Property<span class="_ _0"/> Sp. z o.o.<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y168 ff1 fs2 fc0 sc1 lsb ws1a5">Główny<span class="_ _0"/>mi kosztami<span class="_ _0"/> działal<span class="_ _0"/>ności Gru<span class="_ _0"/>py Marvipol<span class="_ _0"/> Develop<span class="_ _0"/>ment są koszt<span class="_ _0"/>y general<span class="_ _0"/>nego wyk<span class="_ _0"/>onawstw<span class="_ _0"/>a </div><div class="t m0 x2 h5 y588 ff1 fs2 fc0 sc1 lsd ws10">projektów<span class="_ _0"/> dewelop<span class="_ _0"/>erskich<span class="_ _0"/> oraz koszty zak<span class="_ _0"/>upu nieruch<span class="_ _0"/>omości p<span class="_ _0"/>od projekty d<span class="_ _0"/>eweloperski<span class="_ _0"/>e. <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y589 ff1 fs2 fc0 sc1 lsb ws189">W anali<span class="_ _0"/>zowanym okres<span class="_ _0"/>ie znac<span class="_ _0"/>zącymi k<span class="_ _0"/>ontrahenta<span class="_ _0"/>mi (dost<span class="_ _0"/>awcami)<span class="_ _0"/> Grupy Kapit<span class="_ _0"/>ałowej, obr<span class="_ _0"/>oty </div><div class="t m0 x2 h5 y58a ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lsb ws1bd">którymi<span class="_ _0"/> stanowiły<span class="_ _0"/> więcej<span class="_ _0"/> niż 10% skon<span class="_ _0"/>solidow<span class="_ _0"/>anych przyc<span class="_ _0"/>hodów Gru<span class="_ _0"/>py Kapitał<span class="_ _0"/>owej, były </span></div><div class="t m0 x2 h5 y58b ff1 fs2 fc0 sc1 lsb ws11">następ<span class="_ _0"/>ujące podm<span class="_ _0"/>ioty:<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y58c ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsd ws10">Karmar S.A.<span class="_ _0"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x30 h5 y58d ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsb ws11">Techb<span class="_ _0"/>au Budowni<span class="_ _0"/>ctwo Sp<span class="_ _0"/>. z o.o.<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x30 h5 y2b ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsb ws11">Alstal G<span class="_ _0"/>rupa Budow<span class="_ _0"/>lana Sp<span class="_ _0"/>. z o.o. Sp. k<span class="_ _0"/>.<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y40b ff1 fs2 fc0 sc1 lsb ws11">Wyżej w<span class="_ _0"/>ymienion<span class="_ _0"/>e podmio<span class="_ _0"/>ty nie są powi<span class="_ _0"/>ązane ze Sp<span class="_ _0"/>ółką ani j<span class="_ _0"/>ej Grupą Kap<span class="_ _0"/>itałową.<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y58e ff1 fs2 fc0 sc1 lsb wsaf">Spółk<span class="_ _0"/>a, ze wzg<span class="_ _0"/>lędu na prof<span class="_ _0"/>il pod<span class="_ _0"/>stawowej d<span class="_ _0"/>ziałaln<span class="_ _0"/>ości (d<span class="_ _0"/>ziałalność<span class="_ _0"/> holding<span class="_ _0"/>owa), ni<span class="_ _0"/>e posiada i<span class="_ _0"/>stotnych<span class="_ _0"/> </div><div class="t m0 x2 h5 y58f ff1 fs2 fc0 sc1 lsb ws14">dostawc<span class="_ _0"/>ów lub od<span class="_ _0"/>biorców<span class="_ _0"/> towarów<span class="_ _0"/> i<span class="ls1 ws1"> <span class="lsd ws4e">usług, ob<span class="_ _0"/>roty z</span> <span class="ls11 wsb5">którymi<span class="_ _0"/> byłyby istotn<span class="_ _0"/>e z</span> <span class="lse wsf">punktu wid<span class="_ _0"/>zenia oceny </span></span></div><div class="t m0 x2 h5 y590 ff1 fs2 fc0 sc1 lsc wse">Spółki i<span class="ls1 ws1"> <span class="_ _1"/><span class="lsc wse">jej kondy<span class="_ _1"/>cji f<span class="_ _1"/>inans<span class="_ _1"/>owej.<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h6b y591 ff2 fs0 fc7 sc1 ls39 ws89">Znacz<span class="_ _0"/>ące um<span class="_ _0"/>owy<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y592 ff1 fs2 fc0 sc1 lsb ws4d">Spółk<span class="_ _0"/>a oraz pod<span class="_ _0"/>mioty z<span class="ls1 ws1"> <span class="lsc wsbe">jej Grupy Ka<span class="_ _1"/>pitałowe<span class="_ _1"/>j w<span class="ls1 ws1"> <span class="ls10 ws14">2023</span> <span class="lse ws5f">r. nie zawierały innych znac<span class="_ _0"/>zących umów niż<span class="_ _0"/> te </span></span></span></span></div><div class="t m0 x2 h5 y593 ff1 fs2 fc0 sc1 lsb ws18f">wskaz<span class="_ _0"/>ane w<span class="ls1 ws1"> <span class="lse wse">punk<span class="_ _0"/>cie </span></span></div><div class="t m1 x102 he y594 ff1 fsa fc0 sc0 lsa6 ws1be">Naj<span class="_ _1"/>ważn<span class="_ _1"/>iejsze wyd<span class="_ _1"/>arz<span class="_ _1"/>enia w<span class="_ _1"/><span class="ls1 ws1"> <span class="lsa7 ws1bf">20<span class="_ _0"/>23</span> <span class="_ _46"> </span><span class="lsa8 ws1c0">roku oraz do <span class="_ _1"/>dnia zatwierdzenia </span></span></div><div class="t m1 x2 he y595 ff1 fsa fc0 sc0 lsa9 ws1c1">sprawozdania</div><div class="t m0 xbc h5 y595 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _92"> </span><span class="lsb ws18f">Sprawozd<span class="_ _0"/>anie Zarząd<span class="_ _0"/>u z</span> <span class="lsb ws18f">dz<span class="_ _0"/>iałalnoś<span class="_ _0"/>ci Marvi<span class="_ _0"/>pol Devel<span class="_ _0"/>opment S<span class="_ _0"/>.A. oraz Gru<span class="_ _0"/>py </span></div><div class="t m0 x2 h5 y596 ff1 fs2 fc0 sc1 lsb ws37">Kapitał<span class="_ _0"/>owej, w<span class="ls1 ws1"> <span class="_ _0"/></span>tym znacząc<span class="_ _0"/>ych umów u<span class="_ _0"/>bezpiec<span class="_ _0"/>zenia, w<span class="_ _0"/>spółpracy, k<span class="_ _0"/>ooperacj<span class="_ _0"/>i lub umów z<span class="_ _0"/>awartych </div><div class="t m0 x2 h5 y597 ff1 fs2 fc0 sc1 lsc wse">pomię<span class="_ _1"/>dzy Akcjon<span class="_ _1"/>arius<span class="_ _1"/>zami Emit<span class="_ _1"/>enta.<span class="_ _1"/> <span class="ls1 ws1"> </span></div><div class="t m0 x2 h6b y598 ff2 fs0 fc7 sc1 ls3e ws8c">Transakcje z<span class="_ _0"/><span class="ls1 ws1"> <span class="ls8 ws9">podmiot<span class="_ _0"/>ami powiązany<span class="_ _0"/>mi </span> </span></div><div class="t m0 x2 h5 y599 ff1 fs2 fc0 sc1 lsc ws14a">Wszys<span class="_ _1"/>tkie tra<span class="_ _1"/>nsakcje za<span class="_ _1"/>wierane<span class="_ _1"/> przez Spó<span class="_ _1"/>łkę ora<span class="_ _1"/>z podmioty<span class="_ _1"/> z<span class="ls1 ws1"> </span>jej Grup<span class="_ _1"/>y Kapita<span class="_ _1"/>łowe<span class="_ _1"/>j w <span class="ls10 ws14">2023<span class="ls1 ws1">  <span class="ls9a ws17c">r. </span></span></span></div><div class="t m0 x2 h5 y59a ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lsb ws11">pod<span class="_ _0"/>miotami pow<span class="_ _0"/>iązanym<span class="_ _0"/>i zostały zaw<span class="_ _0"/>arte na w<span class="_ _0"/>arunkac<span class="_ _0"/>h rynkowyc<span class="_ _0"/>h. </span> </div><a class="l" href="#pf9"><span class="d m2 gsa"/></a><a class="l" href="#pf9"><span class="d m2 gsb"/></a></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf26" style="content-visibility: auto;"><div class="pc pc26 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls69 wsec">38<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 lsb ws1a5">Szcz<span class="_ _0"/>egółowe in<span class="_ _0"/>formacje <span class="_ _0"/>o<span class="ls1 ws1"> </span>transak<span class="_ _0"/>cjach z<span class="_ _0"/><span class="ls1 ws1"> </span>podmiot<span class="_ _0"/>ami pow<span class="_ _0"/>iązanymi z<span class="_ _0"/>aprezen<span class="_ _0"/>towane są w<span class="_ _0"/> Nocie 3<span class="lsf ws13">0 </span></div><div class="t m0 x2 h5 y34 ff1 fs2 fc0 sc1 lsb ws1c2">Jednost<span class="_ _0"/>kowego sp<span class="_ _0"/>rawozd<span class="_ _0"/>ania fin<span class="_ _0"/>ansowego za <span class="ls10 ws14">20<span class="_ _0"/>23<span class="ls1 ws1"> <span class="_ _94"> </span><span class="lsd ws1c3">r. oraz<span class="_ _0"/> w </span></span></span></div><div class="t m1 xf0 he y59b ff1 fsa fc0 sc0 ls87 ws1c4">Nocie<span class="_ _0"/> 3<span class="ls1 ws1">5</span></div><div class="t m0 x17 h5 y59b ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _e"> </span><span class="lsb wsd">Skonsolid<span class="_ _0"/>owanego<span class="_ _0"/> </span></div><div class="t m0 x2 h5 y59c ff1 fs2 fc0 sc1 lsb ws11">sprawoz<span class="_ _0"/>dania fi<span class="_ _0"/>nansoweg<span class="_ _0"/>o za <span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="lsd ws12">r.</span> </span></span></div><div class="t m0 x2 h6b y59d ff2 fs0 fc7 sc1 ls8 ws9">Postępowanie s<span class="_ _0"/>ądowe, <span class="_ _0"/>arbitrażowe lu<span class="_ _0"/>b adminis<span class="_ _0"/>tracyjne<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y59e ff1 fs2 fc0 sc1 lsb ws1c5">Szcz<span class="_ _0"/>egółowe in<span class="_ _0"/>formacje<span class="_ _0"/> na temat i<span class="_ _0"/>stotnych<span class="_ _0"/> postępowa<span class="_ _0"/>ń sądowy<span class="_ _0"/>ch, arbi<span class="_ _0"/>trażowy<span class="_ _0"/>ch <span class="_ _db"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y59f ff1 fs2 fc0 sc1 lse ws7d">lub administracyj<span class="_ _0"/>nych dotyczących S<span class="_ _0"/>półki lub toczonych z<span class="ls1 ws1"> <span class="_ _0"/><span class="lsd ws7e">jej udziałem zaprez<span class="_ _0"/>entowan<span class="_ _0"/>e są w <span class="ls14 ws20">No<span class="_ _0"/>ci<span class="_ _0"/>e </span></span></span></div><div class="t m0 x2 h5 y5a0 ff1 fs2 fc0 sc1 ls10 ws14">29<span class="ls1 ws1"> <span class="lsb wsd">Jednostkoweg<span class="_ _0"/>o <span class="_ _1"/><span class="ws4d">spraw<span class="_ _0"/>ozd<span class="_ _0"/>ania finan<span class="_ _0"/>sowego za <span class="ls92 ws10">2<span class="_ _0"/>023<span class="ls1 ws1"> <span class="lsd wsbd">r. Szcz<span class="_ _0"/>egółowe inf<span class="_ _0"/>ormacje na temat i<span class="_ _0"/>stotnych </span></span></span></span></span></span></div><div class="t m0 x2 h5 y5a1 ff1 fs2 fc0 sc1 ls11 ws1c6">postępow<span class="_ _0"/>ań sądowych, arbi<span class="_ _0"/>trażowych lub ad<span class="_ _0"/>ministracyjnych<span class="_ _0"/> dotyczącyc<span class="_ _0"/>h Grupy lub tocz<span class="_ _0"/>onych </div><div class="t m0 x2 h5 y5a2 ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lse ws1c7">udzi<span class="_ _0"/>ałem spółek wchodzących w<span class="_ _0"/></span> <span class="lsd ws179">jej skład zap<span class="_ _0"/>rezentowan<span class="_ _0"/>e są w </span></div><div class="t m1 x97 he y5a3 ff1 fsa fc0 sc0 ls87 ws1c8">Nocie<span class="_ _0"/> 3<span class="ls1 ws1">4</span></div><div class="t m0 x124 h5 y5a3 ff1 fs2 fc0 sc1 ls1 ws1">  <span class="lsb wsd">Sk<span class="_ _0"/>onsolidow<span class="_ _0"/>anego </span></div><div class="t m0 x2 h5 y5a4 ff1 fs2 fc0 sc1 lsb ws11">sprawoz<span class="_ _0"/>dania fi<span class="_ _0"/>nansoweg<span class="_ _0"/>o za <span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="lsd ws12">r.</span> </span></span></div><div class="t m0 x2 h6b y5a5 ff2 fs0 fc7 sc1 ls8 ws9">Istotne pozy<span class="_ _0"/>cje pozabil<span class="_ _0"/>ansowe<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y15e ff1 fs2 fc0 sc1 lsb ws1c9">Poza poręc<span class="_ _0"/>zeniami i<span class="_ _0"/><span class="ls1 ws1"> </span>gwarancj<span class="_ _0"/>ami opi<span class="_ _0"/>sanymi w<span class="ls1 ws1"> <span class="lse wse">punk<span class="_ _0"/>cie </span></span></div><div class="t m1 x11e he y15e ff1 fsa fc0 sc0 lsa6 ws1ca">Poręc<span class="_ _1"/>zeni<span class="_ _1"/>a i<span class="ls1 ws1"> <span class="lsa9 ws1c1">gwarancje</span></span></div><div class="t m0 xe4 h5 y15e ff4 fs2 fc0 sc1 ls1 ws1"> <span class="_ _93"> </span><span class="ff1 lsc wsf">nin<span class="_ _1"/>iejszego<span class="_ _1"/> </span></div><div class="t m0 x2 h5 y5a6 ff1 fs2 fc0 sc1 lsb ws4c">sprawoz<span class="_ _0"/>dania Zarz<span class="_ _0"/>ądu, Spółk<span class="_ _0"/>i z<span class="ls1 ws1"> </span>Grupy K<span class="_ _0"/>apitałowe<span class="_ _0"/>j nie posiadaj<span class="_ _0"/>ą istotnych p<span class="_ _0"/>ozycj<span class="_ _0"/>i pozabi<span class="_ _0"/>lansowych, </div><div class="t m0 x2 h5 y5a7 ff1 fs2 fc0 sc1 lsc wse">poza po<span class="_ _1"/>zycjam<span class="_ _1"/>i wynikają<span class="_ _1"/>cymi z<span class="ls1 ws1"> </span>za<span class="_ _1"/>bezpiecze<span class="_ _1"/>ń udzie<span class="_ _1"/>lanych<span class="_ _1"/> w<span class="ls1 ws1"> <span class="lsb ws11">ramach G<span class="_ _0"/>rupy</span>. </span></div><div class="t m0 x2 h6b y5a8 ff2 fs0 fc7 sc1 ls8 ws9">Strategia r<span class="_ _0"/>ozwoju Spół<span class="_ _0"/>ki i<span class="ls1 ws1"> </span>Grupy Kapit<span class="_ _0"/>ałowej, jej r<span class="_ _0"/>ealizacja i pers<span class="_ _0"/>pektywy<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y246 ff1 fs2 fc0 sc1 lsb ws34">Główne z<span class="_ _0"/>ałożenia str<span class="_ _0"/>ategii<span class="_ _0"/> rozwoj<span class="_ _0"/>u Spółki i Gru<span class="_ _0"/>py Kapitałowej z<span class="_ _0"/>ostały zap<span class="_ _0"/>rezentow<span class="_ _0"/>ane w punk<span class="_ _0"/>cie </div><div class="t m1 x2 he y5a9 ff1 fsa fc0 sc0 lsa8 ws1cb">Profil i st<span class="_ _0"/>rategia rozwo<span class="_ _1"/>ju Spółki oraz Grupy</div><div class="t m0 x125 h5 y5a9 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _4b"/><span class="lsb wsff">niniej<span class="_ _0"/>szego sprawozd<span class="_ _0"/>ania. D<span class="_ _0"/>ziałania p<span class="_ _0"/>odjęte w ramach<span class="_ _0"/> </span></div><div class="t m0 x2 h5 y5aa ff1 fs2 fc0 sc1 lsd ws10">jej reali<span class="_ _0"/>zacji w ok<span class="_ _0"/>resie objęt<span class="_ _0"/>ym raportem w<span class="_ _0"/>raz z opisem p<span class="_ _0"/>erspektyw roz<span class="_ _0"/>woju dzi<span class="_ _0"/>ałalności<span class="_ _0"/> emitenta co </div><div class="t m0 x2 h5 y5ab ff1 fs2 fc0 sc1 lsc ws1cc">najmn<span class="_ _1"/>iej w najbli<span class="_ _1"/>ższym<span class="_ _1"/> roku o<span class="_ _1"/>brot<span class="_ _1"/>owym<span class="_ _1"/> zostały pr<span class="_ _1"/>zedstawio<span class="_ _1"/>ne w ro<span class="_ _1"/>zdziała<span class="_ _1"/>ch </div><div class="t m1 x120 he y5ac ff1 fsa fc0 sc0 lsa6 ws1cd">Segmen<span class="_ _1"/>t </div><div class="t m1 x2 he y5ad ff1 fsa fc0 sc0 lsa8 ws1ce">mieszkaniowy</div><div class="t m0 xbc h5 y5ad ff1 fs2 fc0 sc1 lsd ws12">, </div><div class="t m1 xa3 he y5ad ff1 fsa fc0 sc0 lsa6 ws1cf">Segment magaz<span class="_ _1"/>yn<span class="_ _1"/>ow<span class="_ _1"/>y</div><div class="t m0 x9a h5 y5ad ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _12"> </span><span class="lsa0 ws2b">i </span></div><div class="t m1 x126 he y5ad ff1 fsa fc0 sc0 lsaa ws1d0">Segment<span class="_ _0"/> pozosta<span class="_ _0"/>łych nieruc<span class="_ _0"/>homości<span class="_ _0"/> </div><div class="t m0 x127 h5 y5ad ff1 fs2 fc0 sc1 lsc ws48">oraz w p<span class="_ _1"/>unkcie<span class="_ _1"/> </div><div class="t m1 x2 he y169 ff1 fsa fc0 sc0 lsa6 ws1d1">Czynn<span class="_ _1"/>iki któ<span class="_ _1"/>re będą mi<span class="_ _1"/>ały w<span class="_ _1"/>pły<span class="_ _1"/>w n<span class="_ _1"/>a wy<span class="_ _1"/>niki finan<span class="_ _1"/>sow<span class="_ _1"/>e w perspek<span class="_ _1"/>tyw<span class="_ _1"/>ie k<span class="_ _1"/>olejn<span class="_ _1"/>ych<span class="_ _1"/> kwartałó<span class="_ _1"/>w</div><div class="t m0 x121 h5 y169 ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h5 y5ae ff1 fs2 fc0 sc1 lsc wse">niniejs<span class="_ _1"/>zego s<span class="_ _1"/>prawozd<span class="_ _1"/>ania.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h6b y5af ff2 fs0 fc7 sc1 ls8 ws9">Kluczowe ws<span class="_ _0"/>kaźniki efekty<span class="_ _0"/>wności <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y5b0 ff1 fs2 fc0 sc0 ls25 wse">Wskaźniki f<span class="_ _0"/>inansowe <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y5b1 ff1 fs2 fc0 sc1 lsc ws15d">Kluczowe<span class="_ _1"/> wskaźnik<span class="_ _1"/>i fina<span class="_ _1"/>nsowe<span class="_ _1"/> związane<span class="_ _1"/> z dział<span class="_ _1"/>alno<span class="_ _1"/>ścią je<span class="_ _1"/>dnostki zo<span class="_ _1"/>stały za<span class="_ _1"/>preze<span class="_ _1"/>ntowane<span class="_ _1"/> <span class="_ _dc"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y5b2 ff1 fs2 fc0 sc1 lsb ws11">i omówi<span class="_ _0"/>one w pkt<span class="_ _0"/>. </div><div class="t m1 xb7 he y5b3 ff1 fsa fc0 sc0 lsa6 ws1d2">Sy<span class="_ _1"/>tuacja finan<span class="_ _1"/>sow<span class="_ _1"/>a Spó<span class="_ _1"/>łki i Grupy K<span class="_ _1"/>apitałow<span class="_ _1"/>ej</div><div class="t m0 x128 h5 y5b3 ff1 fs2 fc0 sc1 ls1 ws1"> <span class="lsc ws4f">niniejsze<span class="_ _1"/>go spr<span class="_ _1"/>awozda<span class="_ _1"/>nia.<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y2c ff1 fs2 fc0 sc0 ls26 ws14">Informacje dotyczące z<span class="_ _1"/>agadnień pracowniczych i środowiska naturalnego<span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y5b4 ff1 fs2 fc0 sc1 lsd ws106">Średnie z<span class="_ _0"/>atrudnien<span class="_ _0"/>ie w 2023 r. w spółc<span class="_ _0"/>e Marvipol Devel<span class="_ _0"/>opment S.A. w<span class="_ _0"/>ynosiło 33<span class="_ _0"/> osoby. Średnie<span class="_ _0"/> </div><div class="t m0 x2 h5 y5b5 ff1 fs2 fc0 sc1 lsd ws10">zatrudni<span class="_ _0"/>enie w 202<span class="_ _0"/>3 r. w Grupie Kapi<span class="_ _0"/>tałowej Marvip<span class="_ _0"/>ol Devel<span class="_ _0"/>opment S.A. w<span class="_ _0"/>ynosił<span class="_ _0"/>o 87 osób.<span class="ls1 ws1">  </span></div><div class="t m0 x2 h5 y5b6 ff1 fs2 fc0 sc1 lsc ws42">W związku<span class="_ _1"/> z rea<span class="_ _1"/>lizacją pr<span class="_ _1"/>ojektó<span class="_ _1"/>w dewelo<span class="_ _1"/>perskic<span class="_ _1"/>h poszczegó<span class="_ _1"/>lne sp<span class="_ _1"/>ółki z Gru<span class="_ _1"/>py Ka<span class="_ _1"/>pitał<span class="_ _1"/>owej Marv<span class="_ _1"/>ipol </div><div class="t m0 x2 h5 y5b7 ff1 fs2 fc0 sc1 lsb ws78">są zobow<span class="_ _0"/>iązane uw<span class="_ _0"/>zględn<span class="_ _0"/>ić oraz egz<span class="_ _0"/>ekwow<span class="_ _0"/>ać od wykonaw<span class="_ _0"/>ców wymog<span class="_ _0"/>i ochron<span class="_ _0"/>y środowi<span class="_ _0"/>ska na </div><div class="t m0 x2 h5 y5b8 ff1 fs2 fc0 sc1 lsd ws36">obszarze p<span class="_ _0"/>rowadz<span class="_ _0"/>enia prac, a w<span class="_ _0"/> szczeg<span class="_ _0"/>ólności ochr<span class="_ _0"/>onę gleby, z<span class="_ _0"/>ieleni<span class="_ _0"/>, natur<span class="lse ws1d3">alnego uk<span class="_ _0"/>ształtowania<span class="_ _0"/> </span></div><div class="t m0 x2 h5 y5b9 ff1 fs2 fc0 sc1 lsd ws45">terenu i st<span class="_ _0"/>osunków wodn<span class="_ _0"/>ych. Tym samym wsz<span class="_ _0"/>ystkie inwestycj<span class="_ _0"/>e dewelop<span class="_ _0"/>erskie reali<span class="_ _0"/>zowane na zlec<span class="_ _0"/>enie </div><div class="t m0 x2 h5 y5ba ff1 fs2 fc0 sc1 lsc wse">Grupy K<span class="_ _1"/>apitało<span class="_ _1"/>wej Mar<span class="_ _1"/>vipol wykony<span class="_ _1"/>wane są<span class="_ _1"/> zgodnie<span class="_ _1"/> z niezbędn<span class="_ _1"/>ymi de<span class="_ _1"/>cyzjami ś<span class="_ _1"/>rodowisko<span class="_ _1"/>wymi o<span class="_ _1"/>raz </div><div class="t m0 x2 h5 y5bb ff1 fs2 fc0 sc1 lsb ws11">przep<span class="_ _0"/>isami praw<span class="_ _0"/>a obowiąz<span class="_ _0"/>ującymi d<span class="_ _0"/>la obszaru <span class="wsd">śr<span class="_ _0"/>odow<span class="_ _0"/>iskoweg<span class="_ _0"/>o.<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y5bc ff1 fs2 fc0 sc1 lsb wsaf">Jednocz<span class="_ _0"/>eśnie dz<span class="_ _0"/>iałaln<span class="_ _0"/>ość operac<span class="_ _0"/>yjna p<span class="_ _0"/>rowadzon<span class="_ _0"/>a prz<span class="_ _0"/>ez Grupę K<span class="_ _0"/>apitałow<span class="_ _0"/>ą Marvi<span class="_ _0"/>pol w ocen<span class="_ _0"/>ie Zarządu<span class="_ _0"/> </div><div class="t m0 x2 h5 y5bd ff1 fs2 fc0 sc1 lsd ws3f">Emitent<span class="_ _0"/>a nie generuj<span class="_ _0"/>e istotneg<span class="_ _0"/>o wpływu<span class="_ _0"/> na środowi<span class="_ _0"/>sko naturalne, g<span class="_ _0"/>dyż w przyj<span class="_ _0"/>ętym modelu </div><div class="t m0 x2 h5 y5be ff1 fs2 fc0 sc1 lsd ws140">biznesow<span class="_ _0"/>ym prace bud<span class="_ _0"/>owlane realizow<span class="_ _0"/>ane na potrzeb<span class="_ _0"/>y projektów d<span class="_ _0"/>ewelopersk<span class="lse ws16a">i<span class="_ _0"/>ch wykonywane są<span class="_ _0"/> </span></div><div class="t m0 x2 h5 y5bf ff1 fs2 fc0 sc1 lsd ws10">wyłącz<span class="_ _0"/>nie za pośredni<span class="_ _0"/>ctwem z<span class="_ _0"/>ewnętrznych f<span class="_ _0"/>irm budow<span class="_ _0"/>lanych. <span class="ls1 ws1"> </span></div><div class="d m2 gsc"/><a class="l" href="#pf24"><span class="d m2 gsd"/></a><a class="l" href="#pf2"><span class="d m2 gse"/></a><a class="l" href="#pfb"><span class="d m2 gsf"/></a><a class="l" href="#pfb"><span class="d m2 gs10"/></a><a class="l" href="#pf11"><span class="d m2 gs11"/></a><a class="l" href="#pf1a"><span class="d m2 gs12"/></a><a class="l" href="#pf1a"><span class="d m2 gs13"/></a></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf27" style="content-visibility: auto;"><div class="pc pc27 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls69 wsec">39<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 lsc ws52">Emite<span class="_ _1"/>nt inform<span class="_ _1"/>uje,<span class="_ _1"/> iż w zwi<span class="_ _1"/>ązku z<span class="_ _1"/> prowa<span class="_ _1"/>dzoną dzia<span class="_ _1"/>łaln<span class="_ _1"/>ością<span class="_ _1"/> w <span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="lse ws128">roku nie wystąpiły inc<span class="_ _0"/>ydenty lub </span></span></span></div><div class="t m0 x2 h5 y34 ff1 fs2 fc0 sc1 lsc ws75">okoliczn<span class="_ _1"/>ości, kt<span class="_ _1"/>óre<span class="_ _1"/> skutko<span class="_ _1"/>wały po<span class="_ _1"/>jawien<span class="_ _1"/>iem się<span class="_ _1"/> po st<span class="_ _1"/>ronie<span class="_ _1"/> Grupy<span class="_ _1"/> Kapita<span class="_ _1"/>łowej M<span class="_ _1"/>arvipo<span class="_ _1"/>l zobo<span class="_ _1"/>wiązań<span class="_ _1"/> lub </div><div class="t m0 x2 h5 y1ae ff1 fs2 fc0 sc1 lsb ws11">odszk<span class="_ _0"/>odowań dotyc<span class="_ _0"/>zących<span class="_ _0"/> naruszeni<span class="_ _0"/>a przep<span class="_ _0"/>isów zw<span class="_ _0"/>iązanych z oc<span class="_ _0"/>hroną środow<span class="_ _0"/>isk<span class="_ _0"/>a naturalneg<span class="_ _0"/>o.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h6b y59d ff2 fs0 fc7 sc1 ls8 ws1d4">Stanowisko Z<span class="_ _0"/>arządu odnośn<span class="_ _0"/>ie do możliwoś<span class="_ _0"/>ci zrealizowan<span class="_ _0"/>ia wcześniej pu<span class="_ _0"/>blikowanych </div><div class="t m0 x2 h6b y5c0 ff2 fs0 fc7 sc1 ls8 ws132">prognoz wynikó<span class="_ _0"/>w <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y5c1 ff1 fs2 fc0 sc1 lsb ws30">Spółk<span class="_ _0"/>a oraz spółk<span class="_ _0"/>i wchod<span class="_ _0"/>zące w<span class="ls1 ws1"> <span class="_ _0"/><span class="lse ws1d5">skład jej Grupy Kapi<span class="_ _0"/>tałowej nie publik<span class="_ _0"/>owały prognoz fi<span class="_ _0"/>nansowych na </span></span></div><div class="t m0 x2 h5 y5c2 ff1 fs2 fc0 sc1 lsb wsd">rok <span class="ls10 ws14">2023<span class="ls1 ws1">. </span></span></div><div class="t m0 x2 h6b y5c3 ff2 fs0 fc7 sc1 ls8 ws9">Powiązania k<span class="_ _0"/>apitałowe i or<span class="_ _0"/>ganizacyjne, gł<span class="_ _0"/>ówne inwesty<span class="_ _0"/>cje Spółki i jej <span class="_ _0"/>Grupy Kapi<span class="_ _0"/>tałowej<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y5c4 ff1 fs2 fc0 sc1 lsc ws33">Zarzą<span class="_ _1"/>d Spółki n<span class="_ _1"/>ie ide<span class="_ _1"/>ntyfik<span class="_ _1"/>uje po<span class="_ _1"/>wiązań o<span class="_ _1"/>rgan<span class="_ _1"/>izacyjny<span class="_ _1"/>ch lub<span class="_ _1"/> kapita<span class="_ _1"/>łowych<span class="_ _1"/> Spółki z<span class="_ _1"/> po<span class="_ _1"/>dmiota<span class="_ _1"/>mi spo<span class="_ _1"/>za </div><div class="t m0 x2 h5 y5c5 ff1 fs2 fc0 sc1 lsc ws3c">jej Grupy<span class="_ _1"/> Kapita<span class="_ _1"/>łowe<span class="_ _1"/>j. Spółka w r<span class="_ _1"/>ama<span class="_ _1"/>ch prowa<span class="_ _1"/>dzonej dz<span class="_ _1"/>iała<span class="_ _1"/>lności pr<span class="_ _1"/>owadzi pr<span class="_ _1"/>ojekt<span class="_ _1"/>y dewelo<span class="_ _1"/>pers<span class="_ _1"/>kie </div><div class="t m0 x2 h5 y5c6 ff1 fs2 fc0 sc1 lsd ws2f">poprzez<span class="_ _0"/> spółki zależ<span class="_ _0"/>ne (w ramach segmentu mi<span class="_ _0"/>eszkani<span class="_ _0"/>owego), j<span class="_ _0"/>a<span class="lsb ws30">k również spół<span class="_ _0"/>ki współkontr<span class="_ _0"/>olowan<span class="_ _0"/>e </span></div><div class="t m0 x2 h5 y5c7 ff1 fs2 fc0 sc1 lsd ws38">(segment m<span class="_ _0"/>agazynow<span class="_ _0"/>y). Inwest<span class="_ _0"/>ycje te są f<span class="_ _0"/>inansowane z<span class="_ _0"/>e środków w<span class="_ _0"/>łasnych, jak<span class="_ _0"/> również środ<span class="_ _0"/>ków <span class="_ _dd"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y5c8 ff1 fs2 fc0 sc1 lsc wse">o cha<span class="_ _1"/>rakter<span class="_ _1"/>ze dłużn<span class="_ _1"/>ym (obligacje<span class="_ _1"/>, kred<span class="_ _1"/>yty,<span class="_ _1"/> pożyczki).<span class="_ _1"/> <span class="ls1 ws1"> </span></div><div class="t m0 x2 h6b yeb ff2 fs0 fc7 sc1 ls8 ws9">Ważniejsze os<span class="_ _0"/>iągnięcia <span class="_ _0"/>w<span class="ls1 ws1"> <span class="ws88">dziedzinie badań i</span> </span><span class="ws88">r<span class="_ _0"/>ozwoju <span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y5c9 ff1 fs2 fc0 sc1 lsb ws1a5">Spółk<span class="_ _0"/>a oraz spółki<span class="_ _0"/> wchodz<span class="_ _0"/>ące w<span class="ls1 ws1"> <span class="lsc ws3c">skład jej <span class="_ _1"/>Grupy K<span class="_ _1"/>apita<span class="_ _1"/>łowej w<span class="ls1 ws1"> <span class="lsb ws1a5">roku obrotow<span class="_ _0"/>ym <span class="ls10 ws14">2023</span></span> <span class="_ _4b"/><span class="lsb ws1a5">oraz<span class="_ _0"/> do dnia </span></span></span></span></div><div class="t m0 x2 h5 y5ca ff1 fs2 fc0 sc1 lsc wse">spor<span class="_ _1"/>ządzenia<span class="_ _1"/> niniejs<span class="_ _1"/>zego ra<span class="_ _1"/>portu nie<span class="_ _1"/> prowa<span class="_ _1"/>dziły pr<span class="_ _1"/>ojektó<span class="_ _1"/>w badawczo<span class="_ _1"/><span class="ls1 ws1">-<span class="lsb wsd">rozwoj<span class="_ _0"/>owych. </span> </span></div><div class="t m0 x2 h6b y5cb ff2 fs0 fc7 sc1 lsa4 ws8a">Zmiany w<span class="ls1 ws1"> <span class="ls3e ws8c">podsta<span class="_ _0"/>wowych z<span class="_ _0"/>asadach zarz<span class="_ _0"/>ądzani<span class="_ _0"/>a</span> </span></div><div class="t m0 x2 h5 y5cc ff1 fs2 fc0 sc1 ls1 ws1">W <span class="_ _92"> </span><span class="ls10 ws14">2023</span> <span class="_ _92"> </span><span class="lsc wsb0">oraz do<span class="_ _1"/> dnia<span class="_ _1"/> spor<span class="_ _1"/>ządzenia<span class="_ _1"/> ninie<span class="_ _1"/>jszego ra<span class="_ _1"/>portu n<span class="_ _1"/>ie nastą<span class="_ _1"/>piły zasa<span class="_ _1"/>dnicze zm<span class="_ _1"/>iany </span></div><div class="t m0 x2 h5 y5cd ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsb ws11">pod<span class="_ _0"/>stawowych<span class="_ _0"/> zasadac<span class="_ _0"/>h zarządz<span class="_ _0"/>ania Spółk<span class="_ _0"/>ą i jej Grup<span class="_ _0"/>ą Kapitał<span class="_ _0"/>ową.</span> </div><div class="t m0 x2 h6b y5ce ff2 fs0 fc7 sc1 ls8 ws9">Czynniki i nie<span class="_ _0"/>typowe zdar<span class="_ _0"/>zenia mające wpły<span class="_ _0"/>w na wyni<span class="_ _0"/>ki Spółki i Grupy<span class="_ _0"/> Kapitało<span class="_ _0"/>wej<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y285 ff1 fs2 fc0 sc1 lsb wsc0">Główne c<span class="_ _0"/>zynnik<span class="_ _0"/>i, mające wp<span class="_ _0"/>ływ na wynik<span class="_ _0"/>i finansowe Sp<span class="_ _0"/>ółki i Grupy Kap<span class="_ _0"/>itałowej<span class="_ _0"/>, zostały omów<span class="_ _0"/>ione </div><div class="t m0 x2 h5 y286 ff1 fs2 fc0 sc1 lsd ws10">we wc<span class="_ _0"/>ześniejszyc<span class="_ _0"/>h rozdział<span class="_ _0"/>ach niniejsz<span class="_ _0"/>ego raportu<span class="_ _0"/>. <span class="ls1 ws1"> </span></div><div class="t m0 x2 h6b y5cf ff2 fs0 fc7 sc1 ls8 ws9">Wpływ sytua<span class="_ _0"/>cji politycz<span class="_ _0"/>no<span class="ls1 ws1">-</span>gospodarczej <span class="_ _0"/>w Ukrainie<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y5b1 ff1 fs2 fc0 sc1 lsd ws14b">Zdarzeni<span class="_ _0"/>em m<span class="lsb wsd">ającym  <span class="wsa3">wp<span class="_ _0"/>ływ na dział<span class="_ _0"/>alność Spół<span class="_ _0"/>ki i<span class="ls1 ws1"> <span class="lsc ws14a">Grupy Ka<span class="_ _1"/>pitało<span class="_ _1"/>wej or<span class="_ _1"/>az ich<span class="_ _1"/> przyszł<span class="_ _1"/>e wynik<span class="_ _1"/>i </span></span></span></span></div><div class="t m0 x2 h5 y5b2 ff1 fs2 fc0 sc1 lsd wsa6">finansow<span class="_ _0"/>e, jest <span class="lsc wse4">wojna wywoła<span class="_ _1"/>na przez Ros<span class="_ _1"/>ję prze<span class="_ _1"/>ciwko Ukra<span class="_ _1"/>inie<span class="ls1 ws1"> <span class="_ _4b"/>i <span class="_ _0"/><span class="lsd wsa6">jej konsekw<span class="_ _0"/>encje, w</span> <span class="_ _0"/><span class="ls11 ws1d6">tym sytuacja<span class="_ _0"/> </span></span></span></div><div class="t m0 x2 h5 y5d0 ff1 fs2 fc0 sc1 lsb ws11">gospodar<span class="_ _0"/>cza i<span class="ls1 ws1"> </span>sp<span class="_ _0"/>ołeczn<span class="_ _0"/>a w<span class="ls1 ws1"> <span class="lsc wse">tym kra<span class="_ _1"/>ju or<span class="_ _1"/>az działa<span class="_ _1"/>nia spo<span class="_ _1"/>łeczno<span class="_ _1"/>ści mię<span class="_ _1"/>dzynaro<span class="_ _1"/>dowej wobec R<span class="_ _1"/>osji.<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y5d1 ff1 fs2 fc0 sc1 lsb ws79">Na dzi<span class="_ _0"/>eń sporządz<span class="_ _0"/>enia nini<span class="_ _0"/>ejszego rap<span class="_ _0"/>ortu Grup<span class="_ _0"/>a nie odnotow<span class="_ _0"/>ała istotn<span class="_ _0"/>ych opóźn<span class="_ _0"/>ień w<span class="ls1 ws1"> <span class="lsc wsf">realizacji </span></span></div><div class="t m0 x2 h5 y5d2 ff1 fs2 fc0 sc1 lsc ws9f">inwest<span class="_ _1"/>ycji w<span class="ls1 ws1"> </span>związ<span class="_ _1"/>ku z<span class="ls1 ws1"> <span class="ls11 ws1d">wp<span class="_ _1"/>ływem <span class="_ _11"> </span><span class="lsb wsd">wojny<span class="ls1 ws1"> <span class="_ _de"> </span>w <span class="lsd ws9e">Ukraini<span class="_ _0"/>e na polski<span class="_ _0"/> rynek pracy. Grup<span class="_ _0"/>a jest w</span> </span></span>bieżąc<span class="_ _0"/>ym </span></span></div><div class="t m0 x2 h5 y5d3 ff1 fs2 fc0 sc1 lsc ws9d">konta<span class="_ _1"/>kcie z<span class="ls1 ws1"> <span class="lsd ws9c">partnerami b<span class="_ _0"/>iznesowy<span class="_ _0"/>mi i</span> </span>monitor<span class="_ _1"/>uje ewen<span class="_ _1"/>tualny wpł<span class="_ _1"/>yw konfliktu<span class="_ _1"/> na<span class="_ _1"/> realizację<span class="_ _1"/> umó<span class="_ _1"/>w, </div><div class="t m0 x2 h5 y5d4 ff1 fs2 fc0 sc1 ls11 ws15">których podmi<span class="_ _0"/>oty z<span class="ls1 ws1"> <span class="lsd ws10">Grup<span class="_ _0"/>y są stroną.<span class="_ _0"/></span> </span></div><div class="t m0 x2 h5 y5d5 ff1 fs2 fc0 sc1 lsb ws30">Spółk<span class="_ _0"/>a ani podmi<span class="_ _0"/>oty wchod<span class="_ _0"/>zące w<span class="ls1 ws1"> <span class="_ _0"/><span class="lsd ws2f">skład jej Grup<span class="_ _0"/>y Kapitałowej<span class="_ _0"/> nie są, według<span class="_ _0"/> wiedzy<span class="_ _0"/> Spółki, stro<span class="_ _0"/>nami </span></span></div><div class="t m0 x2 h5 y5d6 ff1 fs2 fc0 sc1 lsb wsa1">umów i<span class="ls1 ws1"> <span class="_ _0"/></span>porozumie<span class="_ _0"/>ń z<span class="ls1 ws1"> <span class="ls11 ws16e">podmiota<span class="_ _0"/>mi zarejestrow<span class="_ _0"/>anymi w<span class="_ _0"/></span> <span class="lsc ws126">Ukra<span class="_ _1"/>inie,<span class="_ _1"/> Białoru<span class="_ _1"/>si lub Ro<span class="_ _1"/>sji lub m<span class="_ _1"/>ającym<span class="_ _1"/>i </span></span></div><div class="t m0 x2 h5 y5d7 ff1 fs2 fc0 sc1 lsb ws11">istotn<span class="_ _0"/>e powiąz<span class="_ _0"/>ania gospod<span class="_ _0"/>arcze z<span class="_ _0"/><span class="ls1 ws1"> <span class="lsc wse">ww. kr<span class="_ _1"/>ajami.<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y5d8 ff1 fs2 fc0 sc1 lsb ws43">W ocenie<span class="_ _0"/> Zarządu<span class="_ _0"/> Spółki w<span class="_ _0"/>ywołana prz<span class="_ _0"/>ez Rosj<span class="_ _0"/>ę wojn<span class="_ _0"/>a w<span class="ls1 ws1"> <span class="lsd wsa2">Ukrai<span class="_ _0"/>nie wpływ<span class="_ _0"/>a, pośrednio, n<span class="_ _0"/>a działal<span class="_ _0"/>ność </span></span></div><div class="t m0 x2 h5 y5d9 ff1 fs2 fc0 sc1 ls1 ws1">i <span class="lsc wsf">wyniki:</span> </div><div class="t m0 x30 h5 y5da ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsd ws10">seg<span class="_ _0"/>mentu dew<span class="_ _0"/>elopersk<span class="_ _0"/>iego Grupy p<span class="_ _0"/>oprzez m.in.:<span class="_ _0"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 xd5 h5 y5db ff7 fs2 fc0 sc1 ls1 ws1">o<span class="ff3"> <span class="_ _4f"> </span><span class="ff1 lsd ws10">sytuacj<span class="_ _0"/>ę gospodarc<span class="_ _0"/>zą w Polsce </span><span class="ff1"> </span></span></div><div class="t m0 xd5 h5 y3ad ff7 fs2 fc0 sc1 ls1 ws1">o<span class="ff3"> <span class="_ _4f"> </span><span class="ff1 lsb ws11">sytuac<span class="_ _0"/>ję na rynkach<span class="_ _0"/> finans<span class="_ _0"/>owych (m<span class="_ _0"/>.in. koszty f<span class="_ _0"/>inans<span class="_ _0"/>owania dz<span class="_ _0"/>iałalności<span class="_ _0"/> Grupy)<span class="_ _0"/>,</span><span class="ff1"> </span></span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf28" style="content-visibility: auto;"><div class="pc pc28 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">40<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 xd5 h5 y6 ff7 fs2 fc0 sc1 ls1 ws1">o<span class="ff3"> <span class="_ _4f"> </span><span class="ff1 lsd wsea">sytuacj<span class="_ _0"/>ę na rynku surowcó<span class="_ _0"/>w, w</span><span class="ff1"> <span class="lsd wsea">tym surowc<span class="_ _0"/>ów energetyc<span class="_ _0"/>znych, wp<span class="_ _0"/>ływającyc<span class="_ _0"/>h m.in. </span></span></span></div><div class="t m0 xa3 h5 y59b ff1 fs2 fc0 sc1 lsc wse">na kos<span class="_ _1"/>zty r<span class="_ _1"/>ealizacji pro<span class="_ _1"/>jektó<span class="_ _1"/>w dewelope<span class="_ _1"/>rskich<span class="_ _1"/>,<span class="ls1 ws1"> </span></div><div class="t m0 xd5 h5 y5dc ff7 fs2 fc0 sc1 ls1 ws1">o<span class="ff3"> <span class="_ _4f"> </span><span class="ff1 lsd ws1d7">sytuacj<span class="_ _0"/>ę na rynku pracy<span class="_ _0"/> w</span><span class="ff1"> <span class="lsb wsd">Polsc<span class="_ _0"/>e</span> <span class="lsb wsb3">(dostępno<span class="_ _0"/>ści pracow<span class="_ _0"/>ników w<span class="_ _0"/></span> <span class="lsd ws1d7">sektorze usług<span class="_ _0"/> </span></span></span></div><div class="t m0 xa3 h5 y5dd ff1 fs2 fc0 sc1 lse wse">budowlanych)<span class="_ _0"/>,<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y5de ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsd ws10">seg<span class="_ _0"/>mentu magaz<span class="_ _0"/>ynowego <span class="_ _0"/>Grupy poprz<span class="_ _0"/>ez m.in.:<span class="_ _0"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 xd5 h5 y5df ff7 fs2 fc0 sc1 ls1 ws1">o<span class="ff3"> <span class="_ _4f"> </span><span class="ff1 lsb ws11">sytuac<span class="_ _0"/>ję na rynkach<span class="_ _0"/> finans<span class="_ _0"/>owych (m<span class="_ _0"/>.in. koszty f<span class="_ _0"/>inans<span class="_ _0"/>owania dz<span class="_ _0"/>iałalności<span class="_ _0"/> Grupy)<span class="_ _0"/></span><span class="ff1"> </span></span></div><div class="t m0 xd5 h5 y5e0 ff7 fs2 fc0 sc1 ls1 ws1">o<span class="ff3"> <span class="_ _4f"> </span><span class="ff1 lsb ws11">sytuac<span class="_ _0"/>ję gospoda<span class="_ _0"/>rczą w<span class="_ _0"/></span><span class="ff1"> <span class="lsd ws10">Polsce i</span> <span class="lse ws2b">jej wpływ<span class="_ _0"/> na popyt na powierzchnie <span class="lsb wsd">magaz<span class="_ _0"/>ynow<span class="_ _0"/>e,</span></span> </span></span></div><div class="t m0 xd5 h5 y5e1 ff7 fs2 fc0 sc1 ls1 ws1">o<span class="ff3"> <span class="_ _4f"> </span><span class="ff1 lsd ws10">sytuacj<span class="_ _0"/>ę na rynku pracy w<span class="_ _0"/></span><span class="ff1"> <span class="lsd ws12">Polsce,<span class="_ _0"/></span> </span></span></div><div class="t m0 xd5 h5 y5e2 ff7 fs2 fc0 sc1 ls1 ws1">o<span class="ff3"> <span class="_ _4f"> </span><span class="ff1 lsd ws10">sytuacj<span class="_ _0"/>ę na rynku surow<span class="_ _0"/>ców, </span><span class="ff1"> </span></span></div><div class="t m0 xd5 h5 y5e3 ff7 fs2 fc0 sc1 ls1 ws1">o<span class="ff3"> <span class="_ _4f"> </span><span class="ff1 lsc wsbe">ocen<span class="_ _1"/>ę atra<span class="_ _1"/>kcyjności in<span class="_ _1"/>westycyjn<span class="_ _1"/>ej Pols<span class="_ _1"/>ki i<span class="ls1 ws1"> <span class="lsd wsbd">jej rynk<span class="_ _0"/>u magazynowego p<span class="_ _0"/>rzez inw<span class="_ _0"/>estorów </span></span></span></span></div><div class="t m0 xa3 h5 y5e4 ff1 fs2 fc0 sc1 lse wse">zagranicznyc<span class="_ _0"/>h. <span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 ye ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsd ws10">seg<span class="_ _0"/>mentu poz<span class="_ _0"/>ostałych ak<span class="_ _0"/>tywów nieru<span class="_ _0"/>chomościow<span class="_ _0"/>ych Gru<span class="_ _0"/>py poprzez m<span class="_ _0"/>.in.:<span class="ls1 ws1"> </span></span></span></div><div class="t m0 xd5 h5 y5e5 ff7 fs2 fc0 sc1 ls1 ws1">o<span class="ff3"> <span class="_ _4f"> </span><span class="ff1 lsb ws50">nastroj<span class="_ _0"/>e konsumenc<span class="_ _0"/>kie ora<span class="_ _0"/>z sytuację g<span class="_ _0"/>ospodarcz<span class="_ _0"/>ą, oddz<span class="_ _0"/>iałowując<span class="_ _0"/>ą m.in. na pop<span class="_ _0"/>yt na </span></span></div><div class="t m0 xa3 h5 y4e2 ff1 fs2 fc0 sc1 lse ws2b">usługi hotelow<span class="_ _0"/>e,<span class="ls1 ws1"> </span></div><div class="t m0 xd5 h5 y5e6 ff7 fs2 fc0 sc1 ls1 ws1">o<span class="ff3"> <span class="_ _4f"> </span><span class="ff1 lsd ws17d">sytuacj<span class="_ _0"/>ę na rynku surow<span class="_ _0"/>ców energetycz<span class="_ _0"/>nych i<span class="_ _0"/> jej wpływ m.in. na c<span class="_ _0"/>eny energii </span></span></div><div class="t m0 xa3 h5 y5e7 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsd ws12">Polsc<span class="_ _0"/>e,</span> </div><div class="t m0 xd5 h5 y5a9 ff7 fs2 fc0 sc1 ls1 ws1">o<span class="ff3"> <span class="_ _4f"> </span><span class="ff1 lsd ws10">sytuacj<span class="_ _0"/>ę na rynku żywn<span class="_ _0"/>ości</span><span class="ff1">. </span></span></div><div class="t m0 x2 h6b y5e8 ff2 fs0 fc7 sc1 lsa4 ws1d8">Umowy, w<span class="ls1 ws1"> </span>wyniku których mogą<span class="_ _0"/> w<span class="ls1 ws1"> <span class="ls8 ws88">przyszłoś<span class="_ _0"/>ci <span class="_ _12"> </span><span class="ls3e ws1d9">nas<span class="_ _0"/>tąpić z<span class="_ _0"/>miany w</span></span> <span class="_ _0"/><span class="ls8 ws1da">proporcjach a<span class="_ _0"/>kcji </span></span></div><div class="t m0 x2 h6b y5e9 ff2 fs0 fc7 sc1 ls3b ws3">posiadanyc<span class="_ _1"/>h przez akcjonari<span class="_ _1"/>uszy i<span class="ls1 ws1"> <span class="ls8 ws88">obligatarius<span class="_ _0"/>zy</span> </span></div><div class="t m0 x2 h5 y5ea ff1 fs2 fc0 sc1 lsb ws12a">Spółk<span class="_ _0"/>a oraz spółki<span class="_ _0"/> wchodzące w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsc ws12c">skład<span class="_ _1"/> jej Gr<span class="_ _1"/>upy Ka<span class="_ _1"/>pita<span class="_ _1"/>łowej n<span class="_ _1"/>ie pos<span class="_ _1"/>iadają<span class="_ _1"/> żadnych<span class="_ _1"/> inform<span class="_ _1"/>acji na<span class="_ _1"/> </span></span></div><div class="t m0 x2 h5 y5eb ff1 fs2 fc0 sc1 ls11 wsb5">temat umów w<span class="_ _0"/><span class="ls1 ws1"> </span>wyniku k<span class="_ _0"/>tórych mogą w<span class="ls1 ws1"> <span class="lsc ws4f">przyszło<span class="_ _1"/>ści nast<span class="_ _1"/>ąpić zmia<span class="_ _1"/>ny w<span class="ls1 ws1"> <span class="lsb ws4d">proporcj<span class="_ _0"/>ach <span class="_ _0"/>akcji<span class="_ _0"/> posiadanyc<span class="_ _0"/>h </span></span></span></span></div><div class="t m0 x2 h5 y5ec ff1 fs2 fc0 sc1 lsc wse">przez a<span class="_ _1"/>kcjonar<span class="_ _1"/>iuszy i<span class="ls1 ws1"> </span><span class="wsf">o<span class="_ _1"/>bligat<span class="_ _1"/>ariuszy<span class="_ _1"/>. <span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h6b y5ed ff2 fs0 fc7 sc1 ls8 ws9">Akcje Spółk<span class="_ _0"/>i w<span class="ls1 ws1"> </span>posiada<span class="_ _0"/>niu członków Z<span class="_ _0"/>arządu i<span class="ls1 ws1"> <span class="ws88">Rady Nadz<span class="_ _0"/>orczej</span> </span></div><div class="t m0 x2 h5 y5ee ff1 fs2 fc0 sc1 lsc wsac">Na dzień<span class="_ _1"/> spor<span class="_ _1"/>ządzen<span class="_ _1"/>ia nin<span class="_ _1"/>iejsze<span class="_ _1"/>go ra<span class="_ _1"/>portu po<span class="_ _1"/>siadaczam<span class="_ _1"/>i akcji<span class="_ _1"/> Spół<span class="_ _1"/>ki byli<span class="_ _1"/> poniże<span class="_ _1"/>j zapre<span class="_ _1"/>zento<span class="_ _1"/>wani </div><div class="t m0 x2 h5 y5ef ff1 fs2 fc0 sc1 lsb ws11">członk<span class="_ _0"/>owie Zarz<span class="_ _0"/>ądu i<span class="ls1 ws1"> <span class="lsc wse">Rady Nadzo<span class="_ _1"/>rczej Sp<span class="_ _1"/>ółki:<span class="ls1 ws1"> </span></span></span></div><div class="c xf5 y2c w60 h6c"><div class="t m0 xd2 h5 y29a ff1 fs2 fc0 sc0 ls45 ws98">Osoba<span class="ls1 ws1"> </span></div></div><div class="c x129 y2c w61 h6c"><div class="t m0 xd2 h5 y29a ff1 fs2 fc0 sc0 ls26 ws63">Stanowisko<span class="fc4 sc6 ls1 ws1"> </span></div></div><div class="c x27 y2c w62 h6c"><div class="t m0 xd2 h5 y29a ff1 fs2 fc0 sc0 ls26 ws14">Stan posiadania<span class="fc4 sc6 ls1 ws1"> </span></div></div><div class="c xf0 y2c w63 h6c"><div class="t m0 xd2 h5 y1ac ff1 fs2 fc0 sc0 ls26 ws14">Wartość nominalna <span class="ls1 ws1"> </span></div><div class="t m0 xd2 h5 y4ce ff1 fs2 fc0 sc0 ls25 wse">akcji (w zł)<span class="_ _0"/><span class="ls1 ws1"> </span></div></div><div class="t m0 x35 h5 y5f0 ff1 fs2 fc0 sc1 lsd ws12">Mariusz </div><div class="t m0 x35 h5 y5f1 ff1 fs2 fc0 sc1 lsd ws12">Książek<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 xf2 h5 y5f0 ff1 fs2 fc0 sc1 lsd ws12">Prezes<span class="ls1 ws1"> </span></div><div class="t m0 xf2 h5 y5f1 ff1 fs2 fc0 sc1 lsb wsd">Zarządu<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="c x27 y5f2 w62 h79"><div class="t m0 xd2 h5 y87 ff1 fs2 fc0 sc1 lsc wse">27.513.<span class="_ _1"/>831 akcji <span class="_ _1"/><span class="ls1 ws1">- <span class="lsd ws10">za pośred<span class="_ _0"/>nictwem </span></span></div></div><div class="t m0 x9d h5 y5f3 ff1 fs2 fc0 sc1 lsc wse">Książe<span class="_ _1"/>k Holding Sp<span class="_ _1"/>. z<span class="ls1 ws1"> <span class="lsb wsd">o.o. </span> </span></div><div class="t m0 x9d h5 y5f4 ff1 fs2 fc0 sc1 lsc wse">2.077.692<span class="_ _1"/> akcji <span class="ls1 ws1">-<span class="_ _1"/> <span class="lsd ws12">bezp<span class="_ _0"/>ośrednio</span> </span></div><div class="c xf0 y5f2 w63 h79"><div class="t m0 xd2 h5 y87 ff1 fs2 fc0 sc1 lsd ws12">27.51<span class="_ _0"/>3.831 <span class="ls1 ws1">- </span><span class="ws10">za p<span class="_ _0"/>ośrednictwem </span></div></div><div class="t m0 x111 h5 y5f3 ff1 fs2 fc0 sc1 lsc wse">Książe<span class="_ _1"/>k Holding Sp<span class="_ _1"/>. z<span class="ls1 ws1"> <span class="lsb wsd">o.o. </span> </span></div><div class="t m0 x111 h5 y5f4 ff1 fs2 fc0 sc1 lsd ws12">2.077<span class="_ _0"/>.692 <span class="ls1 ws1">- </span>bez<span class="_ _0"/>pośrednio<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y5f5 ff1 fs2 fc0 sc1 lsc ws4f">W okre<span class="_ _1"/>sie od dnia<span class="_ _1"/> publikacji po<span class="_ _1"/>przedn<span class="_ _1"/>iego r<span class="_ _1"/>aportu<span class="_ _1"/> okresoweg<span class="_ _1"/>o stan p<span class="_ _1"/>osiadan<span class="_ _1"/>ia akcji przez czł<span class="_ _1"/>onkó<span class="_ _1"/>w </div><div class="t m0 x2 h5 y5f6 ff1 fs2 fc0 sc1 lsc wse">Zarzą<span class="_ _1"/>du i Rady<span class="_ _1"/> Nadzo<span class="_ _1"/>rczej Spół<span class="_ _1"/>ki nie ule<span class="_ _1"/>gł zm<span class="_ _1"/>ianie.<span class="_ _1"/> <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y5f7 ff1 fs2 fc0 sc1 lsc ws46">Osoby<span class="_ _1"/> zarządza<span class="_ _1"/>jące i n<span class="_ _1"/>adzor<span class="_ _1"/>ujące<span class="_ _1"/> nie pos<span class="_ _1"/>iadał<span class="_ _1"/>y uprawnie<span class="_ _1"/>ń do a<span class="_ _1"/>kcji Spó<span class="_ _1"/>łki na<span class="_ _1"/> dzień<span class="_ _1"/> publika<span class="_ _1"/>cji<span class="_ _1"/> </div><div class="t m0 x2 h5 y5f8 ff1 fs2 fc0 sc1 lsb ws181">niniej<span class="_ _0"/>szego rapo<span class="_ _0"/>rtu. Osob<span class="_ _0"/>y zarządz<span class="_ _0"/>ające i n<span class="_ _0"/>adzorując<span class="_ _0"/>e nie posiad<span class="_ _0"/>ają akcji<span class="_ _0"/>/udzi<span class="_ _0"/>ałów podmi<span class="_ _0"/>otów </div><div class="t m0 x2 h5 y5f9 ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lsb ws11">Grup<span class="_ _0"/>y Kapitałow<span class="_ _0"/>ej Marvip<span class="_ _0"/>ol. </span> </div><div class="t m0 x2 h5 y5fa ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h6b y5fb ff2 fs0 fc7 sc1 ls8 ws9">Wynagrodzen<span class="_ _0"/>ia członk<span class="_ _0"/>ów Zarządu i<span class="ls1 ws1"> <span class="ws88">Ra<span class="_ _0"/>dy Nadzorczej</span> </span></div><div class="t m0 x2 h5 y5fc ff1 fs2 fc0 sc1 lsb ws13c">Informac<span class="_ _0"/>je o<span class="ls1 ws1"> </span>wynag<span class="_ _0"/>rodz<span class="_ _0"/>eniach c<span class="_ _0"/>złonków<span class="_ _0"/> Zarządu i<span class="_ _0"/><span class="ls1 ws1"> </span>Rady Nadz<span class="_ _0"/>orczej Sp<span class="_ _0"/>ółki zap<span class="_ _0"/>rezentowa<span class="_ _0"/>ne są <span class="_ _b"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y5fd ff1 fs2 fc0 sc1 lsb ws1c9">w Noci<span class="_ _0"/>e 3<span class="ls1 ws1">0 <span class="_ _93"> </span>J<span class="lsd ws12">ednostkow<span class="_ _0"/>ego</span> <span class="_ _93"> </span></span>sprawozdan<span class="_ _0"/>ia fina<span class="_ _0"/>nsowego z<span class="_ _0"/>a rok <span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="_ _93"> </span></span></span>oraz w<span class="ls1 ws1"> </span></div><div class="t m1 x12a he y5fe ff1 fsa fc0 sc0 ls87 ws1db">Nocie<span class="_ _0"/> 3<span class="ls1 ws1">5</span></div><div class="t m0 x121 h5 y5fe ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h5 y5ff ff1 fs2 fc0 sc1 lsb ws11">Skonsol<span class="_ _0"/>idowaneg<span class="_ _0"/>o sprawo<span class="_ _0"/>zdani<span class="_ _0"/>a finansow<span class="_ _0"/>ego za rok <span class="ls10 ws14">2023<span class="ls1 ws1">. </span></span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf29" style="content-visibility: auto;"><div class="pc pc29 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x7d h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">41<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h6b ydc ff2 fs0 fc7 sc1 ls8 ws9">Zobowiązan<span class="_ _0"/>ia emerytal<span class="_ _0"/>ne i inne wobec <span class="_ _0"/>byłych członk<span class="_ _0"/>ów Zarządu i<span class="ls1 ws1"> <span class="ls3e ws8c">R<span class="_ _0"/>ady Nadz<span class="_ _0"/>orczej</span> </span></div><div class="t m0 x2 h5 y558 ff1 fs2 fc0 sc1 lse ws128">Na dzień 31 grudnia <span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="_ _0"/><span class="lsb ws50">r. oraz na dzi<span class="_ _0"/>eń sporząd<span class="_ _0"/>zenia nin<span class="_ _0"/>iejszego r<span class="_ _0"/>aportu Sp<span class="_ _0"/>ółka nie posi<span class="_ _0"/>adała i ni<span class="_ _0"/>e </span></span></span></div><div class="t m0 x2 h5 y559 ff1 fs2 fc0 sc1 lsb ws11">posiad<span class="_ _0"/>a zobowiąz<span class="_ _0"/>ań emery<span class="_ _0"/>talnych l<span class="_ _0"/>ub innych<span class="_ _0"/> wobec byłych<span class="_ _0"/> członków<span class="_ _0"/> Zarządu i<span class="_ _0"/> Rady Nadzorc<span class="_ _0"/>zej. <span class="ls1 ws1"> </span></div><div class="t m0 x2 h6b y202 ff2 fs0 fc7 sc1 lsa4 ws1dc">Umowy zawarte pomiędzy Spółką a<span class="ls1 ws1"> <span class="ls8 ws1dd">osobami zarzą<span class="_ _0"/>dzającymi,<span class="_ _0"/> przewidujące<span class="_ _0"/> </span></span></div><div class="t m0 x2 h6b y600 ff2 fs0 fc7 sc1 lsa4 ws120">rekompensatę w<span class="ls1 ws1"> <span class="ls3b ws3">przypadk<span class="_ _1"/>u rezygnacji lub<span class="_ _1"/> zwolnienia z<span class="ls1 ws1"> <span class="ls3e ws8c">zajmowaneg<span class="_ _0"/>o stanowis<span class="_ _0"/>ka </span> </span></span></span></div><div class="t m0 x2 h5 y601 ff1 fs2 fc0 sc1 lse wsa5">Na dzień 31 grudnia <span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="_ _4b"/><span class="lsc ws14c">r. oraz n<span class="_ _1"/>a dzień<span class="_ _1"/> sporzą<span class="_ _1"/>dzenia nin<span class="_ _1"/>iejsze<span class="_ _1"/>go ra<span class="_ _1"/>portu nie is<span class="_ _1"/>tniał<span class="_ _1"/>y i<span class="ls1 ws1"> </span>nie ist<span class="_ _1"/>nieją<span class="_ _1"/> </span></span></span></div><div class="t m0 x2 h5 y602 ff1 fs2 fc0 sc1 lsd ws16">umowy prz<span class="_ _0"/>ewidując<span class="_ _0"/>e rekompensat<span class="_ _0"/>y w<span class="ls1 ws1"> <span class="lsc ws48">przypadku<span class="_ _1"/> ich r<span class="_ _1"/>ezygn<span class="_ _1"/>acji lub<span class="_ _1"/> zwoln<span class="_ _1"/>ienia z<span class="ls1 ws1"> <span class="lsb wsd">zajmowanego </span></span></span></span></div><div class="t m0 x2 h5 y603 ff1 fs2 fc0 sc1 lsb wsd">stanow<span class="_ _0"/>iska<span class="lsd ws12">. <span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h6b y604 ff2 fs0 fc7 sc1 ls8 ws9">Działalnoś<span class="_ _0"/>ć sponsoring<span class="_ _0"/>owa i chary<span class="_ _0"/>tatywna<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y605 ff1 fs2 fc0 sc1 ls1 ws1">W <span class="_ _0"/><span class="ls10 ws14">2023</span> <span class="_ _4b"/><span class="lsb ws77">r. Grupa K<span class="_ _0"/>apitałow<span class="_ _0"/>a poniosła w<span class="_ _0"/>ydatki<span class="_ _0"/></span> <span class="_ _0"/><span class="lsb ws77">na dz<span class="_ _0"/>iałalność<span class="_ _0"/> sponsori<span class="_ _0"/>ngową<span class="_ _0"/>, charytat<span class="_ _0"/>ywną lub<span class="_ _0"/> inną </span></div><div class="t m0 x2 h5 y606 ff1 fs2 fc0 sc1 ls1 ws1">o <span class="lsc wse">zbliżonym<span class="_ _1"/> char<span class="_ _1"/>akter<span class="_ _1"/>ze<span class="ls1 ws1"> <span class="lsd ws10">w w<span class="_ _0"/>ysokości 242 tys. z<span class="_ _0"/>ł</span>.  </span></span></div><div class="t m0 x2 h6b y607 ff2 fs0 fc7 sc1 ls3b ws3">Informacja o<span class="_ _1"/><span class="ls1 ws1"> <span class="ls8 ws88">konsolid<span class="_ _0"/>acji</span> </span></div><div class="t m0 x2 h5 y608 ff1 fs2 fc0 sc1 lsb ws1de">Spółk<span class="_ _0"/>a jest Jednos<span class="_ _0"/>tką domi<span class="_ _0"/>nującą w<span class="_ _0"/><span class="ls1 ws1"> </span>Grupie Kap<span class="_ _0"/>itałowej, sp<span class="_ _0"/>orządz<span class="_ _0"/>ającą skon<span class="_ _0"/>solid<span class="_ _0"/>owane </div><div class="t m0 x2 h5 y609 ff1 fs2 fc0 sc1 lsb ws11">sprawoz<span class="_ _0"/>danie fi<span class="_ _0"/>nansowe<span class="_ _0"/>.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y210 ff1 fs2 fc0 sc1 lsb ws13e">Lista pod<span class="_ _0"/>miotów w<span class="_ _0"/>chodz<span class="_ _0"/>ących w<span class="ls1 ws1"> </span>s<span class="_ _0"/>kład Grup<span class="_ _0"/>y Kapitałowej<span class="_ _0"/> jest zapr<span class="_ _0"/>ezentow<span class="_ _0"/>ana w<span class="ls1 ws1"> <span class="_ _0"/><span class="lsc wsf">ro<span class="_ _1"/>zdziale </span></span></div><div class="t m1 x12b he y210 ff1 fsa fc0 sc0 ls87 ws1df">Spół<span class="_ _0"/>ki </div><div class="t m1 x2 he y60a ff1 fsa fc0 sc0 lsa9 ws1e0">wchodzące w<span class="ls1 ws1"> </span>skład Grupy Kapitałowej </div><div class="t m0 x14 h5 y60a ff1 fs2 fc0 sc1 lsb ws43">Sprawoz<span class="_ _0"/>dania Zarz<span class="_ _0"/>ądu z dzi<span class="_ _0"/>ałalności M<span class="_ _0"/>arvipol D<span class="_ _0"/>evelopmen<span class="_ _0"/>t </div><div class="t m0 x2 h5 y60b ff1 fs2 fc0 sc1 lsb ws11">S.A. oraz<span class="_ _0"/> Grupy Kap<span class="_ _0"/>itałow<span class="_ _0"/>ej Marvip<span class="_ _0"/>ol Develop<span class="_ _0"/>ment S.A. z<span class="_ _0"/>a <span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="lsd ws12">r. </span> </span></span></div><div class="t m0 x2 h5 y60c ff1 fs2 fc0 sc1 lsb ws1e1">Informac<span class="_ _0"/>je o<span class="ls1 ws1"> </span>pod<span class="_ _0"/>stawie<span class="_ _0"/> sporząd<span class="_ _0"/>zenia sk<span class="_ _0"/>onsoli<span class="_ _0"/>dowanego <span class="_ _0"/>sprawoz<span class="_ _0"/>dania f<span class="_ _0"/>inansoweg<span class="_ _0"/>o Grupy<span class="_ _0"/> </div><div class="t m0 x2 h5 y60d ff1 fs2 fc0 sc1 lsb ws4d">Kapitał<span class="_ _0"/>owej oraz<span class="_ _0"/> sprawozd<span class="_ _0"/>ania f<span class="_ _0"/>inansoweg<span class="_ _0"/>o Spółk<span class="_ _0"/>i są zap<span class="_ _0"/>rezentowa<span class="_ _0"/>ne w </div><div class="t m1 x12c he yc3 ff1 fsa fc0 sc0 ls87 ws1bf">Nocie<span class="_ _0"/> 2</div><div class="t m0 x12d h5 yc3 ff1 fs2 fc0 sc0 ls1 ws1"> <span class="sc1 lsb wsd">Skonsoli<span class="_ _0"/>dowan<span class="_ _0"/>ego </span></div><div class="t m0 x2 h5 y60e ff1 fs2 fc0 sc1 lsb ws18f">sprawoz<span class="_ _0"/>dania fi<span class="_ _0"/>nansoweg<span class="_ _0"/>o Grupy Kap<span class="_ _0"/>itałowej<span class="_ _0"/> za <span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="_ _92"> </span><span class="lsd ws18d">r. oraz w</span> <span class="ls14 ws1a3">No<span class="_ _0"/>ci<span class="_ _0"/>e 2 </span></span></span><span class="wsd">Jedn<span class="_ _0"/>ostkowego<span class="_ _0"/> </span></div><div class="t m0 x2 h5 y60f ff1 fs2 fc0 sc1 lsb ws11">sprawoz<span class="_ _0"/>dania fi<span class="_ _0"/>nansoweg<span class="_ _0"/>o Spółk<span class="_ _0"/>i za <span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="lsd ws12">r.</span> </span></span></div><div class="t m0 x2 h6b y610 ff2 fs0 fc7 sc1 lsa4 ws1e2">Inne informacje, które zdaniem Emitenta są istotne dla oceny jego s<span class="_ _0"/>ytuacji kadrowej, </div><div class="t m0 x2 h6b y611 ff2 fs0 fc7 sc1 ls3b ws1e3">majątkowe<span class="_ _1"/>j, finansowej, wyniku finansow<span class="_ _1"/>ego i ich zmian, oraz i<span class="_ _1"/>nformacje, które są istot<span class="_ _1"/>ne </div><div class="t m0 x2 h6b y612 ff2 fs0 fc7 sc1 ls8 ws9">dla oceny moż<span class="_ _0"/>liwości re<span class="_ _0"/>alizacji zobow<span class="_ _0"/>iązań przez<span class="_ _0"/> emitenta<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y613 ff1 fs2 fc0 sc1 ls11 ws158">Brak jest innyc<span class="_ _0"/>h informacji istotnych d<span class="_ _0"/>la oceny sytuacji <span class="ls1 ws1">S<span class="lsb ws7b">p<span class="_ _0"/>ółki i Grupy Kapi<span class="_ _0"/>tałowej Marv<span class="_ _0"/>ipol </span></span></div><div class="t m0 x2 h5 y614 ff1 fs2 fc0 sc1 lsd ws10">Develop<span class="_ _0"/>ment niż p<span class="_ _0"/>rzekazane w<span class="_ _0"/> niniejsz<span class="_ _0"/>ym raporcie. <span class="ls1 ws1"> <span class="_ _4a"> </span> </span></div><a class="l" href="#pf5"><span class="d m2 gs14"/></a><a class="l" href="#pf5"><span class="d m2 gs15"/></a><div class="d m2 gs16"/></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf2a" style="content-visibility: auto;"><div class="pc pc2a w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">42<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 hb y18 ff2 fs7 fc5 sc1 ls9 wsb">16.<span class="ff3 ls1 ws1"> <span class="_ _44"> </span></span><span class="ls2f ws67">Ła<span class="_ _0"/>d Kor<span class="_ _0"/>por<span class="_ _0"/>acy<span class="_ _0"/>jny<span class="_ _0"/><span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h27 y192 ff2 fs4 fc5 sc1 ls75 ws1e4">Stosowanie Ład<span class="_ _1"/>u Korporacyj<span class="_ _1"/>nego<span class="ls1 ws1"> </span></div><div class="t m0 x2 h4 y615 ff2 fs1 fc7 sc1 ls9b ws1e5">Zbiór zasad ładu korporacyjnego, k<span class="_ _1"/>tóremu podlega Spółka<span class="_ _1"/> oraz miejsce, gdzie<span class="_ _1"/> </div><div class="t m0 x2 h4 y616 ff2 fs1 fc7 sc1 ls9b ws1e6">tekst zbioru zasad <span class="_ _1"/>jest publicznie<span class="_ _1"/> dostępny<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y617 ff1 fs2 fc0 sc1 lsb wsaf">29 marc<span class="_ _0"/>a 2021 r. Rada G<span class="_ _0"/>iełdy uchwał<span class="_ _0"/>ą Nr 13/183<span class="_ _0"/>4/2021 prz<span class="_ _0"/>yjęła zasady<span class="_ _0"/> ładu korpo<span class="_ _0"/>racyjneg<span class="_ _0"/>o dla sp<span class="_ _0"/>ółek </div><div class="t m0 x2 h5 y618 ff1 fs2 fc0 sc1 lse ws5f">notowanych na Głównym Rynk<span class="_ _0"/>u GPW <span class="ls1 ws1">– <span class="_ _1"/><span class="lsb ws4d">„Dobre Prakt<span class="_ _0"/>yki Spółek Not<span class="_ _0"/>owanych na G<span class="_ _0"/>PW 2021<span class="_ _0"/>”. Zbiór ten </span></span></div><div class="t m0 x2 h5 y619 ff1 fs2 fc0 sc1 lsd ws106">jest udostępn<span class="_ _0"/>iony na stron<span class="_ _0"/>ie internetow<span class="_ _0"/>ej Giełd<span class="_ _0"/>y Papierów Wartoś<span class="lsb ws28">c<span class="_ _0"/>iowych w War<span class="_ _0"/>szawie SA<span class="_ _0"/> pod </span></div><div class="t m0 x2 h5 y61a ff1 fs2 fc0 sc1 lsd ws10">adresem: w<span class="_ _0"/>ww.gp<span class="_ _0"/>w.pl/d<span class="_ _0"/>obre<span class="ls1 ws1">-<span class="lsc wsf">pra<span class="_ _1"/>ktyki2021.<span class="_ _1"/> <span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y61b ff1 fs2 fc0 sc1 ls1 ws1">K<span class="lsb wsc0">atalog d<span class="_ _0"/>obrych prak<span class="_ _0"/>tyk sp<span class="_ _0"/>ółek notowan<span class="_ _0"/>ych na GPW<span class="_ _0"/> wszedł w życ<span class="_ _0"/>ie 1 lipca 2021<span class="_ _0"/> r. 21 lipca 202<span class="_ _0"/>1 r. </span></div><div class="t m0 x2 h5 y61c ff1 fs2 fc0 sc1 lsb ws4d">Spółk<span class="_ _0"/>a opublik<span class="_ _0"/>owała ośw<span class="_ _0"/>iadcz<span class="_ _0"/>enie na temat<span class="_ _0"/> stanu st<span class="_ _0"/>osowan<span class="_ _0"/>ia rekom<span class="_ _0"/>endacj<span class="_ _0"/>i i zas<span class="_ _0"/>ad zawartyc<span class="_ _0"/>h w tym </div><div class="t m0 x2 h5 y61d ff1 fs2 fc0 sc1 lsd ws116">zbiorz<span class="_ _0"/>e (raport bież<span class="_ _0"/>ący EBI <span class="_ _0"/>nr 1/20<span class="_ _0"/>21), którego t<span class="_ _0"/>reść d<span class="_ _0"/>ostępna j<span class="_ _0"/>est pod adre<span class="_ _0"/>sem: <span class="ws12">ww<span class="_ _0"/>w.marvipol<span class="_ _0"/>.pl/wp<span class="ls1 ws1">-</span></span></div><div class="t m0 x2 h5 y61e ff1 fs2 fc0 sc1 ls15 wsb5">conte<span class="_ _1"/>nt/uploads/GP<span class="_ _1"/>W_dobre_pra<span class="_ _1"/>ktyki_MA<span class="_ _1"/>RVIPOL.pdf<span class="ls1 ws1"> </span></div><div class="t m0 x2 h4 y61f ff2 fs1 fc7 sc1 ls8e ws1e7">Zakres, w<span class="ls1 ws1"> <span class="ls9b ws1e8">jakim Spółka odstąpiła od postanowień zasa<span class="_ _1"/>d ładu korpora<span class="_ _1"/>cyjnego, </span></span></div><div class="t m0 x2 h4 y620 ff2 fs1 fc7 sc1 ls8d ws1e9">którym podlega ze wskazaniem tych postanowień oraz wyjaśnienie<span class="_ _1"/> przyczyn tego </div><div class="t m0 x2 h4 y621 ff2 fs1 fc7 sc1 ls9b ws192">odstąpienia<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y29c ff1 fs2 fc0 sc1 lsb ws1a5">Zarząd S<span class="_ _0"/>półki ośw<span class="_ _0"/>iadcz<span class="_ _0"/>a, że w <span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="_ _0"/><span class="lsd wse9">r. Sp<span class="_ _0"/>ółka i jej organy prz<span class="_ _0"/>estrzegał<span class="_ _0"/>y zasad sz<span class="_ _0"/>czegółowyc<span class="_ _0"/>h ładu </span></span></span></div><div class="t m0 x2 h5 y622 ff1 fs2 fc0 sc1 lsb ws13c">korpor<span class="_ _0"/>acyjnego z<span class="_ _0"/>awartyc<span class="_ _0"/>h w d<span class="_ _0"/>okumencie „D<span class="_ _0"/>obre Prak<span class="_ _0"/>tyki Sp<span class="_ _0"/>ółek Notow<span class="_ _0"/>anych na G<span class="_ _0"/>PW 202<span class="_ _0"/>1” </div><div class="t m0 x2 h5 y623 ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lsb ws11">następu<span class="_ _0"/>jącymi<span class="_ _0"/> odstąpieni<span class="_ _0"/>ami:<span class="_ _0"/></span> </div><div class="t m0 x2 h5 y624 ff1 fs2 fc0 sc0 ls26 ws14">1. Polityka informacyjna i komunikacyj<span class="_ _1"/>na z inwestorami<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y625 ff1 fs2 fc0 sc0 ls26 ws14">Zasada 1.2.<span class="ls1 ws1"> </span></div><div class="t m0 x2 hf y626 ff4 fs2 fc0 sc1 lse ws1d5">Spółka umożl<span class="_ _0"/>iwia zapoznanie się z osiągnięty<span class="_ _0"/>mi przez nią wynikami finansowymi<span class="_ _0"/> zawartymi w raporcie </div><div class="t m0 x2 hf y627 ff4 fs2 fc0 sc1 ls27 ws1ea">okresowym w możliwie najkrótszym czasie po zakończeni<span class="_ _0"/>u okresu sprawozdawczego, a jeżeli </div><div class="t m0 x2 hf y628 ff4 fs2 fc0 sc1 ls1 ws1">z <span class="ls27 ws1ea">uzasadnionych powo<span class="_ _0"/>dów nie jest to możliwe, jak najszybciej publikuje co najmniej wstępne </span></div><div class="t m0 x2 hf y629 ff4 fs2 fc0 sc1 ls1 ws2c">szacunkowe wyniki finansowe<span class="ws1"> </span></div><div class="t m0 x2 h5 y62a ff1 fs2 fc0 sc1 lsd ws12">Wyjaśnieni<span class="_ _0"/>e:<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y62b ff1 fs2 fc0 sc1 lse ws12b">Obecnie Sp<span class="_ _0"/>ółka nie przekazuje wstępnych szacunkowyc<span class="_ _0"/>h wyników finansowych. Raportuj<span class="_ _0"/>e wyniki </div><div class="t m0 x2 h5 y62c ff1 fs2 fc0 sc1 lsd ws149">ostatecz<span class="_ _0"/>ne w termin<span class="_ _0"/>ie określony<span class="_ _0"/>m w Rozp<span class="_ _0"/>orządzeni<span class="_ _0"/>u Ministra Fi<span class="_ _0"/>nansów z 2<span class="_ _0"/>9 marca 2018 rok<span class="_ _0"/>u w </div><div class="t m0 x2 h5 y62d ff1 fs2 fc0 sc1 lsc ws157">spra<span class="_ _1"/>wie infor<span class="_ _1"/>macji bieżą<span class="_ _1"/>cy<span class="_ _1"/>ch i o<span class="_ _1"/>kreso<span class="_ _1"/>wych.<span class="_ _1"/> Spółka<span class="_ _1"/> w ciągu<span class="_ _1"/> kilku<span class="_ _1"/> dni<span class="_ _1"/> po <span class="_ _1"/>zako<span class="_ _1"/>ńczeniu<span class="_ _1"/> okres<span class="_ _1"/>u </div><div class="t m0 x2 h5 y62e ff1 fs2 fc0 sc1 lsd ws38">sprawozd<span class="_ _0"/>awczego p<span class="_ _0"/>rzekaz<span class="_ _0"/>uje najistotni<span class="_ _0"/>ejsze d<span class="_ _0"/>a<span class="lsc ws198">ne<span class="_ _1"/> o liczbie i<span class="_ _1"/> warto<span class="_ _1"/>ści spr<span class="_ _1"/>zedanych<span class="_ _1"/> i przeka<span class="_ _1"/>zanych<span class="_ _1"/> </span></div><div class="t m0 x2 h5 y62f ff1 fs2 fc0 sc1 lsc wsf">lokali.<span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y630 ff1 fs2 fc0 sc0 ls26 ws14">2. Zarząd i Rada Nad<span class="_ _1"/>zorcza<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y631 ff1 fs2 fc0 sc0 ls26 ws14">Zasada 2.1.<span class="ls1 ws1"> </span></div><div class="t m0 x2 hf y632 ff4 fs2 fc0 sc1 ls27 ws1eb">Spółka powinn<span class="_ _0"/>a p<span class="_ _1"/>osiadać politykę różnorodności<span class="_ _0"/> wobec zarządu oraz rady nadzorczej, przyjętą </div><div class="t m0 x2 hf y633 ff4 fs2 fc0 sc1 ls27 ws1ec">odpowiednio przez radę nadzorczą lub wal<span class="_ _0"/>ne zgromadzenie. Polityka różnorodności ok<span class="_ _0"/>reśla cele </div><div class="t m0 x2 hf y634 ff4 fs2 fc0 sc1 ls1 ws1">i <span class="ls27 ws1ed">kryteria różn<span class="_ _0"/>orodności m.in. w taki<span class="_ _0"/>ch obszarach jak płeć, kierun<span class="_ _0"/>ek wykształcenia, specjalistyczn<span class="_ _0"/>a </span></div><div class="t m0 x2 hf y635 ff4 fs2 fc0 sc1 ls27 ws1ee">wiedza, wiek oraz doświ<span class="_ _0"/>adc<span class="_ _1"/>zenie zawodowe, a także wskazuje termin i sposób monitorowani<span class="_ _0"/>a realizacji </div><div class="t m0 x2 hf y636 ff4 fs2 fc0 sc1 ls27 ws1ef">tych celów. W zakresi<span class="_ _0"/>e zróżnicowani<span class="_ _0"/>a pod względem płci warunkiem zap<span class="_ _0"/>ewnienia różnorodno<span class="_ _0"/>ści </div><div class="t m0 x2 hf y637 ff4 fs2 fc0 sc1 lse ws2b">organów spółk<span class="_ _0"/>i jest udział mniejszości w<span class="_ _0"/> danym organie na poziomi<span class="_ _0"/>e nie niższym niż 30%.<span class="ls1 ws1"> </span></div><div class="t m0 x2 hf y638 ff4 fs2 fc0 sc1 ls1 ws1"> </div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf2b" style="content-visibility: auto;"><div class="pc pc2b w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">43<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 lsd ws12">Wyjaśnieni<span class="_ _0"/>e:<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y639 ff1 fs2 fc0 sc1 lsb wsd">Spółk<span class="_ _0"/>a <span class="_ _45"> </span><span class="ws34">n<span class="_ _0"/>ie posiad<span class="_ _0"/>a<span class="ls1 ws1"> <span class="_ _45"> </span><span class="lsc ws127">Polityki Różnor<span class="_ _1"/>odności w o<span class="_ _1"/>dnies<span class="_ _1"/>ieniu do<span class="_ _1"/> Zarzą<span class="_ _1"/>du i Rad<span class="_ _1"/>y Nadzor<span class="_ _1"/>czej. Wa<span class="_ _1"/>runek </span></span></span></div><div class="t m0 x2 h5 y63a ff1 fs2 fc0 sc1 lsb ws4c">zróżni<span class="_ _0"/>cowania w<span class="_ _0"/> odniesi<span class="_ _0"/>eniu do Zarządu<span class="_ _0"/> nie został spełni<span class="_ _0"/>ony. Zgod<span class="_ _0"/>nie ze Statu<span class="_ _0"/>tem w skład Zarz<span class="_ _0"/>ądu </div><div class="t m0 x2 h5 y63b ff1 fs2 fc0 sc1 lsb ws4c">wchod<span class="_ _0"/>zi od 1 do 7 osób. Na dzi<span class="_ _0"/>eń sporządz<span class="_ _0"/>enia nini<span class="_ _0"/>ejszego spraw<span class="_ _0"/>ozdania w<span class="_ _0"/> skład Zarząd<span class="_ _0"/>u wchodz<span class="_ _0"/>ą </div><div class="t m0 x2 h5 y63c ff1 fs2 fc0 sc1 lsb ws73">dwi<span class="_ _0"/>e osoby<span class="ls1 ws1"> <span class="_ _de"> </span><span class="lsd ws5c">p<span class="_ _0"/>osiadające bardz<span class="_ _0"/>o duże doświ<span class="_ _0"/>adczenie w branż<span class="_ _0"/>y, a także ponadprzec<span class="_ _0"/>iętną wied<span class="_ _0"/>zę </span></span></div><div class="t m0 x2 h5 y63d ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lsc ws1f0">zakresu<span class="_ _1"/> działa<span class="_ _1"/>lności S<span class="_ _1"/>półki i jej ot<span class="_ _1"/>oczenia<span class="_ _1"/>.<span class="ls1 ws1"> <span class="_ _d"> </span><span class="lsd ws1f1">Wś<span class="_ _0"/>ród członk<span class="_ _0"/>ów Rady Na<span class="_ _0"/>dzorczej<span class="_ _0"/> występuje </span></span></span></div><div class="t m0 x2 h5 y63e ff1 fs2 fc0 sc1 lsc ws14c">zróżnico<span class="_ _1"/>wanie<span class="_ _1"/> ze (i) względ<span class="_ _1"/>u na wiek (<span class="ls1 ws1">2 <span class="_ _4b"/><span class="lsb wsc0">osoby w </span></span>wieku z prze<span class="_ _1"/>działu 50<span class="ls1 ws1">-<span class="ls9e ws1f2">59 lat, </span>3 <span class="_ _4b"/><span class="lsb wsc0">osob<span class="_ _0"/>y w wi<span class="_ _0"/>eku z </span></span></div><div class="t m0 x2 h5 y63f ff1 fs2 fc0 sc1 lsc wse">przedzia<span class="_ _1"/>łu 60<span class="ls1 ws1">-<span class="lsd ws10">69 lat), (ii) ze w<span class="_ _0"/>zględu na ki<span class="_ _0"/>erunek wykształc<span class="_ _0"/>enia (2<span class="_ _0"/> osoby mają wyższ<span class="_ _0"/>e wykształc<span class="_ _0"/>enie </span></span></div><div class="t m0 x2 h5 y640 ff1 fs2 fc0 sc1 lsd ws1a6">prawni<span class="_ _0"/>cze, jedna osoba w<span class="_ _0"/>yższe wyk<span class="_ _0"/>ształcenie z<span class="_ _0"/> zakresu finansów<span class="_ _0"/>, dwie osoby maj<span class="_ _0"/>ą wyższe </div><div class="t m0 x2 h5 y641 ff1 fs2 fc0 sc1 lsc ws52">wykszta<span class="_ _1"/>łcenie<span class="_ _1"/> techniczn<span class="_ _1"/>e). Wa<span class="_ _1"/>rune<span class="_ _1"/>k zróżnico<span class="_ _1"/>wania<span class="_ _1"/> pod<span class="ls1 ws1"> <span class="lsd ws21">wzg<span class="_ _0"/>lędem płc<span class="_ _0"/>i nie został spełnio<span class="_ _0"/>ny. W skład<span class="_ _0"/> </span></span></div><div class="t m0 x2 h5 y642 ff1 fs2 fc0 sc1 lsb wsaf">Rady Nadz<span class="_ _0"/>orczej moż<span class="_ _0"/>e wej<span class="_ _0"/>ść od 5 do 7 osób<span class="_ _0"/>. Na dzień sporz<span class="_ _0"/>ądzenia ni<span class="_ _0"/>niejsz<span class="_ _0"/>ego spraw<span class="_ _0"/>ozdania w<span class="_ _0"/> skład </div><div class="t m0 x2 h5 y643 ff1 fs2 fc0 sc1 lsb wsa1">Rady Nadz<span class="_ _0"/>orczej w<span class="_ _0"/>chodzi 5 osób, sp<span class="_ _0"/>rawując<span class="_ _0"/>ych wspólną k<span class="_ _0"/>adencję. Jeśl<span class="_ _0"/>i Rada li<span class="_ _0"/>czy 5 <span class="wsd">członków </span></div><div class="t m0 x2 h5 y644 ff1 fs2 fc0 sc1 lsb ws4c">wówc<span class="_ _0"/>zas 3 z nich ma prawo pow<span class="_ _0"/>ołać Spółk<span class="_ _0"/>a Książek Holdi<span class="_ _0"/>ng Sp. z o.o.<span class="ls1 ws1"> <span class="_ _0"/><span class="lsc ws44">W przypa<span class="_ _1"/>dku ra<span class="_ _1"/>dy liczą<span class="_ _1"/>cej 6<span class="_ _1"/> </span></span></div><div class="t m0 x2 h5 y645 ff1 fs2 fc0 sc1 lsb ws13e">lub 7 osób<span class="_ _0"/> <span class="ls1 ws1">– <span class="_ _45"/><span class="lsc ws19f">spółce<span class="_ _1"/> Książe<span class="_ _1"/>k Holding <span class="lsb wsb2">Sp. z o.o.<span class="ls1 ws1"> <span class="_ _49"> </span></span><span class="ws13e">przysłu<span class="_ _0"/>guje praw<span class="_ _0"/>o powołan<span class="_ _0"/>ia do 4 osób. Poz<span class="_ _0"/>ostałe<span class="_ _0"/> </span></span></span></span></div><div class="t m0 x2 h5 y646 ff1 fs2 fc0 sc1 lsd ws1d7">osoby są pow<span class="_ _0"/>oływane <span class="_ _0"/>w skład Rad<span class="_ _0"/>y Nadzorc<span class="_ _0"/>zej przez<span class="_ _0"/> Walne Zgro<span class="_ _0"/>madzeni<span class="_ _0"/>e Akcjonariusz<span class="_ _0"/>y. </div><div class="t m0 x2 h5 y647 ff1 fs2 fc0 sc1 lsb ws30">Akcj<span class="_ _0"/>onariuszo<span class="_ _0"/>m służy praw<span class="_ _0"/>o zgłaszan<span class="_ _0"/>ia kandyd<span class="_ _0"/>atów. Czł<span class="_ _0"/>onkowie Rad<span class="_ _0"/>y Nadzorc<span class="_ _0"/>zej p<span class="_ _0"/>osiadają w<span class="_ _0"/>ysokie </div><div class="t m0 x2 h5 y648 ff1 fs2 fc0 sc1 lsd ws179">kompete<span class="_ _0"/>ncje meryt<span class="_ _0"/>oryczne, b<span class="_ _0"/>ardzo duże d<span class="_ _0"/>oświad<span class="_ _0"/>czenie z<span class="_ _0"/>awodowe, a tak<span class="_ _0"/>że wy<span class="_ _0"/>sokie standard<span class="_ _0"/>y </div><div class="t m0 x2 h5 y649 ff1 fs2 fc0 sc1 ls11 ws1d">etyczne.<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y64a ff1 fs2 fc0 sc0 ls44 wsd">Zasada<span class="_ _0"/> 2.2.<span class="ls1 ws1"> </span></div><div class="t m0 x2 hf y5ac ff4 fs2 fc0 sc1 ls27 ws97">Osoby podejmujące decyzj<span class="_ _0"/>e w sprawie wyboru człon<span class="_ _0"/>ków zarządu lub rady nadzo<span class="_ _0"/>rczej spółki powinny </div><div class="t m0 x2 hf y64b ff4 fs2 fc0 sc1 ls27 ws1f3">zapewnić wszechstronn<span class="_ _0"/>ość tych organów poprzez<span class="_ _0"/> wybór do ich składu osób zapewniających<span class="_ _0"/> </div><div class="t m0 x2 hf y64c ff4 fs2 fc0 sc1 ls27 ws13">różnorodność, umożli<span class="_ _0"/>wiając m.in. osiągnięcie docelowego wsk<span class="_ _0"/>aźnika minimalne<span class="lse wsf">go udziału mniej<span class="_ _0"/>szości </span></div><div class="t m0 x2 hf y64d ff4 fs2 fc0 sc1 ls27 ws1ed">określonego na pozi<span class="_ _0"/>omie <span class="_ _1"/>nie niższym niż 30%, zgodnie z celami określonymi w przyjętej polityce </div><div class="t m0 x2 hf y64e ff4 fs2 fc0 sc1 ls27 ws97">różnorodności, o k<span class="_ _0"/>tórej mowa w zasadzie 2.1.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y64f ff1 fs2 fc0 sc1 lsd ws12">Wyjaśnieni<span class="_ _0"/>e:<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y650 ff1 fs2 fc0 sc1 lsc ws52">Zgodnie<span class="_ _1"/> z objaś<span class="_ _1"/>nienie<span class="_ _1"/>m do zasa<span class="_ _1"/>dy nr<span class="_ _1"/> 2.1 Spół<span class="_ _1"/>ka nie<span class="_ _1"/> posiada<span class="_ _1"/> Polit<span class="_ _1"/>yki Różn<span class="_ _1"/>orodnoś<span class="_ _1"/>ci w odnies<span class="_ _1"/>ieniu do<span class="_ _1"/> </div><div class="t m0 x2 h5 y651 ff1 fs2 fc0 sc1 lsb ws11">Zarządu<span class="_ _0"/> i Rady Nadz<span class="_ _0"/>orczej<span class="_ _0"/>.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y652 ff1 fs2 fc0 sc0 ls26 ws14">Zasada 2.7.<span class="ls1 ws1"> </span></div><div class="t m0 x2 hf y653 ff4 fs2 fc0 sc1 ls27 ws1f4">Pełnienie przez człon<span class="_ _0"/>ków zarządu spółki funkcj<span class="_ _0"/>i w organach podmiotów spoza grupy spółki<span class="_ _0"/> wymaga </div><div class="t m0 x2 hf y654 ff4 fs2 fc0 sc1 ls27 ws97">zgody rady nadzorczej.<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y655 ff1 fs2 fc0 sc1 lsd ws12">Wyjaśnieni<span class="_ _0"/>e:<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y656 ff1 fs2 fc0 sc1 lsc ws42">Spółka<span class="_ _1"/> nie ma<span class="_ _1"/> formaln<span class="_ _1"/>ych wymo<span class="_ _1"/>gów związan<span class="_ _1"/>ych z uzy<span class="_ _1"/>skanie<span class="_ _1"/>m zgody<span class="_ _1"/> Rady Nadzo<span class="_ _1"/>rczej na<span class="_ _1"/> pełnie<span class="_ _1"/>nie </div><div class="t m0 x2 h5 y657 ff1 fs2 fc0 sc1 lsb ws72">funk<span class="_ _0"/>cji w podmi<span class="_ _0"/>otach spoz<span class="_ _0"/>a grupy Marv<span class="_ _0"/>ipol Dev<span class="_ _0"/>elopment SA. Je<span class="_ _0"/>dnak d<span class="_ _0"/>obrą praktyk<span class="_ _0"/>ą Spółki<span class="_ _0"/> jest </div><div class="t m0 x2 h5 y658 ff1 fs2 fc0 sc1 lsc wsbe">przeka<span class="_ _1"/>zywanie<span class="_ _1"/> przez Za<span class="_ _1"/>rząd in<span class="_ _1"/>form<span class="_ _1"/>acji Ra<span class="_ _1"/>dzie Na<span class="_ _1"/>dzorcze<span class="_ _1"/>j o fun<span class="_ _1"/>kcjach,<span class="_ _1"/> któ<span class="_ _1"/><span class="lsd wsbd">re mają b<span class="_ _0"/>yć pełnione prz<span class="_ _0"/>ez </span></div><div class="t m0 x2 h5 y659 ff1 fs2 fc0 sc1 lsc wse">Człon<span class="_ _1"/>ków Zar<span class="_ _1"/>ządu po<span class="_ _1"/>za strukt<span class="_ _1"/>urami Gr<span class="_ _1"/>upy.<span class="_ _1"/> Jednocześn<span class="_ _1"/>ie for<span class="_ _1"/>malnie<span class="_ _1"/> nie jes<span class="_ _1"/>t możliwe pe<span class="_ _1"/>łnien<span class="_ _1"/>ie funkcji<span class="_ _1"/> </div><div class="t m0 x2 h5 y65a ff1 fs2 fc0 sc1 lsb ws114">przez<span class="_ _0"/> Członków<span class="_ _0"/> Zarządu w organ<span class="_ _0"/>ach podmiot<span class="_ _0"/>ów konkure<span class="_ _0"/>ncyjnych.<span class="_ _0"/> Obowiąz<span class="_ _0"/>ujące w tym z<span class="_ _0"/>akresie </div><div class="t m0 x2 h5 y65b ff1 fs2 fc0 sc1 lsb ws11">normy p<span class="_ _0"/>rawne Spółk<span class="_ _0"/>a uznaj<span class="_ _0"/>e za wystarcz<span class="_ _0"/>ają<span class="lsd ws12">ce.<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y65c ff1 fs2 fc0 sc0 ls26 ws14">Zasada 2.11<span class="_ _1"/>.6<span class="ls1 ws1"> </span></div><div class="t m0 x2 hf y65d ff4 fs2 fc0 sc1 ls27 ws1f5">Poza czynnościami w<span class="_ _0"/>ynikającymi z przepisów pra<span class="_ _0"/>wa raz w roku rada nadzorcza sporząd<span class="_ _0"/>za </div><div class="t m0 x2 hf y65e ff4 fs2 fc0 sc1 ls1 ws1">i <span class="ls27 ws1f6">przedstawia zwyczajn<span class="_ _0"/>emu walnemu zgromadzeni<span class="_ _0"/>u do zatwierdzenia roczne sprawozdanie. </span></div><div class="t m0 x2 hf y65f ff4 fs2 fc0 sc1 ls27 ws1f7">Sprawozdanie, o któ<span class="_ _0"/>rym mowa powyżej, zawiera co<span class="_ _0"/> najmniej: </div><div class="t m1 xdb he y660 ff1 fsa fc0 sc0 lsab ws1f8">(2.11.6.)</div><div class="t m0 x12e hf y660 ff4 fs2 fc0 sc1 ls1 ws1"> <span class="_ _49"> </span><span class="lse ws14d">informację na temat<span class="_ _0"/> stopnia </span></div></div><div class="pi"/></div>
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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">44<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 hf y6 ff4 fs2 fc0 sc1 ls27 ws1f9">realizacji poli<span class="_ _0"/>tyki różnorodności w odniesien<span class="_ _0"/>iu do zarządu i rady nadzorczej, w tym realizacji celów<span class="_ _0"/>, </div><div class="t m0 x2 hf y34 ff4 fs2 fc0 sc1 ls1 ws1">o <span class="ls27 ws97">których mowa w zasadzie 2.1.</span> </div><div class="t m0 x2 h5 y8 ff1 fs2 fc0 sc1 lsd ws12">Wyjaśnieni<span class="_ _0"/>e:<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y661 ff1 fs2 fc0 sc1 lsb ws11">Spółk<span class="_ _0"/>a nie posiad<span class="_ _0"/>a Polityki<span class="_ _0"/> Różnorodn<span class="_ _0"/>ości w od<span class="_ _0"/>niesieni<span class="_ _0"/>u do Zarząd<span class="_ _0"/>u i Rady Nadz<span class="_ _0"/>orczej.<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y662 ff1 fs2 fc0 sc0 ls43 ws4e">3. Systemy i funkcje wew<span class="_ _1"/>nętrzne<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y663 ff1 fs2 fc0 sc0 ls26 ws14">Zasada 3.1.<span class="ls1 ws1"> </span></div><div class="t m0 x2 hf y5e1 ff4 fs2 fc0 sc1 ls27 ws1fa">Spółka giełdowa utrzymuje skuteczn<span class="_ _0"/>e systemy: kontroli wewnętrznej, zarządzania ryzykiem oraz </div><div class="t m0 x2 hf y664 ff4 fs2 fc0 sc1 ls27 ws1fb">nadzoru zgodności działal<span class="_ _0"/>ności z prawem (compliance), a także skut<span class="_ _0"/>eczną funkcję audytu </div><div class="t m0 x2 hf y665 ff4 fs2 fc0 sc1 ls27 ws1ef">wewnętrznego, odpow<span class="_ _0"/>iednie do wielkości spółki i rodzaju oraz skali prowadzonej działalności, za </div><div class="t m0 x2 hf y666 ff4 fs2 fc0 sc1 lse ws2b">działanie któ<span class="_ _0"/>rych odpowiada zarząd.<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y667 ff1 fs2 fc0 sc1 lsb ws11">Zasada jes<span class="_ _0"/>t stosow<span class="_ _0"/>ana: <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y5e5 ff1 fs2 fc0 sc1 lsb ws11">Z uwag<span class="_ _0"/>i na wielkość S<span class="_ _0"/>półki nie wyod<span class="_ _0"/>rębnion<span class="_ _0"/>o jednost<span class="_ _0"/>ek odpowi<span class="_ _0"/>edzian<span class="_ _0"/>ych za audyt wew<span class="_ _0"/>nętrzny oraz<span class="_ _0"/> </div><div class="t m0 x2 h5 y668 ff1 fs2 fc0 sc1 lsd wsa6">compli<span class="_ _0"/>ance. Poszc<span class="_ _0"/>zególne<span class="_ _0"/> funkcj<span class="_ _0"/>e w tym zakresi<span class="_ _0"/>e są spraw<span class="_ _0"/>owane prz<span class="_ _0"/>ez Zarząd<span class="_ _0"/>, dział praw<span class="_ _0"/>ny oraz </div><div class="t m0 x2 h5 y669 ff1 fs2 fc0 sc1 lsc wse">dział fina<span class="_ _1"/>nsowy<span class="_ _1"/> Spółki.<span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y246 ff1 fs2 fc0 sc0 ls44 wsd">Zasada<span class="_ _0"/> 3.2.<span class="ls1 ws1"> </span></div><div class="t m0 x2 hf y66a ff4 fs2 fc0 sc1 ls27 ws1fc">Spółka wyodrębnia w swojej strukturze j<span class="_ _0"/>ednostki odpowiedzialne za zadania poszczególnych </div><div class="t m0 x2 hf y66b ff4 fs2 fc0 sc1 ls27 ws1fd">systemów lub funkcj<span class="_ _0"/>i, chyba że nie jest to uzasadnione z uwagi na rozmiar spółki lub rodzaj jej </div><div class="t m0 x2 hf y66c ff4 fs2 fc0 sc1 lse wse">działalności.<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y282 ff1 fs2 fc0 sc1 ls11 ws15">Nie dotyczy:<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y66d ff1 fs2 fc0 sc1 lsb ws11">Z uwag<span class="_ _0"/>i na wielkość S<span class="_ _0"/>półki nie wyod<span class="_ _0"/>rębnion<span class="_ _0"/>o jednost<span class="_ _0"/>ek odpowi<span class="_ _0"/>edzian<span class="_ _0"/>ych za audyt wew<span class="_ _0"/>nętrzny oraz<span class="_ _0"/> </div><div class="t m0 x2 h5 y66e ff1 fs2 fc0 sc1 lsd wsa6">compli<span class="_ _0"/>ance. Poszc<span class="_ _0"/>zególne<span class="_ _0"/> funkcj<span class="_ _0"/>e w tym zakresi<span class="_ _0"/>e są spraw<span class="_ _0"/>owane prz<span class="_ _0"/>ez Zarząd<span class="_ _0"/>, dział praw<span class="_ _0"/>ny oraz </div><div class="t m0 x2 h5 y66f ff1 fs2 fc0 sc1 lsc wse">dział fina<span class="_ _1"/>nsowy<span class="_ _1"/> Spółki.<span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y670 ff1 fs2 fc0 sc0 ls26 ws14">Zasada 3.6.<span class="ls1 ws1"> </span></div><div class="t m0 x2 hf y671 ff4 fs2 fc0 sc1 ls27 ws1fe">Kierujący audytem wew<span class="_ _0"/>nętrznym podlega organizacyjnie prezesowi zarząd<span class="_ _0"/>u, a funkcjonalnie </div><div class="t m0 x2 hf y672 ff4 fs2 fc0 sc1 ls27 ws1ff">przewodniczącemu k<span class="_ _0"/>omitetu audytu lub przewodniczącemu rady nadzorc<span class="_ _0"/>zej, jeżeli rada pełni funkcję </div><div class="t m0 x2 hf y673 ff4 fs2 fc0 sc1 ls29 ws47">komitetu audytu.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y674 ff1 fs2 fc0 sc1 lsd ws12">Wyjaśnieni<span class="_ _0"/>e:<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y675 ff1 fs2 fc0 sc1 lsb ws1bc">W Spółc<span class="_ _0"/>e nie zostały p<span class="_ _0"/>owołane osob<span class="_ _0"/>y, ani w<span class="_ _0"/>ydziel<span class="_ _0"/>one struktu<span class="_ _0"/>ry, odpowi<span class="_ _0"/>edzi<span class="_ _0"/>alne za audy<span class="_ _0"/>t </div><div class="t m0 x2 h5 y676 ff1 fs2 fc0 sc1 lsd ws12">wewnętrz<span class="_ _0"/>ny.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y677 ff1 fs2 fc0 sc0 ls26 ws14">Zasada 3.7.<span class="ls1 ws1"> </span></div><div class="t m0 x2 hf y678 ff4 fs2 fc0 sc1 lse ws1c7">Zasady 3.4<span class="ls1 ws1">-</span>3.6 mają zast<span class="_ _0"/>osowanie ró<span class="_ _0"/>wnież w <span class="lsb ws31">przypadku po<span class="_ _0"/>dmiotów<span class="_ _0"/> z grupy spó<span class="_ _0"/>łki o ist<span class="_ _0"/>otnym </span></div><div class="t m0 x2 hf y679 ff4 fs2 fc0 sc1 ls27 ws97">znaczeniu dla jej działaln<span class="_ _0"/>ości, jeśli wyznaczono w nich osoby do wyko<span class="_ _0"/>nywania tych zadań.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y32 ff1 fs2 fc0 sc1 ls11 ws15">Nie dotyczy:<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y58 ff1 fs2 fc0 sc1 lsb ws4d">W ramach G<span class="_ _0"/>rupy Kap<span class="_ _0"/>itało<span class="_ _0"/>wej jed<span class="_ _0"/>ynym podmiot<span class="_ _0"/>em, do k<span class="_ _0"/>tórego maj<span class="_ _0"/>ą zasto<span class="_ _0"/>sowani<span class="_ _0"/>e zasady 3.<span class="_ _0"/>4<span class="ls1 ws1">-<span class="lsd wsbd">3.6 jest </span></span></div><div class="t m0 x2 h5 y59 ff1 fs2 fc0 sc1 ls11 ws1d">Emitent.<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y5b ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h5 y5c ff1 fs2 fc0 sc1 ls1 ws1"> </div></div><div class="pi"/></div>
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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">45<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc0 ls26 ws14">4. Walne Zgromadzenie i relacj<span class="_ _1"/>e z Akcjonariuszami<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y639 ff1 fs2 fc0 sc0 ls26 ws14">Zasada 4.1.<span class="ls1 ws1"> </span></div><div class="t m0 x2 hf y67a ff4 fs2 fc0 sc1 lse ws193">Spółka powi<span class="_ _0"/>nna umożliwić ak<span class="_ _0"/>cjonariuszom udział <span class="_ _0"/>w walnym zgro<span class="_ _0"/>madzeniu przy wyk<span class="_ _0"/>orzystaniu </div><div class="t m0 x2 hf y67b ff4 fs2 fc0 sc1 ls27 ws200">środków ko<span class="_ _0"/>munikacji elektronicznej (e<span class="ls1 ws1">-<span class="_ _0"/><span class="lse ws201">walne), jeżeli j<span class="_ _0"/>est to uzasadnione z uwagi na zgłasz<span class="_ _0"/>ane spółce </span></span></div><div class="t m0 x2 hf y67c ff4 fs2 fc0 sc1 ls27 ws202">oczekiwani<span class="_ _0"/>a akcjonariuszy, o ile jest w stanie zapewnić infrastrukturę techniczną niezbędną dla </div><div class="t m0 x2 hf y67d ff4 fs2 fc0 sc1 ls27 ws97">przeprowadzenia taki<span class="_ _0"/>ego walnego zgromadzenia.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y67e ff1 fs2 fc0 sc1 lsd ws12">Wyjaśnieni<span class="_ _0"/>e:<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y67f ff1 fs2 fc0 sc1 lsb wsc1">Z uwag<span class="_ _0"/>i na struktur<span class="_ _0"/>ę akcjon<span class="_ _0"/>ariatu Sp<span class="_ _0"/>ółka nie <span class="_ _0"/>organiz<span class="_ _0"/>uje wal<span class="_ _0"/>nych zgromad<span class="_ _0"/>zeń p<span class="_ _0"/>rzy wykorz<span class="_ _0"/>ystaniu<span class="_ _0"/> </div><div class="t m0 x2 h5 y680 ff1 fs2 fc0 sc1 lsc wse">środ<span class="_ _1"/>ków komu<span class="_ _1"/>nikacji ele<span class="_ _1"/>ktroniczn<span class="_ _1"/>ej (e<span class="ls1 ws1">-<span class="lsd ws12">walne). </span> </span></div><div class="t m0 x2 h27 y681 ff2 fs4 fc5 sc1 ls75 ws1e4">Statut Spółki<span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h4 y682 ff2 fs1 fc7 sc1 ls8d ws136">Zasady zmiany statutu Emitenta<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y683 ff1 fs2 fc0 sc1 lsb ws3b">Zmiana St<span class="_ _0"/>atutu Spół<span class="_ _0"/>ki, zg<span class="_ _0"/>odnie z<span class="ls1 ws1"> </span>§ 26<span class="_ _0"/>.1.d) Statutu<span class="_ _0"/> Spółki n<span class="_ _0"/>ależy do kompet<span class="_ _0"/>encji<span class="_ _0"/> Walnego </div><div class="t m0 x2 h5 y684 ff1 fs2 fc0 sc1 lsd ws81">Zgromadz<span class="_ _0"/>enia, prz<span class="_ _0"/>y czym w<span class="ls1 ws1"> <span class="lsc ws16f">głoso<span class="_ _1"/>waniu nie<span class="_ _1"/>zbędny<span class="_ _1"/> jest u<span class="_ _1"/>dział<span class="_ _1"/> spółki<span class="_ _1"/> Ksią<span class="_ _1"/>żek Hold<span class="_ _1"/>ing S<span class="_ _1"/>p. z<span class="ls1 ws1"> <span class="lsb wsd">o.o. </span></span></span></span></div><div class="t m0 x2 h5 y685 ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lsc ws4f">siedzibą w</span> <span class="lsd ws12">Warszawie.</span> </div><div class="t m0 x2 h27 y686 ff2 fs4 fc5 sc1 ls75 ws102">Walne Zgr<span class="_ _1"/>omadzenie<span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h4 y687 ff2 fs1 fc7 sc1 ls9b ws203">Sposób działania W<span class="_ _1"/>alnego Zgromadzen<span class="_ _1"/>ia i<span class="ls1 ws1"> <span class="ls8e ws204">jego zasadnic<span class="_ _0"/>ze uprawnienia oraz </span></span></div><div class="t m0 x2 h4 y688 ff2 fs1 fc7 sc1 ls8e ws205">opis praw<span class="_ _0"/> akcjonariu<span class="_ _0"/>szy i<span class="ls1 ws1"> <span class="ls8d ws206">sposobu ich wykonywania, w</span> <span class="lsac ws207">szczegó<span class="_ _1"/>lności zasa<span class="_ _1"/>dy<span class="_ _1"/> </span></span></div><div class="t m0 x2 h4 y689 ff2 fs1 fc7 sc1 ls8e ws208">wynikając<span class="_ _0"/>e z<span class="ls1 ws1"> <span class="lsac ws209">regula<span class="_ _1"/>minu w<span class="_ _1"/>alneg<span class="_ _1"/>o zgro<span class="_ _1"/>ma<span class="_ _1"/>dzenia,<span class="_ _1"/> jeżeli t<span class="_ _1"/>aki<span class="_ _1"/> regula<span class="_ _1"/>min<span class="_ _1"/> został<span class="_ _1"/> </span></span></div><div class="t m0 x2 h4 y68a ff2 fs1 fc7 sc1 lsad ws20a">uchwalony, o<span class="ls1 ws1"> <span class="lsae ws20b">ile informacj<span class="_ _0"/>e w</span> <span class="ls8d ws20c">tym  <span class="ws20d">zakresie nie wynikają<span class="_ _1"/> wprost z<span class="ls1 ws1"> </span><span class="ws20c">przepisó<span class="_ _1"/>w </span></span></span></span></div><div class="t m0 x2 h4 y68b ff2 fs1 fc7 sc1 ls8e ws1e6">prawa<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y68c ff1 fs2 fc0 sc1 lsb ws17">Walne Zg<span class="_ _0"/>romadze<span class="_ _0"/>nie Sp<span class="_ _0"/>ółki dz<span class="_ _0"/>iała na pods<span class="_ _0"/>tawie<span class="_ _0"/> Statutu, R<span class="_ _0"/>egulami<span class="_ _0"/>nu Wa<span class="_ _0"/>lnego Zgr<span class="_ _0"/>omadzeni<span class="_ _0"/>a </div><div class="t m0 x2 h5 y68d ff1 fs2 fc0 sc1 lsd ws20e">(obydw<span class="_ _0"/>a dokument<span class="_ _0"/>y dostępn<span class="_ _0"/>e na stro<span class="_ _0"/>nie intern<span class="_ _0"/>etowej S<span class="_ _0"/>półki<span class="_ _0"/> pod adresem: </div><div class="t m0 x2 h5 y68e ff1 fs2 fc0 sc1 lsc wsf">https<span class="_ _1"/>://www.m<span class="_ _1"/>arvipol.<span class="_ _1"/>pl/relacje<span class="_ _1"/>/spolka<span class="_ _1"/>/lad<span class="ls1 ws1">-<span class="lsb wsd">korporac<span class="_ _0"/>yjny<span class="ls2a ws61">) i</span></span> <span class="lsd ws10">p<span class="_ _0"/>rzepisów p<span class="_ _0"/>rawa, w</span> <span class="lsd ws10">tym Kodeks<span class="_ _0"/>u spółek<span class="_ _0"/> </span></span></div><div class="t m0 x2 h5 y68f ff1 fs2 fc0 sc1 lsb ws7b">handlow<span class="_ _0"/>ych. Akc<span class="_ _0"/>jonariu<span class="_ _0"/>sze reali<span class="_ _0"/>zują sw<span class="_ _0"/>oje praw<span class="_ _0"/>a w<span class="ls1 ws1"> <span class="lsd ws7a">sposób<span class="_ _0"/> określony St<span class="_ _0"/>atutem<span class="_ _0"/>, Regulami<span class="_ _0"/>nem </span></span></div><div class="t m0 x2 h5 y690 ff1 fs2 fc0 sc1 lsb ws11">Walneg<span class="_ _0"/>o Zgromadz<span class="_ _0"/>enia or<span class="_ _0"/>az obowi<span class="_ _0"/>ązującym<span class="_ _0"/>i przepi<span class="_ _0"/>sami.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y691 ff1 fs2 fc0 sc1 lsc ws19f">Walne<span class="_ _1"/> Zgromad<span class="_ _1"/>zenie o<span class="_ _1"/>braduje jako<span class="_ _1"/> zwyczajne<span class="_ _1"/> lub n<span class="_ _1"/>adzwycza<span class="_ _1"/>jne. Zwy<span class="_ _1"/>czajne<span class="_ _1"/> Walne Z<span class="_ _1"/>gromadze<span class="_ _1"/>nie </div><div class="t m0 x2 h5 y692 ff1 fs2 fc0 sc1 lsb ws77">zwołu<span class="_ _0"/>je Zarząd. Z<span class="_ _0"/>wyczaj<span class="_ _0"/>ne Walne Zg<span class="_ _0"/>romadzenie p<span class="_ _0"/>owinno odb<span class="_ _0"/>yć się w<span class="ls1 ws1"> <span class="lsd wsae">termi<span class="_ _0"/>nie sześci<span class="_ _0"/>u miesięcy po </span></span></div><div class="t m0 x2 h5 y693 ff1 fs2 fc0 sc1 lsb wsff">upływ<span class="_ _0"/>ie roku obrot<span class="_ _0"/>owego<span class="_ _0"/>. Nadzw<span class="_ _0"/>yczajn<span class="_ _0"/>e Walne Zgromad<span class="_ _0"/>zenie zw<span class="_ _0"/>ołuje Za<span class="_ _0"/>rząd <span class="ls1 ws1">z<span class="_ _0"/> <span class="lsc wsbc">wła<span class="_ _1"/>snej in<span class="_ _1"/>icjatywy<span class="_ _1"/> </span></span></div><div class="t m0 x2 h5 y694 ff1 fs2 fc0 sc1 lsc ws33">lub na <span class="_ _1"/>wnios<span class="_ _1"/>ek akcjo<span class="_ _1"/>nariu<span class="_ _1"/>szy re<span class="_ _1"/>preze<span class="_ _1"/>ntują<span class="_ _1"/>cych co na<span class="_ _1"/>jmn<span class="_ _1"/>iej 1/20<span class="_ _1"/> kapita<span class="_ _1"/>łu zakł<span class="_ _1"/>adowego<span class="_ _1"/>. Na<span class="_ _1"/>dzwyczajne<span class="_ _1"/> </div><div class="t m0 x2 h5 y695 ff1 fs2 fc0 sc1 lsc ws14c">Walne<span class="_ _1"/> Zgromad<span class="_ _1"/>zenie mo<span class="_ _1"/>że również zwo<span class="_ _1"/>łać R<span class="_ _1"/>ada Nadzor<span class="_ _1"/>cza, jeże<span class="_ _1"/>li zwoła<span class="_ _1"/>nie go uzna<span class="_ _1"/> za wska<span class="_ _1"/>zane. </div><div class="t m0 x2 h5 y696 ff1 fs2 fc0 sc1 lsb ws31">Zwołani<span class="_ _0"/>e Nadz<span class="_ _0"/>wyczaj<span class="_ _0"/>nego Walneg<span class="_ _0"/>o Zgrom<span class="_ _0"/>adzenia<span class="_ _0"/> na wniosek<span class="_ _0"/> akcjona<span class="_ _0"/>riusz<span class="_ _0"/>y, powi<span class="_ _0"/>nno nastąp<span class="_ _0"/>ić </div><div class="t m0 x2 h5 y697 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsb ws11">ci<span class="_ _0"/>ągu dwóch tyg<span class="_ _0"/>odni od daty z<span class="_ _0"/>głoszenia w<span class="_ _0"/>niosku.<span class="_ _0"/></span> </div><div class="t m0 x2 h5 y698 ff1 fs2 fc0 sc1 lsb ws77">Rada Nadz<span class="_ _0"/>orcza może z<span class="_ _0"/>wołać Zwyc<span class="_ _0"/>zajne Wal<span class="_ _0"/>ne Zgromadzenie<span class="_ _0"/> w<span class="ls1 ws1"> <span class="ls15 ws20f">przypadku, g<span class="_ _1"/>dy Za<span class="_ _1"/>rząd Spół<span class="_ _1"/>ki nie </span></span></div><div class="t m0 x2 h5 y699 ff1 fs2 fc0 sc1 lsb ws31">zwołał Z<span class="_ _0"/>wyczaj<span class="_ _0"/>nego Wal<span class="_ _0"/>nego Zgro<span class="_ _0"/>madzeni<span class="_ _0"/>a w<span class="ls1 ws1"> </span>prz<span class="_ _0"/>episanym t<span class="_ _0"/>erminie<span class="_ _0"/>. Prawo z<span class="_ _0"/>wołania Wal<span class="_ _0"/>nego </div><div class="t m0 x2 h5 y69a ff1 fs2 fc0 sc1 lsd ws41">Zgromadz<span class="_ _0"/>enia prz<span class="_ _0"/>ysługuje rów<span class="_ _0"/>nież akc<span class="_ _0"/>jonariusz<span class="_ _0"/>om reprez<span class="_ _0"/>entującym c<span class="_ _0"/>o najmniej<span class="_ _0"/> 1/<span class="lsc ws148">2 kapita<span class="ls1 ws1">ł<span class="_ _1"/><span class="lse wse">u </span></span></span></div><div class="t m0 x2 h5 y69b ff1 fs2 fc0 sc1 lsb wsd">zak<span class="ls1 ws1">ł</span><span class="ws11">adow<span class="_ _0"/>ego lub<span class="_ _0"/> co najmniej<span class="_ _0"/> 1/2 og</span>ół<span class="lse ws2b">u g<span class="_ _0"/><span class="ls1 ws1">ł</span></span>os<span class="ls1 ws1">ó<span class="ls2a ws61">w w</span> Sp</span>ół<span class="lsd ws12">ce.<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y69c ff1 fs2 fc0 sc1 lsd wsa6">Walne Zg<span class="_ _0"/>romadzenie <span class="_ _0"/>może p<span class="_ _0"/>odejmować uc<span class="_ _0"/>hwały je<span class="_ _0"/>dynie w<span class="ls1 ws1"> <span class="_ _0"/><span class="lsb wsb2">sprawach ob<span class="_ _0"/>jętyc<span class="_ _0"/>h porządk<span class="_ _0"/>iem obrad<span class="_ _0"/>, </span></span></div><div class="t m0 x2 h5 y69d ff1 fs2 fc0 sc1 lsd ws7c">chyba, że c<span class="_ _0"/>ały kapit<span class="_ _0"/>ał zakładow<span class="_ _0"/>y Spółki j<span class="_ _0"/>est reprez<span class="_ _0"/>entowany na p<span class="_ _0"/>osiedzen<span class="_ _0"/>iu i<span class="ls1 ws1"> <span class="_ _0"/><span class="lsc ws127">nikt z<span class="_ _1"/><span class="ls1 ws1"> <span class="lse ws14d">obecnych nie </span></span></span></span></div><div class="t m0 x2 h5 y69e ff1 fs2 fc0 sc1 lsd ws23">wniesi<span class="_ _0"/>e sprzeciw<span class="_ _0"/>u, co do pod<span class="_ _0"/>jęcia uch<span class="_ _0"/>wały nie ob<span class="_ _0"/>jętej porząd<span class="_ _0"/>kiem ob<span class="_ _0"/>rad<span class="lsb ws22">. Uchw<span class="_ _0"/>ała o<span class="ls1 ws1"> <span class="lsc wsf">zdjęciu </span></span></span></div></div><div class="pi"/></div>
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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">46<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lsb ws9a">porz<span class="_ _0"/>ądku obrad<span class="_ _0"/> albo zaniech<span class="_ _0"/>aniu roz<span class="_ _0"/>patrywan<span class="_ _0"/>ia spraw<span class="_ _0"/>y umieszc<span class="_ _0"/>zonej w<span class="_ _0"/></span> <span class="lsb ws9a">porządku ob<span class="_ _0"/>rad jest </span></div><div class="t m0 x2 h5 y34 ff1 fs2 fc0 sc1 lsb ws12a">podejm<span class="_ _0"/>owania jed<span class="_ _0"/>ynie w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsc ws12c">przypa<span class="_ _1"/>dku, gdy<span class="_ _1"/> przema<span class="_ _1"/>wiają za<span class="_ _1"/> nią ist<span class="_ _1"/>otne po<span class="_ _1"/>wody. Wnios<span class="_ _1"/>ek w<span class="ls1 ws1"> <span class="lsd ws12">sprawie </span></span></span></span></div><div class="t m0 x2 h5 y1ae ff1 fs2 fc0 sc1 lsc ws35">zdjęcia z<span class="_ _1"/><span class="ls1 ws1"> <span class="lsb wsc1">porząd<span class="_ _0"/>ku obrad albo z<span class="_ _0"/>aniechani<span class="_ _0"/>a rozpatr<span class="_ _0"/>ywania sp<span class="_ _0"/>rawy umiesz<span class="_ _0"/>czon<span class="_ _0"/>ej</span> <span class="_ _49"> </span>w<span class="_ _0"/> <span class="lsb wsc1">porządku ob<span class="_ _0"/>rad </span></span></div><div class="t m0 x2 h5 y1af ff1 fs2 fc0 sc1 lsb wsff">wymaga sz<span class="_ _0"/>czegółow<span class="_ _0"/>ego umotywow<span class="_ _0"/>ania. Z<span class="_ _0"/>djęcie z<span class="ls1 ws1"> <span class="_ _0"/></span>porządku obr<span class="_ _0"/>ad bądź zani<span class="_ _0"/>echanie roz<span class="_ _0"/>patrywan<span class="_ _0"/>ia </div><div class="t m0 x2 h5 y417 ff1 fs2 fc0 sc1 lsd ws16">sprawy umi<span class="_ _0"/>eszczon<span class="_ _0"/>ej w<span class="ls1 ws1"> <span class="lsb ws17">porząd<span class="_ _0"/>ku obrad Wal<span class="_ _0"/>nego Zg<span class="_ _0"/>romadzeni<span class="_ _0"/>a na wni<span class="_ _0"/>osek akc<span class="_ _0"/>jonariusz<span class="_ _0"/>a lub </span></span></div><div class="t m0 x2 h5 y418 ff1 fs2 fc0 sc1 lsb wsa3">akcj<span class="_ _0"/>onariuszy w<span class="_ _0"/>ymaga uch<span class="_ _0"/>wały Walneg<span class="_ _0"/>o Zgromad<span class="_ _0"/>zenia, po up<span class="_ _0"/>rzed<span class="lsc ws14a">nio wyra<span class="_ _1"/>żonej zgo<span class="_ _1"/>dzie p<span class="_ _1"/>rzez<span class="_ _1"/> </span></div><div class="t m0 x2 h5 y419 ff1 fs2 fc0 sc1 lsb ws32">wszyst<span class="_ _0"/>kich w<span class="_ _0"/>nioskodaw<span class="_ _0"/>ców obec<span class="_ _0"/>nych na Waln<span class="_ _0"/>ym Zgromadzeniu<span class="_ _0"/>. Uchw<span class="_ _0"/>ała o<span class="ls1 ws1"> <span class="lsc ws16f">zdjęciu<span class="_ _1"/> z<span class="ls1 ws1"> <span class="lsb wsd">porządk<span class="_ _0"/>u </span></span></span></span></div><div class="t m0 x2 h5 y69f ff1 fs2 fc0 sc1 lsb ws1a0">obrad bąd<span class="_ _0"/>ź zanie<span class="_ _0"/>chaniu rozp<span class="_ _0"/>atrywania sp<span class="_ _0"/>rawy<span class="_ _0"/> umieszcz<span class="_ _0"/>onej w<span class="ls1 ws1"> <span class="_ _0"/></span>porządku ob<span class="_ _0"/>rad Walnego </div><div class="t m0 x2 h5 y6a0 ff1 fs2 fc0 sc1 lsb wsa1">Zgromadz<span class="_ _0"/>enia na w<span class="_ _0"/>niosek ak<span class="_ _0"/>cjonariusz<span class="_ _0"/>a lub akc<span class="_ _0"/>jonariuszy w<span class="_ _0"/>ym<span class="lsc ws126">aga wię<span class="_ _1"/>kszości tr<span class="_ _1"/>zech c<span class="_ _1"/>zwarty<span class="_ _1"/>ch </span></div><div class="t m0 x2 h5 y6a1 ff1 fs2 fc0 sc1 lsb ws4d">głosów. R<span class="_ _0"/>ada Nadz<span class="_ _0"/>orcza oraz<span class="_ _0"/> akcjonari<span class="_ _0"/>usz lub<span class="_ _0"/> akcjonari<span class="_ _0"/>usze repr<span class="_ _0"/>ezentując<span class="_ _0"/>y co najmni<span class="_ _0"/>ej 1/20 k<span class="_ _0"/>apitału </div><div class="t m0 x2 h5 y6a2 ff1 fs2 fc0 sc1 lsb ws7b">akcyj<span class="_ _0"/>nego, mogą ż<span class="_ _0"/>ądać umies<span class="_ _0"/>zczeni<span class="_ _0"/>a poszczeg<span class="_ _0"/>ólnyc<span class="_ _0"/>h spraw na p<span class="_ _0"/>orządku<span class="_ _0"/> obrad najb<span class="_ _0"/>liższ<span class="_ _0"/>ego </div><div class="t m0 x2 h5 y6a3 ff1 fs2 fc0 sc1 lsb ws50">Walneg<span class="_ _0"/>o Zgromadz<span class="_ _0"/>enia. W<span class="_ _0"/>alne Zgrom<span class="_ _0"/>adze<span class="lsc ws52">nie zwoła<span class="_ _1"/>ne na<span class="_ _1"/> wniose<span class="_ _1"/>k akcjon<span class="_ _1"/>ariuszy powin<span class="_ _1"/>no odby<span class="_ _1"/>ć się<span class="_ _1"/> </span></div><div class="t m0 x2 h5 y6a4 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsd wsb1">termini<span class="_ _0"/>e wskazanym <span class="_ _0"/>w</span> <span class="lsb ws1a3">żąd<span class="_ _0"/>aniu, a</span> w <span class="lsb ws1a3">razi<span class="_ _0"/>e istotnych<span class="_ _0"/> co do tego prz<span class="_ _0"/>eszk<span class="_ _0"/>ód </span>– <span class="_ _92"> </span>w <span class="lsd ws12">termini<span class="_ _0"/>e </span></div><div class="t m0 x2 h5 y6a5 ff1 fs2 fc0 sc1 lsc wsac">umożliwia<span class="_ _1"/>jącym<span class="_ _1"/> rozstr<span class="_ _1"/>zygnięcie<span class="_ _1"/> przez W<span class="_ _1"/>alne Zgr<span class="_ _1"/>oma<span class="_ _1"/>dzenie<span class="_ _1"/> spraw wnos<span class="_ _1"/>zonych po<span class="_ _1"/>d jego o<span class="_ _1"/>brady<span class="_ _1"/>. </div><div class="t m0 x2 h5 y6a6 ff1 fs2 fc0 sc1 lsb ws30">Odw<span class="_ _0"/>ołanie Walneg<span class="_ _0"/>o Zgromad<span class="_ _0"/><span class="lsd ws2f">zenia, w<span class="ls1 ws1"> </span></span>k<span class="_ _0"/>tórego porzą<span class="_ _0"/>dku ob<span class="_ _0"/>rad na wniosek u<span class="_ _0"/>prawnionyc<span class="_ _0"/>h podmiot<span class="_ _0"/>ów </div><div class="t m0 x2 h5 y6a7 ff1 fs2 fc0 sc1 lsc wsbe">umies<span class="_ _1"/>zczono<span class="_ _1"/> określo<span class="_ _1"/>ne sprawy lu<span class="_ _1"/>b któr<span class="_ _1"/>e zost<span class="_ _1"/>ało<span class="_ _1"/> zwołane n<span class="_ _1"/>a ta<span class="_ _1"/>ki wniose<span class="_ _1"/>k jest m<span class="_ _1"/>ożliwe tylko<span class="_ _1"/> za z<span class="_ _1"/>godą<span class="_ _1"/> </div><div class="t m0 x2 h5 y6a8 ff1 fs2 fc0 sc1 lsb wsc0">wniosk<span class="_ _0"/>odawców<span class="_ _0"/>. Odwoł<span class="_ _0"/>anie nast<span class="_ _0"/>ępuje w<span class="_ _0"/><span class="ls1 ws1"> </span>taki sam <span class="_ _0"/>sposób jak<span class="_ _0"/> zwołani<span class="_ _0"/>e, w<span class="ls1 ws1"> <span class="lsc ws14c">każdym razie<span class="_ _1"/> nie późni<span class="lsd ws12">ej </span></span></span></div><div class="t m0 x2 h5 y6a9 ff1 fs2 fc0 sc1 lsc wsbf">niż na t<span class="_ _1"/>rzy ty<span class="_ _1"/>godnie<span class="_ _1"/> przed pie<span class="_ _1"/>rwotn<span class="_ _1"/>ie plano<span class="_ _1"/>wanym t<span class="_ _1"/>erminem.<span class="_ _1"/> Zmiana<span class="_ _1"/> terminu<span class="_ _1"/> Walnego<span class="_ _1"/> Zgromadze<span class="_ _1"/>nia </div><div class="t m0 x2 h5 y6aa ff1 fs2 fc0 sc1 lsd ws10">następuj<span class="_ _0"/>e w<span class="ls1 ws1"> <span class="ls11 ws15">tym samym tr<span class="_ _0"/>ybie co jego odw<span class="_ _0"/>ołanie.</span> </span></div><div class="t m0 x2 h5 y6ab ff1 fs2 fc0 sc1 lsb wsc0">Walne Zg<span class="_ _0"/>romadze<span class="_ _0"/>nia odb<span class="_ _0"/>ywają się w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsc ws14c">siedzib<span class="_ _1"/>ie Spół<span class="_ _1"/>ki. Zgodn<span class="_ _1"/>ie z u<span class="_ _1"/>chwałą<span class="_ _1"/> ZWZ Spół<span class="_ _1"/>ki z 31<span class="_ _1"/> sier<span class="_ _1"/>pnia<span class="_ _1"/> </span></span></div><div class="t m0 x2 h5 y6ac ff1 fs2 fc0 sc1 lsd ws3f">2020 r., zm<span class="_ _0"/>ieniającą § 25 ust. 2<span class="_ _0"/> Statutu Spółki<span class="_ _0"/>, akcjonariusz<span class="_ _0"/>e mogą uczestni<span class="_ _0"/>czyć w Waln<span class="_ _0"/>ym </div><div class="t m0 x2 h5 y6ad ff1 fs2 fc0 sc1 lsc ws14c">Zgrom<span class="_ _1"/>adzen<span class="_ _1"/>iu przy wy<span class="_ _1"/>korzys<span class="_ _1"/>taniu<span class="_ _1"/> środków ko<span class="_ _1"/>munika<span class="_ _1"/>cji elekt<span class="_ _1"/>ronic<span class="_ _1"/>znej. Za<span class="_ _1"/>r<span class="lsb ws1a5">ząd Spółk<span class="_ _0"/>i upow<span class="_ _0"/>ażniony </span></div><div class="t m0 x2 h5 y6ae ff1 fs2 fc0 sc1 lsb ws73">jest do ok<span class="_ _0"/>reśleni<span class="_ _0"/>a szczeg<span class="_ _0"/>ółowych zasad<span class="_ _0"/> taki<span class="_ _0"/>ego sposobu uc<span class="_ _0"/>zestni<span class="_ _0"/>ctwa akc<span class="_ _0"/>jonariu<span class="_ _0"/>szy w Wal<span class="_ _0"/>nym </div><div class="t m0 x2 h5 y6af ff1 fs2 fc0 sc1 lsc ws13b">Zgrom<span class="_ _1"/>adzen<span class="_ _1"/>iu Akcjonar<span class="_ _1"/>iuszy, w t<span class="_ _1"/>ym wym<span class="_ _1"/>ogów i ogra<span class="_ _1"/>niczeń n<span class="_ _1"/>iezbędn<span class="_ _1"/>ych do id<span class="_ _1"/>enty<span class="_ _1"/>fikacji </div><div class="t m0 x2 h5 y6b0 ff1 fs2 fc0 sc1 lsc wse">akcjon<span class="_ _1"/>arius<span class="_ _1"/>zy oraz za<span class="_ _1"/>pewnienia<span class="_ _1"/> bezpiecze<span class="_ _1"/>ństwa<span class="_ _1"/> komunikac<span class="_ _1"/>ji <span class="wsf">elektr<span class="_ _1"/>oniczne<span class="_ _1"/>j.<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y6b1 ff1 fs2 fc0 sc1 lsb wsc1">Walne Zg<span class="_ _0"/>romadz<span class="_ _0"/>enie uchwal<span class="_ _0"/>a i<span class="ls1 ws1"> </span>zmieni<span class="_ _0"/>a regulami<span class="_ _0"/>n Walnego Zg<span class="_ _0"/>romadzen<span class="_ _0"/>ia; zmian<span class="_ _0"/>y obowiąz<span class="_ _0"/>ują od </div><div class="t m0 x2 h5 y6b2 ff1 fs2 fc0 sc1 lsb ws11">następ<span class="_ _0"/>nego Waln<span class="_ _0"/>ego Zgro<span class="_ _0"/>madzenia.<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y6b3 ff1 fs2 fc0 sc1 lsc ws14a">Do komp<span class="_ _1"/>eten<span class="_ _1"/>cji Walne<span class="_ _1"/>go Zgrom<span class="_ _1"/>adzenia,<span class="_ _1"/> poza s<span class="_ _1"/>prawami wy<span class="_ _1"/>mienio<span class="_ _1"/>nymi wyra<span class="_ _1"/>źnie w<span class="ls1 ws1"> <span class="ls11 ws210">Statucie lub </span></span></div><div class="t m0 x2 h5 y6b4 ff1 fs2 fc0 sc1 lsc ws29">wynikają<span class="_ _1"/>cymi z<span class="ls1 ws1"> <span class="lsd ws106">przepisów Kod<span class="_ _0"/>eksu spółek hand<span class="_ _0"/>lowych<span class="_ _0"/>, z</span> </span>zastr<span class="_ _1"/>zeżeniem<span class="_ _1"/>, iż do<span class="_ _1"/> powzięcia<span class="_ _1"/> uchwał<span class="_ _1"/>, </div><div class="t m0 x2 h5 y6b5 ff1 fs2 fc0 sc1 ls1 ws1">o <span class="lsb wsb2">których m<span class="_ _0"/>owa w</span> <span class="lsb wsd">art.</span> <span class="_ _0"/><span class="lsd wsa6">415 § 1</span> – <span class="lsd wsa6">4 Kodeksu<span class="_ _0"/> spółek handlow<span class="_ _0"/>ych, niezb<span class="_ _0"/>ędny jest</span> <span class="_ _45"/><span class="lse ws16a">udzi<span class="_ _0"/>ał w</span> <span class="lsb wsd">głosowani<span class="_ _0"/>u </span></div><div class="t m0 x2 h5 y6b6 ff1 fs2 fc0 sc1 lsc wse">spółki K<span class="_ _1"/>siążek H<span class="_ _1"/>olding S<span class="_ _1"/>półka<span class="_ _1"/> z<span class="ls1 ws1"> <span class="lsb ws11">ogranic<span class="_ _0"/>zoną odpow<span class="_ _0"/>iedzi<span class="_ _0"/>alnością z<span class="_ _0"/></span> </span><span class="ws4f">siedzibą<span class="_ _1"/> w<span class="ls1 ws1"> <span class="lsd ws10">Warszawi<span class="_ _0"/>e, należy:<span class="_ _0"/></span> </span></span></div><div class="t m0 x30 h5 y6b7 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsd ws1d7">rozpatrz<span class="_ _0"/>enie i<span class="ls1 ws1"> <span class="lsb wsb3">z<span class="_ _0"/>atwierdz<span class="_ _0"/>enie spraw<span class="_ _0"/>ozdani<span class="_ _0"/>a finanso<span class="_ _0"/>wego Sp<span class="_ _0"/>ółki i</span> <span class="_ _0"/><span class="lsb wsb3">sprawozd<span class="_ _0"/>ania Zarząd<span class="_ _0"/>u </span></span></span></span></div><div class="t m0 x5 h5 y6b8 ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lsc wse">działa<span class="_ _1"/>lności S<span class="_ _1"/>półki;<span class="ls1 ws1"> </span></span></div><div class="t m0 x30 h5 y6b9 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lse ws2b">podjęcie uchw<span class="_ _0"/>ały o<span class="ls1 ws1"> <span class="lsc wse">podziale<span class="_ _1"/> zyskó<span class="_ _1"/>w lub o<span class="ls1 ws1"> <span class="ls11 ws15">pokryciu strat;</span> </span></span></span></span></span></div><div class="t m0 x30 h5 y6ba ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc wse">udzielen<span class="_ _1"/>ie czło<span class="_ _1"/>nkom o<span class="_ _1"/>rganów S<span class="_ _1"/>półki abs<span class="_ _1"/>olut<span class="_ _1"/>orium<span class="_ _1"/> z<span class="ls1 ws1"> </span>wykona<span class="_ _1"/>nia prze<span class="_ _1"/>z nich o<span class="_ _1"/>bowiązków;<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x30 h5 y13f ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsb ws11">zmiana S<span class="_ _0"/>tatutu Sp<span class="_ _0"/>ółki, w<span class="ls1 ws1"> <span class="_ _0"/><span class="lsc wse">tym<span class="_ _1"/> zmiana<span class="_ _1"/> przedm<span class="_ _1"/>iotu<span class="_ _1"/> przedsiębio<span class="_ _1"/>rst<span class="_ _1"/>wa Spół<span class="_ _1"/>ki;<span class="ls1 ws1"> </span></span></span></span></span></div><div class="t m0 x30 h5 y6bb ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsd ws2e">z zastrzeż<span class="_ _0"/>eniem post<span class="_ _0"/>anowi<span class="_ _0"/>eń Statutu o<span class="ls1 ws1"> <span class="lsc ws163">kapitale d<span class="_ _1"/>ocelo<span class="_ _1"/>wym, po<span class="_ _1"/>dwyższen<span class="_ _1"/>ie lub obniże<span class="_ _1"/>nie </span></span></span></span></div><div class="t m0 x5 h5 y6bc ff1 fs2 fc0 sc1 lsb ws11">kapi<span class="_ _0"/>tału zakładow<span class="_ _0"/>ego Spół<span class="_ _0"/>ki;<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y58 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc wse">połą<span class="_ _1"/>czenie Sp<span class="_ _1"/>ółki z<span class="ls1 ws1"> </span><span class="lse">inną <span class="lsb wsd">spółką;<span class="_ _0"/><span class="ls1 ws1"> </span></span></span></span></span></div><div class="t m0 x30 h5 y6bd ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsd ws10">przeksz<span class="_ _0"/>tałceni<span class="_ _0"/>e Spółki;<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x30 h5 y5b ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc wse">rozwiąza<span class="_ _1"/>nie i<span class="ls1 ws1"> </span>lik<span class="_ _1"/>widacja S<span class="_ _1"/>pó<span class="_ _1"/>łki;<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x30 h5 y6be ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc wse">umor<span class="_ _1"/>zenie akcji;<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf2f" style="content-visibility: auto;"><div class="pc pc2f w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">47<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x30 h5 y6 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsb ws181">wyrażen<span class="_ _0"/>ie zgody n<span class="_ _0"/>a nabycie własny<span class="_ _0"/>ch akcji w<span class="ls1 ws1"> <span class="_ _0"/><span class="lsd ws1a8">przypadku określ<span class="_ _0"/>onym w</span> <span class="lsd ws1a8">art. 3<span class="_ _0"/>62 §1 pkt </span></span></span></span></div><div class="t m0 x5 h5 y59b ff1 fs2 fc0 sc1 ls1 ws1">2 <span class="lse ws2b">Kodeksu spółek handl<span class="_ _0"/>owych;</span> </div><div class="t m0 x30 h5 y5dc ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc wse">emisja<span class="_ _1"/> obligac<span class="_ _1"/>ji zamien<span class="_ _1"/>nych lu<span class="_ _1"/>b z<span class="ls1 ws1"> <span class="lsd ws10">prawem pierw<span class="_ _0"/>szeństwa;</span> </span></span></span></div><div class="t m0 x30 h5 y376 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc wse4">zbycie i<span class="_ _1"/><span class="ls1 ws1"> <span class="lsd wsa6">wydzierż<span class="_ _0"/>awienie prz<span class="_ _0"/>edsiębiors<span class="_ _0"/>twa lub j<span class="_ _0"/>ego zorganizowan<span class="_ _0"/>ej części<span class="_ _0"/>, ustanowieni<span class="_ _0"/>e na </span></span></span></span></div><div class="t m0 x5 h5 y5de ff1 fs2 fc0 sc1 lsb ws11">nim ograni<span class="_ _0"/>czoneg<span class="_ _0"/>o prawa rz<span class="_ _0"/>eczoweg<span class="_ _0"/>o;<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y5df ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsd ws21">wszel<span class="_ _0"/>kie postanowi<span class="_ _0"/>enia dotyc<span class="_ _0"/>zące roszcz<span class="_ _0"/>eń o<span class="ls1 ws1"> <span class="lsb ws50">napraw<span class="_ _0"/>ieni<span class="_ _0"/>e szkody sp<span class="_ _0"/>owodowan<span class="_ _0"/>ej w</span> <span class="lsc wsf">związku </span></span></span></span></div><div class="t m0 x5 h5 y663 ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lsb ws11">utw<span class="_ _0"/>orzeniem Sp<span class="_ _0"/>ółki lub<span class="_ _0"/> sprawowaniem z<span class="_ _0"/>arządu l<span class="_ _0"/>ub nadzoru n<span class="_ _0"/>ad Spółką;<span class="_ _0"/></span> </div><div class="t m0 x30 h5 y55d ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsb ws14">zawarc<span class="_ _0"/>ie umowy o<span class="ls1 ws1"> </span>z<span class="_ _0"/>arządz<span class="_ _0"/>anie ze sp<span class="_ _0"/>ółką domin<span class="_ _0"/>ującą, <span class="_ _0"/>o<span class="ls1 ws1"> </span>której m<span class="_ _0"/>owa w<span class="ls1 ws1"> </span><span class="wsd">art<span class="_ _0"/>.<span class="ls1 ws1"> <span class="lsd ws4e">7 Kodek<span class="_ _0"/>su spółek </span></span></span></span></span></div><div class="t m0 x5 h5 y11b ff1 fs2 fc0 sc1 lse wse">handlowych;<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y6bf ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsd wsb1">z zastrzeż<span class="_ _0"/>eniem uprawn<span class="_ _0"/>ień osobistyc<span class="_ _0"/>h przyznany<span class="_ _0"/>ch spółce K<span class="_ _0"/>siążek Hol<span class="_ _0"/>ding Spółka </span></span></div><div class="t m0 x5 h5 y6c0 ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lsb ws3e">ograni<span class="_ _0"/>czoną odp<span class="_ _0"/>owiedz<span class="_ _0"/>ialności<span class="_ _0"/>ą z</span> <span class="lsc ws12d">siedzibą w<span class="_ _1"/><span class="ls1 ws1"> <span class="lsb ws3e">Warszaw<span class="_ _0"/>ie, powoły<span class="_ _0"/>wanie i<span class="_ _0"/></span> <span class="lsb wsd">odwoły<span class="_ _0"/>wanie </span></span></span></div><div class="t m0 x5 h5 y6c1 ff1 fs2 fc0 sc1 lsb ws11">członk<span class="_ _0"/>ów Rady Nad<span class="_ _0"/>zorczej<span class="_ _0"/>;<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y6c2 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc wse">inne s<span class="_ _1"/>prawy wn<span class="_ _1"/>iosko<span class="_ _1"/>wane prze<span class="_ _1"/>z Zarzą<span class="_ _1"/>d, Radę<span class="_ _1"/> Nadzo<span class="_ _1"/>rczą lub <span class="_ _1"/>poszcze<span class="_ _1"/>gólnych<span class="_ _1"/> akcjon<span class="_ _1"/>arius<span class="_ _1"/>zy.<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y6c3 ff1 fs2 fc0 sc1 lsc ws52">Nabyc<span class="_ _1"/>ie lub zbycie<span class="_ _1"/> prawa<span class="_ _1"/> wła<span class="_ _1"/>sności lub<span class="_ _1"/> użytko<span class="_ _1"/>wania wie<span class="_ _1"/>czyste<span class="_ _1"/>go nie<span class="_ _1"/>ruchomoś<span class="_ _1"/>ci, a<span class="ls1 ws1"> </span>także<span class="_ _1"/> obciąża<span class="_ _1"/>nie </div><div class="t m0 x2 h5 y6c4 ff1 fs2 fc0 sc1 lsd ws4a">nierucho<span class="_ _0"/>mości, w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsb ws159">tym ustan<span class="_ _0"/>awianie p<span class="_ _0"/>raw rzec<span class="_ _0"/>zowych<span class="_ _0"/> ogranicz<span class="_ _0"/>onych na ni<span class="_ _0"/>eruchomo<span class="_ _0"/>ściach<span class="_ _0"/> oraz </span></span></div><div class="t m0 x2 h5 y6c5 ff1 fs2 fc0 sc1 lsc ws4f">składa<span class="_ _1"/>nie in<span class="_ _1"/>nych oświa<span class="_ _1"/>dczeń wo<span class="_ _1"/>li ze skut<span class="_ _1"/>kiem dla<span class="_ _1"/> upra<span class="_ _1"/>wnień S<span class="_ _1"/>półki w<span class="ls1 ws1"> <span class="lsd ws12">st<span class="lse wsf">osunku do nieruchomości ni<span class="_ _0"/>e </span></span></span></div><div class="t m0 x2 h5 y6c6 ff1 fs2 fc0 sc1 lsb ws1a3">wymaga z<span class="_ _0"/>gody Waln<span class="_ _0"/>ego Zgrom<span class="_ _0"/>adzeni<span class="_ _0"/>a. Emisj<span class="_ _0"/>a obli<span class="_ _0"/>gacji<span class="_ _0"/> i<span class="ls1 ws1"> </span>innych p<span class="_ _0"/>apierów w<span class="_ _0"/>artości<span class="_ _0"/>owych, <span class="_ _df"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y6c7 ff1 fs2 fc0 sc1 ls11 ws211">w tym w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsd ws16">drodze oferty pu<span class="_ _0"/>blicz<span class="_ _0"/>nej, a</span> <span class="lsc ws48">także<span class="_ _1"/> podej<span class="_ _1"/>mo<span class="_ _1"/>wanie ws<span class="_ _1"/>zelkich d<span class="_ _1"/>ziałań<span class="_ _1"/> mając<span class="_ _1"/>ych na<span class="_ _1"/> celu<span class="_ _1"/> </span></span></div><div class="t m0 x2 h5 y6c8 ff1 fs2 fc0 sc1 lsd ws9c">demateri<span class="_ _0"/>alizacj<span class="_ _0"/>ę, rejestrac<span class="_ _0"/>ję w<span class="ls1 ws1"> <span class="_ _0"/><span class="lsb ws114">Krajowym D<span class="_ _0"/>epozyci<span class="_ _0"/>e (</span>w </span>rozumi<span class="_ _0"/>eniu Ustawy z<span class="_ _0"/><span class="ls1 ws1"> <span class="lsc ws9d">dnia<span class="_ _1"/> 29 lipca 2<span class="_ _1"/>005 r.<span class="_ _1"/> </span></span></div><div class="t m0 x2 h5 y6c9 ff1 fs2 fc0 sc1 ls1 ws1">o <span class="lsc ws42">obro<span class="_ _1"/>cie inst<span class="_ _1"/>rumenta<span class="_ _1"/>mi finan<span class="_ _1"/>sowymi) or<span class="_ _1"/>az dopu<span class="_ _1"/>szczen<span class="_ _1"/>ie obliga<span class="_ _1"/>cji i<span class="ls1 ws1"> <span class="lsb ws43">innych papierów<span class="_ _0"/> wartości<span class="_ _0"/>owych </span></span></span></div><div class="t m0 x2 h5 y6ca ff1 fs2 fc0 sc1 lsb ws1a2">do obrotu na r<span class="_ _0"/>ynku reg<span class="_ _0"/>ulowan<span class="_ _0"/>ym, z<span class="ls1 ws1"> <span class="lsd ws3f">z<span class="_ _0"/>astrzeżenie<span class="_ _0"/>m § 26 ust. 1 pkt k) Stat<span class="_ _0"/>utu i</span> <span class="ls15 wsb5">bezwzględnie<span class="_ _1"/> </span></span></div><div class="t m0 x2 h5 y6cb ff1 fs2 fc0 sc1 lsb ws14">obowi<span class="_ _0"/>ązującyc<span class="_ _0"/>h przepi<span class="_ _0"/>sów Kod<span class="_ _0"/>eksu spół<span class="_ _0"/>ek handlow<span class="_ _0"/>ych, n<span class="_ _0"/>ie wymaga z<span class="_ _0"/>gody Wal<span class="_ _0"/>nego Zgro<span class="_ _0"/>madzeni<span class="_ _0"/>a. </div><div class="t m0 x2 h5 y6cc ff1 fs2 fc0 sc1 lsc wsbe">Uchwały<span class="_ _1"/> Walne<span class="_ _1"/>go Zgromadzen<span class="_ _1"/>ia zapa<span class="_ _1"/>dają be<span class="_ _1"/>zwzględną wię<span class="_ _1"/>kszoś<span class="_ _1"/>cią gło<span class="_ _1"/>sów, jeżeli prze<span class="_ _1"/>pisy Ko<span class="_ _1"/>deksu<span class="_ _1"/> </div><div class="t m0 x2 h5 y6cd ff1 fs2 fc0 sc1 lse ws2b">spółek handlowych l<span class="_ _0"/>ub Statutu Spółki ni<span class="_ _0"/>e stanowią inaczej<span class="_ _0"/>.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y6ce ff1 fs2 fc0 sc1 lsb wsaf">Głosowan<span class="_ _0"/>ie jest j<span class="_ _0"/>awne. T<span class="_ _0"/>ajne g<span class="_ _0"/>łosowani<span class="_ _0"/>e zarząd<span class="_ _0"/>za się p<span class="_ _0"/>rzy wyb<span class="_ _0"/>orach oraz n<span class="_ _0"/>ad wni<span class="_ _0"/>oskami o<span class="ls1 ws1"> </span><span class="wsd">od<span class="_ _0"/>wołani<span class="_ _0"/>e </span></div><div class="t m0 x2 h5 y6cf ff1 fs2 fc0 sc1 lsb wsaf">członk<span class="_ _0"/>ów organów<span class="_ _0"/> lub li<span class="_ _0"/>kwidatorów<span class="_ _0"/> Spółki,<span class="_ _0"/> bądź o<span class="ls1 ws1"> <span class="lsc wsbf">pociągnię<span class="_ _1"/>cie ich do<span class="_ _1"/> odpow<span class="_ _1"/>iedzialn<span class="_ _1"/>ości,<span class="_ _1"/> jak równ<span class="_ _1"/>ież </span></span></div><div class="t m0 x2 h5 y6d0 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsb ws11">spraw<span class="_ _0"/>ach osob<span class="_ _0"/>owych. U<span class="_ _0"/>chwały w<span class="_ _0"/></span> <span class="lsd ws10">sprawie i<span class="_ _0"/>stotnej <span class="_ _0"/>zmiany pr<span class="lsc wse">zedmiotu dział<span class="_ _1"/>alności Spó<span class="_ _1"/>łki zapa<span class="_ _1"/>dają </span></span></div><div class="t m0 x2 h5 y6d1 ff1 fs2 fc0 sc1 lsd ws1a6">zawsz<span class="_ _0"/>e w<span class="ls1 ws1"> <span class="lsc ws17b">jawny<span class="_ _1"/>m gło<span class="_ _1"/>sowaniu im<span class="_ _1"/>ienny<span class="_ _1"/>m, pr<span class="_ _1"/>zy czy<span class="_ _1"/>m każdej a<span class="_ _1"/>kcji pr<span class="_ _1"/>zysłu<span class="_ _1"/>guje jede<span class="_ _1"/>n gło<span class="_ _1"/>s bez<span class="_ _1"/> </span></span></div><div class="t m0 x2 h5 y6d2 ff1 fs2 fc0 sc1 lsc ws35">przywilejó<span class="_ _1"/>w lub ogr<span class="_ _1"/>anicze<span class="_ _1"/>ń. Zmia<span class="_ _1"/>na pr<span class="_ _1"/>zedmiotu<span class="_ _1"/> działaln<span class="_ _1"/>ości Spół<span class="_ _1"/>ki może n<span class="_ _1"/>astąpić b<span class="_ _1"/>ez obowią<span class="_ _1"/>zku </div><div class="t m0 x2 h5 y4e ff1 fs2 fc0 sc1 lsc ws7f">wykupu a<span class="_ _1"/>kcji, je<span class="_ _1"/>żeli uchw<span class="_ _1"/>ała<span class="_ _1"/> w<span class="ls1 ws1"> <span class="lsd ws12">sprawi<span class="_ _0"/></span></span>e zmia<span class="_ _1"/>ny pr<span class="_ _1"/>zedmiot<span class="_ _1"/>u działa<span class="_ _1"/>lności Spó<span class="_ _1"/>łki podję<span class="_ _1"/>ta zo<span class="_ _1"/>stan<span class="_ _1"/>ie </div><div class="t m0 x2 h5 y4f ff1 fs2 fc0 sc1 lsb ws212">więk<span class="_ _0"/>szością 2<span class="_ _0"/>/3 głosów<span class="_ _0"/> w<span class="ls1 ws1"> </span>obec<span class="_ _0"/>ności osób rep<span class="_ _0"/>rezent<span class="_ _0"/>ującyc<span class="_ _0"/>h co najmn<span class="_ _0"/>iej połow<span class="_ _0"/>ę kapitału<span class="_ _0"/> </div><div class="t m0 x2 h5 y50 ff1 fs2 fc0 sc1 lsb wsd">zakład<span class="_ _0"/>owego.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y6d3 ff1 fs2 fc0 sc1 lsc ws127">Zwyczajn<span class="_ _1"/>e Walne<span class="_ _1"/> Zgro<span class="_ _1"/>madzenie ot<span class="_ _1"/>wiera<span class="_ _1"/> Przewodniczą<span class="_ _1"/>cy Ra<span class="_ _1"/>dy Nad<span class="_ _1"/>zorczej lub o<span class="_ _1"/>soba<span class="_ _1"/> przez nie<span class="_ _1"/>go </div><div class="t m0 x2 h5 y6d4 ff1 fs2 fc0 sc1 lsb ws43">wskaz<span class="_ _0"/>ana, a<span class="ls1 ws1"> w <span class="lsc ws42">razie bra<span class="_ _1"/>ku wskaza<span class="_ _1"/>nia jakiko<span class="_ _1"/>lwiek in<span class="_ _1"/>ny czło<span class="_ _1"/>nek Ra<span class="_ _1"/>dy Na<span class="_ _1"/>dzorczej lub c<span class="_ _1"/>złone<span class="_ _1"/>k Zarzą<span class="_ _1"/>du, </span></span></div><div class="t m0 x2 h5 y53 ff1 fs2 fc0 sc1 lsd ws17d">po czym sp<span class="_ _0"/>ośród osób upraw<span class="_ _0"/>nionych do g<span class="_ _0"/>łosowan<span class="_ _0"/>ia wybiera si<span class="_ _0"/>ę przewo<span class="_ _0"/>dn<span class="lsb ws13c">icząc<span class="_ _0"/>ego. Uchw<span class="_ _0"/>ały </span></div><div class="t m0 x2 h5 y54 ff1 fs2 fc0 sc1 lsb ws12a">formuł<span class="_ _0"/>owane są w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsc ws12c">taki sp<span class="_ _1"/>osó<span class="_ _1"/>b, by ka<span class="_ _1"/>żdy upr<span class="_ _1"/>awniony m<span class="_ _1"/>iał mo<span class="_ _1"/>żliwość ich<span class="_ _1"/> zaska<span class="_ _1"/>rżenia<span class="_ _1"/>; dotyczy<span class="_ _1"/> to </span></span></div><div class="t m0 x2 h5 y55 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsc wse">szczególno<span class="_ _1"/>ści zan<span class="_ _1"/>iechan<span class="_ _1"/>ia podję<span class="_ _1"/>cia uch<span class="_ _1"/>wały w<span class="ls1 ws1"> <span class="lsd ws10">określonej spraw<span class="_ _0"/>ie ujętej<span class="_ _0"/> w</span> <span class="lsb ws11">porząd<span class="_ _0"/>ku obrad.<span class="_ _0"/></span> </span></span></div><div class="t m0 x2 h27 ya2 ff2 fs4 fc5 sc1 ls75 ws213">Akcjonarius<span class="_ _1"/>ze <span class="ls1 ws1"> </span></div><div class="t m0 x2 h4 y6d5 ff2 fs1 fc7 sc1 ls8e ws142">Akcj<span class="_ _0"/>onariusze posi<span class="_ _0"/>adający bezpo<span class="_ _0"/>średnio lub pośredni<span class="_ _0"/>o znaczne pakiety<span class="_ _0"/> akcji<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y6d6 ff1 fs2 fc0 sc1 lsc ws14a">Lista<span class="_ _1"/> Akcjon<span class="_ _1"/>ariuszy<span class="_ _1"/> posiadają<span class="_ _1"/>cych be<span class="_ _1"/>zpośr<span class="_ _1"/>ednio lub po<span class="_ _1"/>śred<span class="_ _1"/>nio zna<span class="_ _1"/>czne pakie<span class="_ _1"/>ty a<span class="_ _1"/>kcji Spółki<span class="_ _1"/> jest<span class="_ _1"/> </div><div class="t m0 x2 h5 y6d7 ff1 fs2 fc0 sc1 lsb ws32">zaprez<span class="_ _0"/>entowana w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsc wsf">rozdzia<span class="_ _1"/>le </span></span></div><div class="t m1 xf9 he y6d8 ff1 fsa fc0 sc0 ls87 ws214">Akcjona<span class="_ _0"/>ria<span class="_ _0"/>t Sp<span class="_ _0"/>ółki</div><div class="t m0 x12f h5 y6d8 ff1 fs2 fc0 sc1 ls1 ws1">  <span class="lsb ws32">Sprawoz<span class="_ _0"/>dania Za<span class="_ _0"/>rządu z<span class="_ _0"/></span> <span class="lsc ws16f">dzia<span class="_ _1"/>łalności S<span class="_ _1"/>półki i<span class="ls1 ws1"> <span class="lsaf ws128">je<span class="_ _0"/>j </span></span></span></div><div class="t m0 x2 h5 y6d9 ff1 fs2 fc0 sc1 lsb ws11">Grupy K<span class="_ _0"/>apitałowej<span class="_ _0"/>. <span class="ls1 ws1"> </span></div><a class="l" href="#pf5"><span class="d m2 gs17"/></a></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf30" style="content-visibility: auto;"><div class="pc pc30 w0 h0"><img alt="" class="bi x0 y0 w1 h1" src="data:image/png;base64,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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">48<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h4 ydc ff2 fs1 fc7 sc1 ls8e ws215">Posiadac<span class="_ _0"/>ze wszelkic<span class="_ _0"/>h papierów wartoś<span class="_ _0"/>ciowych, które daj<span class="_ _0"/>ą specjalne uprawni<span class="_ _0"/>enia </div><div class="t m0 x2 h4 y6da ff2 fs1 fc7 sc1 ls8e ws1e6">kontrolne<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y6db ff1 fs2 fc0 sc1 lsc wse">Wszys<span class="_ _1"/>tkie akcje<span class="_ _1"/> Spółki s<span class="_ _1"/>ą akcja<span class="_ _1"/>mi zwy<span class="_ _1"/>kłymi,<span class="_ _1"/> z<span class="ls1 ws1"> </span>który<span class="_ _1"/>mi nie wią<span class="_ _1"/>żą się<span class="_ _1"/> żadn<span class="_ _1"/>e szcze<span class="_ _1"/>gólne pr<span class="_ _1"/>zywileje<span class="_ _1"/>.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y6dc ff1 fs2 fc0 sc1 lsc ws126">Zgodnie<span class="_ _1"/> ze Sta<span class="_ _1"/>tute<span class="_ _1"/>m Spółki Akc<span class="_ _1"/>jona<span class="_ _1"/>rius<span class="_ _1"/>zowi Ksią<span class="_ _1"/>żek Holding<span class="_ _1"/> Sp. z<span class="ls1 ws1"> <span class="lsb wsa1">o.o. z</span> </span><span class="ws19b">siedzibą<span class="_ _1"/> w<span class="ls1 ws1"> <span class="lsd ws12">Warszaw<span class="_ _0"/>ie, </span></span></span></div><div class="t m0 x2 h5 y6dd ff1 fs2 fc0 sc1 lsb ws11">oprócz<span class="_ _0"/> opisanyc<span class="_ _0"/>h w<span class="ls1 ws1"> <span class="lsc wse">niniejszej c<span class="_ _1"/>zęści Spr<span class="_ _1"/>awozda<span class="_ _1"/>nia upr<span class="_ _1"/>awnień<span class="_ _1"/> w<span class="ls1 ws1"> </span>zakres<span class="_ _1"/>ie zasa<span class="_ _1"/>d zmian St<span class="_ _1"/>atutu S<span class="_ _1"/>półki </span></span></div><div class="t m0 x2 h5 y6de ff1 fs2 fc0 sc1 lsb ws32">oraz zas<span class="_ _0"/>ad dotycz<span class="_ _0"/>ących p<span class="_ _0"/>owoływani<span class="_ _0"/>a i<span class="ls1 ws1"> </span>odw<span class="_ _0"/>oływani<span class="_ _0"/>a osób zarz<span class="_ _0"/>ądzają<span class="lsd ws81">c<span class="_ _0"/>ych, prz<span class="_ _0"/>ysługuje osob<span class="_ _0"/>iste<span class="_ _0"/> </span></div><div class="t m0 x2 h5 y6df ff1 fs2 fc0 sc1 lsb ws11">uprawn<span class="_ _0"/>ienie do p<span class="_ _0"/>owoływa<span class="_ _0"/>nia i<span class="ls1 ws1"> </span>odw<span class="_ _0"/>oływania c<span class="_ _0"/>złonków<span class="_ _0"/> Rady Nadzorc<span class="_ _0"/>zej w<span class="ls1 ws1"> <span class="_ _0"/><span class="lsc wse">nas<span class="_ _1"/>tępu<span class="_ _1"/>jącej liczbie<span class="_ _1"/>:<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y6e0 ff1 fs2 fc0 sc1 ls2a ws216">(1) w<span class="ls1 ws1"> <span class="lsc ws12c">przy<span class="_ _1"/>padku pię<span class="_ _1"/>cioosobo<span class="_ _1"/>wej Ra<span class="_ _1"/>dy Nadzo<span class="_ _1"/>rczej <span class="ls1 ws1">- <span class="_ _ad"> </span><span class="lsd ws149">spółce Ksi<span class="_ _0"/>ążek Holdi<span class="_ _0"/>ng Sp. z</span> <span class="_ _0"/><span class="lsd ws149">o.o. przysługuj<span class="_ _0"/>e </span></span></span></span></div><div class="t m0 x2 h5 y6e1 ff1 fs2 fc0 sc1 lsb ws28">uprawn<span class="_ _0"/>ienie osob<span class="_ _0"/>iste do <span class="_ _0"/>powoływani<span class="_ _0"/>a i<span class="ls1 ws1"> </span>odw<span class="_ _0"/>oływani<span class="_ _0"/>a trzech cz<span class="_ _0"/>łonków Rad<span class="_ _0"/>y Nadzorcz<span class="_ _0"/>ej, oraz<span class="_ _0"/> do </div><div class="t m0 x2 h5 y6e2 ff1 fs2 fc0 sc1 lsc ws198">powier<span class="_ _1"/>zania czł<span class="_ _1"/>onkowi R<span class="_ _1"/>ady funkcji Pr<span class="_ _1"/>zewodn<span class="_ _1"/>iczące<span class="_ _1"/>go i<span class="ls1 ws1"> </span><span class="wsf">Wicepr<span class="_ _1"/>zewodnic<span class="_ _1"/>zą<span class="lsb ws37">cego Rady Nad<span class="_ _0"/>zorczej<span class="_ _0"/>, </span></span></div><div class="t m0 x2 h5 y6e3 ff1 fs2 fc0 sc1 ls11 ws19c">natomias<span class="_ _0"/>t (2) w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsd ws36">przypad<span class="_ _0"/>ku sześcioo<span class="_ _0"/>sobowej i</span> <span class="lsb wsc1">s<span class="_ _0"/>iedmioosob<span class="_ _0"/>owej Rad<span class="_ _0"/>y Nadzo<span class="_ _0"/>rczej </span>- <span class="_ _ad"> </span><span class="lsd ws36">spółc<span class="_ _0"/>e Książek </span></span></div><div class="t m0 x2 h5 y6e4 ff1 fs2 fc0 sc1 ls15 ws217">Holding Sp. z<span class="_ _1"/><span class="ls1 ws1"> <span class="lsb wsff">o.o. przys<span class="_ _0"/>ługuj<span class="_ _0"/>e uprawni<span class="_ _0"/>enie do pow<span class="_ _0"/>oływani<span class="_ _0"/>a i</span> <span class="lsb wsff">odw<span class="_ _0"/>oływania c<span class="_ _0"/>zterech<span class="_ _0"/> członków<span class="_ _0"/> Rady </span></span></div><div class="t m0 x2 h5 y6e5 ff1 fs2 fc0 sc1 lsb ws218">Nadzorc<span class="_ _0"/>zej oraz<span class="_ _0"/> do pow<span class="_ _0"/>ierzani<span class="_ _0"/>a członk<span class="_ _0"/>owi Rady<span class="_ _0"/> <span class="lsc ws219">funkcji<span class="_ _1"/> Prze<span class="_ _1"/>wodnicząc<span class="_ _1"/>ego <span class="_ _e0"/><span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y6e6 ff1 fs2 fc0 sc1 lsc wse">i Wiceprze<span class="_ _1"/>wodniczą<span class="_ _1"/>cego R<span class="_ _1"/>ady<span class="_ _1"/> Nadzo<span class="_ _1"/>rczej.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y6e7 ff1 fs2 fc0 sc1 lsc ws12c">Osobis<span class="_ _1"/>te upra<span class="_ _1"/>wnienia<span class="_ _1"/> spółki Książe<span class="_ _1"/>k Holding S<span class="_ _1"/>p. z<span class="ls1 ws1"> <span class="lsb ws12a">o.o. do powoływ<span class="_ _0"/>ania i</span> <span class="_ _0"/><span class="lsb ws72">odwoływani<span class="_ _0"/>a określ<span class="_ _0"/>onej </span></span></div><div class="t m0 x2 h5 y6e8 ff1 fs2 fc0 sc1 lsc ws157">liczby czł<span class="_ _1"/>onkó<span class="_ _1"/>w Zarząd<span class="_ _1"/>u, do powie<span class="_ _1"/>rzania<span class="_ _1"/> funkcji<span class="_ _1"/> Pre<span class="_ _1"/>zesa Za<span class="_ _1"/>rządu i<span class="ls1 ws1"> <span class="lsd ws18">Wiceprezesa Za<span class="_ _0"/>rządu, do<span class="_ _0"/> </span></span></div><div class="t m0 x2 h5 y6e9 ff1 fs2 fc0 sc1 lsb ws4c">powoływ<span class="_ _0"/>ania i<span class="ls1 ws1"> <span class="lsc ws44">odwoływania o<span class="_ _1"/>kreślon<span class="_ _1"/>ej liczby czło<span class="_ _1"/>nków Rady<span class="_ _1"/> Nadzo<span class="_ _1"/>rczej lu<span class="_ _1"/>b do powierza<span class="_ _1"/>nia fun<span class="_ _1"/>kcji </span></span></div><div class="t m0 x2 h5 y6ea ff1 fs2 fc0 sc1 lsb ws4d">Przew<span class="_ _0"/>odnicząc<span class="_ _0"/>ego Rady N<span class="_ _0"/>adzorcz<span class="_ _0"/>ej i<span class="ls1 ws1"> <span class="lsd wsbd">Wi<span class="_ _0"/>ceprzewod<span class="_ _0"/>niczącego Rady Nad<span class="_ _0"/>zorczej <span class="_ _0"/>przez sp<span class="_ _0"/>ółkę Książek<span class="_ _0"/> </span></span></div><div class="t m0 x2 h5 y6eb ff1 fs2 fc0 sc1 ls15 ws21a">Holding Sp. z<span class="_ _1"/><span class="ls1 ws1"> <span class="lsb ws13c">o.o. trwaj<span class="_ _0"/>ą tak<span class="_ _0"/> długo jak<span class="_ _0"/> spółk<span class="_ _0"/>a Książ<span class="_ _0"/>ek Holdi<span class="_ _0"/>ng Sp. z<span class="_ _0"/></span> <span class="lsb ws13c">o.o. jest u<span class="_ _0"/>prawni<span class="_ _0"/>ona do </span></span></div><div class="t m0 x2 h5 y6ec ff1 fs2 fc0 sc1 lsb ws11">wykony<span class="_ _0"/>wania praw<span class="_ _0"/> z<span class="ls1 ws1"> <span class="lsd ws4e">akcj<span class="_ _0"/>i reprezentuj<span class="_ _0"/>ących <span class="_ _0"/>co <span class="lsc wse">najmniej 33,<span class="_ _1"/>34% kapita<span class="_ _1"/>łu za<span class="_ _1"/>kładowe<span class="_ _1"/>go Spó<span class="_ _1"/>łki. <span class="ls1 ws1"> </span></span></span></span></div><div class="t m0 x2 h4 y6ed ff2 fs1 fc7 sc1 ls8e ws142">Ogranic<span class="_ _0"/>zenia odnoś<span class="_ _0"/>nie wykonywania prawa głos<span class="_ _0"/>u<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y6ee ff1 fs2 fc0 sc1 lsb wsc1">Nie wyst<span class="_ _0"/>ępują żad<span class="_ _0"/>ne ograni<span class="_ _0"/>czenia od<span class="_ _0"/>nośnie wyk<span class="_ _0"/>onywani<span class="_ _0"/>a prawa głosu z<span class="_ _0"/><span class="ls1 ws1"> </span>papierów<span class="_ _0"/> wartości<span class="_ _0"/>owych<span class="_ _0"/> </div><div class="t m0 x2 h5 y6ef ff1 fs2 fc0 sc1 lsc wsad">Marv<span class="_ _1"/>ipol Deve<span class="_ _1"/>lopme<span class="_ _1"/>nt S.A. Wszy<span class="_ _1"/>stkie<span class="_ _1"/> akcje Spó<span class="_ _1"/>łki są<span class="_ _1"/> akcja<span class="_ _1"/>mi zwykły<span class="_ _1"/>mi dają<span class="_ _1"/>cymi<span class="_ _1"/> prawo d<span class="_ _1"/>o jedne<span class="_ _1"/>go </div><div class="t m0 x2 h5 y6f0 ff1 fs2 fc0 sc1 lse ws2b">głosu na Walnym Zgrom<span class="_ _0"/>adzeniu.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h4 y6f1 ff2 fs1 fc7 sc1 ls8e ws21b">Ogranic<span class="_ _0"/>zenia dotycz<span class="_ _0"/>ące przenosz<span class="_ _0"/>enia prawa własności<span class="_ _0"/> papierów wartośc<span class="_ _0"/>iowych </div><div class="t m0 x2 h4 y6f2 ff2 fs1 fc7 sc1 lsae ws21c">emitenta<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y6f3 ff1 fs2 fc0 sc1 lsb ws11c">Nie wyst<span class="_ _0"/>ępują ogr<span class="_ _0"/>aniczen<span class="_ _0"/>ia statutow<span class="_ _0"/>e dotycz<span class="_ _0"/>ące prz<span class="_ _0"/>enoszenia p<span class="_ _0"/>rawa w<span class="_ _0"/>łasności<span class="_ _0"/> papierów </div><div class="t m0 x2 h5 y6f4 ff1 fs2 fc0 sc1 lsd ws10">wartościow<span class="_ _0"/>ych Marvi<span class="_ _0"/>pol Devel<span class="_ _0"/>opment S.A<span class="_ _0"/>.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y5f0 ff1 fs2 fc0 sc1 lsd ws10">W Spółce n<span class="_ _0"/>ie występuje sy<span class="_ _0"/>stem kontrol<span class="_ _0"/>i akcji<span class="_ _0"/> pracowni<span class="_ _0"/>czych.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h27 y6f5 ff2 fs4 fc5 sc1 ls47 wsab">Rada <span class="_ _92"> </span><span class="ls75 ws21d">N<span class="_ _1"/>adzorcza<span class="_ _1"/>, K<span class="_ _1"/>omitet Audy<span class="_ _1"/>tu Rady Na<span class="_ _1"/>dzorczej,<span class="_ _1"/> Zarząd<span class="_ _1"/> </span></div><div class="t m0 x2 h27 y6f6 ff2 fs4 fc5 sc1 ls66 ws21e">Spółki<span class="ls1 ws1"> </span></div><div class="t m0 x2 h4 y6f7 ff2 fs1 fc7 sc1 ls8e ws142">Rada Nadz<span class="_ _0"/>orcza <span class="ls1 ws1">– <span class="ls9b ws1e6">skład osobowy<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y6f8 ff1 fs2 fc0 sc1 lsc ws162">Skład o<span class="_ _1"/>sobo<span class="_ _1"/>wy Rady Nadzo<span class="_ _1"/>rczej Sp<span class="_ _1"/>ółki na<span class="_ _1"/> dzień spo<span class="_ _1"/>rządze<span class="_ _1"/>nia nin<span class="_ _1"/>iejsze<span class="_ _1"/>go sprawozda<span class="_ _1"/>nia jest<span class="_ _1"/> </div><div class="t m0 x2 h5 y6f9 ff1 fs2 fc0 sc1 lsb ws1c9">zaprez<span class="_ _0"/>entowany w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsc wsf">rozdziale<span class="_ _1"/> </span></span></div><div class="t m1 x130 he y6fa ff1 fsa fc0 sc0 lsa9 ws21f">Władze Spółki<span class="ls1 ws1"> </span></div><div class="t m0 x84 h5 y6fa ff1 fs2 fc0 sc1 lsb ws1c9">Sprawoz<span class="_ _0"/>dania Za<span class="_ _0"/>rządu z<span class="_ _0"/><span class="ls1 ws1"> </span>działalno<span class="_ _0"/>ści Marv<span class="_ _0"/>ipol<span class="_ _0"/> </div><div class="t m0 x2 h5 y6fb ff1 fs2 fc0 sc1 lsd ws10">Develop<span class="_ _0"/>ment S.A. i<span class="ls1 ws1"> <span class="lsb ws11">G<span class="_ _0"/>rupy Kapi<span class="_ _0"/>tałowej.<span class="_ _0"/></span> </span></div><div class="t m0 x2 h4 y10e ff2 fs1 fc7 sc1 ls8e ws142">Rada Nadz<span class="_ _0"/>orcza <span class="ls1 ws1">– <span class="lsac ws20c">zmia<span class="_ _1"/>ny w<span class="ls1 ws1"> <span class="ls8e ws1e6">składzie</span> </span></span></span></div><div class="t m0 x2 h5 y6fc ff1 fs2 fc0 sc1 ls1 ws1">W <span class="_ _47"/><span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="_ _1"/><span class="lsd ws12">r.<span class="ls1 ws1"> <span class="_ _47"/><span class="lsb wsaf">oraz w<span class="_ _0"/> 2024<span class="ls1 ws1"> <span class="_ _1"/><span class="lsd ws45">r., do dnia sporządz<span class="_ _0"/>enia niniej<span class="_ _0"/>szego sp<span class="_ _0"/>rawozdania<span class="_ _0"/>, <span class="lsc wsbf">nie za<span class="_ _1"/>szły zmian<span class="_ _1"/>y w <span class="wsf">skła<span class="_ _1"/>dzie </span></span></span></span></span></span></span></span></span></div><div class="t m0 x2 h5 y6fd ff1 fs2 fc0 sc1 lsb ws11">Rady Nadz<span class="_ _0"/>orczej<span class="_ _0"/><span class="ls1 ws1"> </span></div><a class="l" href="#pf4"><span class="d m2 gs18"/></a></div><div class="pi"/></div>
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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls86 ws123">49<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h4 ydc ff2 fs1 fc7 sc1 ls8e ws142">Rada Nadz<span class="_ _0"/>orcza <span class="ls1 ws1">– </span>zasady dzi<span class="_ _0"/>ałania<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y558 ff1 fs2 fc0 sc1 lsb ws189">Rada Nadz<span class="_ _0"/>orcza Spół<span class="_ _0"/>ki dzi<span class="_ _0"/>ała na podstaw<span class="_ _0"/>ie Statu<span class="_ _0"/>tu, Regul<span class="_ _0"/>aminu Rady <span class="_ _0"/>Nadzorcz<span class="_ _0"/>ej (oby<span class="_ _0"/>dwa </div><div class="t m0 x2 h5 y559 ff1 fs2 fc0 sc1 lsd ws220">dokument<span class="_ _0"/>y dostępne<span class="_ _0"/> na stronie i<span class="_ _0"/>nternetow<span class="_ _0"/>ej Spółki<span class="_ _0"/> pod adresem </div><div class="t m0 x2 h5 y6fe ff1 fs2 fc0 sc1 lsc wsf">https<span class="_ _1"/>://www.m<span class="_ _1"/>arvipol.<span class="_ _1"/>pl/relacje<span class="_ _1"/>/spolka<span class="_ _1"/>/lad<span class="ls1 ws1">-<span class="lsb wsd">korporac<span class="_ _0"/>yjny/d<span class="_ _0"/>okumenty</span>-<span class="_ _0"/><span class="lsd ws221">korpor<span class="_ _0"/>acyjne) i prz<span class="_ _0"/>episów </span></span></div><div class="t m0 x2 h5 y6ff ff1 fs2 fc0 sc1 lsb ws11">prawa, w<span class="_ _0"/><span class="ls1 ws1"> <span class="ls11 ws15">tym Kod<span class="lse ws2b">eksu spółek<span class="_ _0"/> handlowych.</span></span> </span></div><div class="t m0 x2 h5 y700 ff1 fs2 fc0 sc1 lsc wsbe">Przewo<span class="_ _1"/>dniczący<span class="_ _1"/> Rady Na<span class="_ _1"/>dzorcze<span class="_ _1"/>j zwołuje<span class="_ _1"/> posied<span class="_ _1"/>zenia Rady<span class="_ _1"/> i<span class="ls1 ws1"> <span class="lsb ws4d">przew<span class="_ _0"/>odnicz<span class="_ _0"/>y na nic<span class="_ _0"/>h. Rada Nadzo<span class="_ _0"/>rcza </span></span></div><div class="t m0 x2 h5 y701 ff1 fs2 fc0 sc1 lsc wse">odbywa<span class="_ _1"/> posied<span class="_ _1"/>zenia co<span class="_ _1"/> najm<span class="_ _1"/>niej ra<span class="_ _1"/>z na 4 m<span class="_ _1"/>iesią<span class="_ _1"/>ce, nie<span class="_ _1"/> mniej n<span class="_ _1"/>iż 3<span class="_ _1"/><span class="ls1 ws1"> <span class="lsb ws11">razy w</span> <span class="_ _0"/><span class="lsb ws11">roku. Przewodn<span class="_ _0"/>iczący R<span class="_ _0"/>ady </span></span></div><div class="t m0 x2 h5 y702 ff1 fs2 fc0 sc1 lsb ws159">Nadzorc<span class="_ _0"/>zej ma obow<span class="_ _0"/>iązek<span class="_ _0"/> zwołać w<span class="ls1 ws1"> <span class="_ _0"/><span class="lsd ws4a">terminie dw<span class="_ _0"/>óch tygodni, posi<span class="_ _0"/>e<span class="lsc ws46">dzen<span class="_ _1"/>ie Rady<span class="_ _1"/> Nadzo<span class="_ _1"/>rczej na<span class="_ _1"/> </span></span></span></div><div class="t m0 x2 h5 y703 ff1 fs2 fc0 sc1 lsd ws7c">pisemny w<span class="_ _0"/>niosek Zarz<span class="_ _0"/>ądu.<span class="_ _0"/> Posiedzeni<span class="_ _0"/>e powinn<span class="_ _0"/>o odbyć się w<span class="_ _0"/><span class="ls1 ws1"> <span class="lsc ws127">okre<span class="_ _1"/>sie 1 mie<span class="_ _1"/>siąca o<span class="_ _1"/>d chwili złoże<span class="_ _1"/>nia </span></span></div><div class="t m0 x2 h5 y704 ff1 fs2 fc0 sc1 lsd ws17d">wniosk<span class="_ _0"/>u. W<span class="ls1 ws1"> </span>razie ni<span class="_ _0"/>eobecności<span class="_ _0"/> Przewodni<span class="_ _0"/>czącego z<span class="_ _0"/>astępuje go Wi<span class="_ _0"/>ceprzewod<span class="_ _0"/>niczący. Porz<span class="_ _0"/>ądek </div><div class="t m0 x2 h5 y705 ff1 fs2 fc0 sc1 lsc ws52">obra<span class="_ _1"/>d Rady N<span class="_ _1"/>adzor<span class="_ _1"/>czej nie<span class="_ _1"/> powinien<span class="_ _1"/> być<span class="_ _1"/> zmien<span class="_ _1"/>ia<span class="lse ws128">ny lub uzupełniany w<span class="ls1 ws1"> <span class="lsd ws21">trak<span class="_ _0"/>cie posiedzeni<span class="_ _0"/>a, chyba, że </span></span></span></div><div class="t m0 x2 h5 y706 ff1 fs2 fc0 sc1 lsb ws30">obecni<span class="_ _0"/> są i<span class="ls1 ws1"> <span class="lsc ws33">wyraża<span class="_ _1"/>ją zgodę<span class="_ _1"/> na t<span class="_ _1"/>aką zm<span class="_ _1"/>ianę lu<span class="_ _1"/>b uzupeł<span class="_ _1"/>nienie<span class="_ _1"/> wszysc<span class="_ _1"/>y człon<span class="_ _1"/>kowie R<span class="_ _1"/>ady N<span class="_ _1"/>adzor<span class="_ _1"/>czej, lu<span class="_ _1"/>b </span></span></div><div class="t m0 x2 h5 y707 ff1 fs2 fc0 sc1 lsc wsbf">jest t<span class="_ _1"/>o kon<span class="_ _1"/>ieczne dla u<span class="_ _1"/>chronie<span class="_ _1"/>nia Spó<span class="_ _1"/>łki przed s<span class="_ _1"/>zkodą lu<span class="_ _1"/>b doty<span class="_ _1"/>czy ocen<span class="_ _1"/>y konfliktu <span class="_ _1"/>inte<span class="_ _1"/>resów po<span class="_ _1"/>między </div><div class="t m0 x2 h5 y708 ff1 fs2 fc0 sc1 lse wse">czło<span class="lsc">nkiem Ra<span class="_ _1"/>dy Nad<span class="_ _1"/>zorczej a<span class="ls1 ws1"> <span class="lsb wsd">Spółką.</span> </span></span></div><div class="t m0 x2 h5 y709 ff1 fs2 fc0 sc1 lsb ws159">Rada Nadz<span class="_ _0"/>orcza pod<span class="_ _0"/>ejmuje u<span class="_ _0"/>chwały, je<span class="_ _0"/>żeli na posiedz<span class="_ _0"/>eniu jest ob<span class="_ _0"/>ecna co najmniej<span class="_ _0"/> połowa jej </div><div class="t m0 x2 h5 y70a ff1 fs2 fc0 sc1 lsb ws189">członk<span class="_ _0"/>ów, a<span class="ls1 ws1"> <span class="lsc ws18a">wszyscy je<span class="_ _1"/>j czł<span class="_ _1"/>onko<span class="_ _1"/>wie zost<span class="_ _1"/>ali zapr<span class="_ _1"/>oszen<span class="_ _1"/>i. Zapr<span class="_ _1"/>oszenie<span class="_ _1"/> uznaje s<span class="_ _1"/>ię za<span class="_ _1"/> skute<span class="_ _1"/>cznie </span></span></div><div class="t m0 x2 h5 y70b ff1 fs2 fc0 sc1 lsb ws30">wykonan<span class="_ _0"/>e, jeżel<span class="_ _0"/>i zostało ono d<span class="_ _0"/>oręczone cz<span class="_ _0"/>łonkowi<span class="_ _0"/> Rady Nadzorc<span class="_ _0"/>zej osobi<span class="_ _0"/>ście lub gd<span class="_ _0"/>y zostało nadane<span class="_ _0"/> </div><div class="t m0 x2 h5 y70c ff1 fs2 fc0 sc1 lsc ws75">kurier<span class="_ _1"/>em lub<span class="_ _1"/> pocztą p<span class="_ _1"/>oleco<span class="_ _1"/>ną lu<span class="_ _1"/>b za <span class="_ _1"/>pom<span class="_ _1"/>ocą po<span class="_ _1"/>czty el<span class="_ _1"/>ektr<span class="_ _1"/>oniczn<span class="_ _1"/>ej na a<span class="_ _1"/>dres<span class="_ _1"/> wskazan<span class="_ _1"/>y na piś<span class="_ _1"/>mie <span class="_ _1"/>przez </div><div class="t m0 x2 h5 y70d ff1 fs2 fc0 sc1 lsd ws1a8">członk<span class="_ _0"/>a Rady Nadzorcz<span class="_ _0"/>ej jak<span class="_ _0"/>o adres do korespon<span class="_ _0"/>dencji, c<span class="_ _0"/>o najmniej na 7<span class="_ _0"/> dni przed termi<span class="_ _0"/>nem </div><div class="t m0 x2 h5 y70e ff1 fs2 fc0 sc1 lsd ws2f">posiedz<span class="_ _0"/>enia, z<span class="ls1 ws1"> </span>zastrz<span class="_ _0"/>eżenie<span class="_ _0"/>m zdania n<span class="_ _0"/>astępnego<span class="_ _0"/>. W<span class="ls1 ws1"> <span class="lse ws1d5">sprawach pil<span class="_ _0"/>nych lub nagłych zaproszenie uz<span class="_ _0"/>naje </span></span></div><div class="t m0 x2 h5 y70f ff1 fs2 fc0 sc1 lsc ws3c">się za s<span class="_ _1"/>kute<span class="_ _1"/>cznie wyko<span class="_ _1"/>nane<span class="_ _1"/>, jeże<span class="_ _1"/>li zosta<span class="_ _1"/>ło o<span class="_ _1"/>no dorę<span class="_ _1"/>czone<span class="_ _1"/> osobiś<span class="_ _1"/>cie czło<span class="_ _1"/>nkowi <span class="_ _1"/>Rady N<span class="_ _1"/>adzor<span class="_ _1"/>czej lub </div><div class="t m0 x2 h5 y710 ff1 fs2 fc0 sc1 lsb ws114">gdy z<span class="_ _0"/>ostało nadan<span class="_ _0"/>e kurier<span class="_ _0"/>em lub poc<span class="_ _0"/>ztą polec<span class="_ _0"/>oną lub<span class="_ _0"/> za pomocą poc<span class="_ _0"/>zty ele<span class="_ _0"/>ktronicz<span class="_ _0"/>nej na adr<span class="_ _0"/>es </div><div class="t m0 x2 h5 y711 ff1 fs2 fc0 sc1 lsb ws34">wskaz<span class="_ _0"/>any n<span class="lsc ws127">a piśmie<span class="_ _1"/> przez czł<span class="_ _1"/>onka<span class="_ _1"/> Rady N<span class="_ _1"/>adzor<span class="_ _1"/>czej jako<span class="_ _1"/> adres<span class="_ _1"/> do kor<span class="_ _1"/>espo<span class="_ _1"/>ndencji, co<span class="_ _1"/> najmn<span class="_ _1"/>iej na<span class="_ _1"/> <span class="_ _dd"/><span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y712 ff1 fs2 fc0 sc1 lsd ws1f1">48 godzi<span class="_ _0"/>n przed terminem p<span class="_ _0"/>osiedzenia. Rad<span class="_ _0"/>a Nadzorcz<span class="_ _0"/>a podejmuj<span class="_ _0"/>e uchwały bez<span class="_ _0"/>względ<span class="_ _0"/>ną </div><div class="t m0 x2 h5 y713 ff1 fs2 fc0 sc1 lsb ws7b">więk<span class="_ _0"/>szością g<span class="_ _0"/>łosów oddanyc<span class="_ _0"/>h, za wyj<span class="_ _0"/>ątkiem uchw<span class="_ _0"/>ał Rady Nadzorc<span class="_ _0"/>zej w<span class="ls1 ws1"> <span class="lsd ws7a">sprawi<span class="_ _0"/>e zawiesz<span class="_ _0"/>ania, </span></span></div><div class="t m0 x2 h5 y714 ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lsb ws112">waż<span class="_ _0"/>nych pow<span class="_ _0"/>odów, w</span> <span class="lsc ws17b">czynnoś<span class="_ _1"/>ciach poszcze<span class="_ _1"/>gólny<span class="_ _1"/>ch lub wszy<span class="_ _1"/>stkich czł<span class="_ _1"/>onkó<span class="_ _1"/>w Zarząd<span class="_ _1"/>u oraz </span></div><div class="t m0 x2 h5 y715 ff1 fs2 fc0 sc1 lsb wsff">deleg<span class="_ _0"/>owania cz<span class="_ _0"/>łonków R<span class="_ _0"/>ady Nad<span class="_ _0"/>zorczej d<span class="_ _0"/>o czasow<span class="_ _0"/>ego w<span class="_ _0"/>ykonywani<span class="_ _0"/>a czynn<span class="_ _0"/>ości c<span class="_ _0"/>złonków<span class="_ _0"/> Zarządu, </div><div class="t m0 x2 h5 y716 ff1 fs2 fc0 sc1 lsc ws127">dla podję<span class="_ _1"/>cia któ<span class="_ _1"/>rych ko<span class="_ _1"/>nieczne je<span class="_ _1"/>st o<span class="_ _1"/>ddanie gło<span class="_ _1"/>sów za uch<span class="_ _1"/>wałą pr<span class="_ _1"/>zez wszys<span class="_ _1"/>tkich C<span class="lsb ws34">złonków Rady<span class="_ _0"/> </span></div><div class="t m0 x2 h5 y717 ff1 fs2 fc0 sc1 lsb ws11c">Nadzorc<span class="_ _0"/>zej. Uch<span class="_ _0"/>wały w<span class="ls1 ws1"> <span class="lsd ws11a">sp<span class="_ _0"/>rawie wyb<span class="_ _0"/>oru biegłego rew<span class="_ _0"/>identa dla p<span class="_ _0"/>rzeprowadz<span class="_ _0"/>enia badani<span class="_ _0"/>a </span></span></div><div class="t m0 x2 h5 y718 ff1 fs2 fc0 sc1 lsb ws4c">sprawoz<span class="_ _0"/>dania fi<span class="_ _0"/>nansoweg<span class="_ _0"/>o Spółk<span class="_ _0"/>i, wymag<span class="_ _0"/>ają dla sw<span class="_ _0"/>ojej ważnośc<span class="_ _0"/>i oddani<span class="_ _0"/>a głosu za pod<span class="_ _0"/>jęciem tak<span class="_ _0"/>iej </div><div class="t m0 x2 h5 y719 ff1 fs2 fc0 sc1 lse ws40">uchwały przez c<span class="_ _0"/>o na<span class="_ _1"/>jmniej jed<span class="_ _0"/>nego niezależnego członka Rady Nad<span class="lsd ws3f">zorc<span class="_ _0"/>zej, o<span class="ls1 ws1"> <span class="lsc ws19d">ile któr<span class="_ _1"/>ykolwie<span class="_ _1"/>k </span></span></span></div><div class="t m0 x2 h5 y71a ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lse ws222">członków<span class="_ _0"/> niezależnych jest obecny na danym po<span class="_ _0"/>siedzeniu Rady Nadzorcz<span class="_ _0"/>ej. Członkowi<span class="_ _0"/>e Rady </span></div><div class="t m0 x2 h5 y71b ff1 fs2 fc0 sc1 lsb ws14">Nadzorc<span class="_ _0"/>zej mogą b<span class="_ _0"/>rać udział w<span class="_ _0"/><span class="ls1 ws1"> </span>podejm<span class="_ _0"/>owaniu uch<span class="_ _0"/>wał Rady Nadz<span class="_ _0"/>orczej, od<span class="_ _0"/>dając swój<span class="_ _0"/> głos na piśmi<span class="_ _0"/>e </div><div class="t m0 x2 h5 y71c ff1 fs2 fc0 sc1 lsb ws114">za pośred<span class="_ _0"/>nictwem i<span class="_ _0"/>nnego c<span class="_ _0"/>złonka Rad<span class="_ _0"/>y Nadzor<span class="lsc ws9d">czej. Oddanie<span class="_ _1"/> głos<span class="_ _1"/>u na piś<span class="_ _1"/>mie<span class="_ _1"/> nie mo<span class="_ _1"/>że dot<span class="_ _1"/>yczyć<span class="_ _1"/> </span></div><div class="t m0 x2 h5 y71d ff1 fs2 fc0 sc1 lsb ws7b">spraw w<span class="_ _0"/>prowadz<span class="_ _0"/>onych do porz<span class="_ _0"/>ądku obrad<span class="_ _0"/> na posiedz<span class="_ _0"/>eniu Rady N<span class="_ _0"/>adzorc<span class="_ _0"/>zej. z<span class="_ _0"/><span class="ls1 ws1"> <span class="lsd ws12">zastrzeż<span class="_ _0"/>eniem </span></span></div><div class="t m0 x2 h5 y71e ff1 fs2 fc0 sc1 lsd ws2f">przepi<span class="_ _0"/>sów prawa, dop<span class="_ _0"/>uszczalne jest p<span class="_ _0"/>odejmowani<span class="_ _0"/>e uchwał prz<span class="_ _0"/>ez Radę Nadzorczą w<span class="ls1 ws1"> </span>tryb<span class="_ _0"/>ie pisemnym<span class="_ _0"/> </div><div class="t m0 x2 h5 y71f ff1 fs2 fc0 sc1 lsc ws29">lub przy wy<span class="_ _1"/>korzy<span class="_ _1"/>stan<span class="_ _1"/>iu środk<span class="lsd ws106">ów bezpośredni<span class="_ _0"/>ego porozu<span class="_ _0"/>miewani<span class="_ _0"/>a się na odleg<span class="_ _0"/>łość. Uchwał<span class="_ _0"/>a jest </span></div><div class="t m0 x2 h5 y720 ff1 fs2 fc0 sc1 lsc ws12c">ważna,<span class="_ _1"/> gdy wszy<span class="_ _1"/>scy c<span class="_ _1"/>złonko<span class="_ _1"/>wie Rady<span class="_ _1"/> Nadzo<span class="_ _1"/>rczej <span class="_ _1"/>zost<span class="_ _1"/>ali powia<span class="_ _1"/>domien<span class="_ _1"/>i o<span class="ls1 ws1"> <span class="lsd ws149">treści p<span class="_ _0"/>rojektu uchw<span class="_ _0"/>ały </span></span></div><div class="t m0 x2 h5 y721 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsb ws11">praw<span class="_ _0"/>idłowy<span class="_ _0"/> sposób.</span> </div><div class="t m0 x2 h4 y17f ff2 fs1 fc7 sc1 ls8d ws136">Komitet Audytu Rady Nadzorczej <span class="ls1 ws1">– <span class="ls8e ws223">zasady działani<span class="_ _0"/>a</span> </span></div><div class="t m0 x2 h5 y722 ff1 fs2 fc0 sc1 lse ws222">Komitet Audytu pe<span class="_ _0"/>łni funkcj<span class="_ _0"/>e konsultacyjno<span class="ls1 ws1">-<span class="lsd ws5c">dorad<span class="_ _0"/>cze i<span class="_ _0"/> audytu dla Rady<span class="_ _0"/> Nadz<span class="_ _0"/>orczej, w z<span class="_ _0"/>akresie </span></span></div><div class="t m0 x2 h5 y723 ff1 fs2 fc0 sc1 lsb ws37">prawi<span class="_ _0"/>dłowego stos<span class="_ _0"/>owania p<span class="_ _0"/>rzez Sp<span class="_ _0"/>ółkę zasad spraw<span class="_ _0"/>ozdawcz<span class="_ _0"/>ości finan<span class="_ _0"/>sowej, wew<span class="_ _0"/>nętrznej k<span class="_ _0"/>ontroli </div><div class="t m0 x2 h5 y724 ff1 fs2 fc0 sc1 lsc wse">Spółki o<span class="_ _1"/>raz wsp<span class="_ _1"/>ółpra<span class="_ _1"/>cy z biegł<span class="_ _1"/>ymi re<span class="_ _1"/>widentam<span class="_ _1"/>i.<span class="ls1 ws1"> </span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf32" style="content-visibility: auto;"><div class="pc pc32 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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IDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AICn/ToWAAAAABjkbz2KfWURAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAID1AQAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAID1AQAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAID1AQAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAAWB8AAID1AQAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAA1gcAAID1AQAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAA1gcAAID1AQAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAA1gcAAID1AQAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAA1gcAAID1AQAAYH0AAABYHwAAANYHAACA9QEAAGB9AAAA1gcAAID1AQAAYH0AAABYHwAAANYHAACA9QEAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAANYHAACA9QEAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAANYHAACA9QEAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAANYHAACA9QEAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAANYHAACA9QEAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAANYHAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAANYHAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAANYHAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAANYHAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAANYHAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAABYHwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAYH0AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAID1AQAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAAAA1gcAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAAFgfAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAANYHAACA9QEAAGB9AAAAWB8AAADWBwAAgPUBAABgfQAAANYHAACA9QEAAGB9AAAAWB8AAACXAP3OHyP11H5SAAAAAElFTkSuQmCC"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls22 ws224">50<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 lse ws193">Komitet Audytu składa si<span class="_ _0"/>ę z trzech członków. Większość członk<span class="_ _0"/>ów Komitetu Audytu, w tym </div><div class="t m0 x2 h5 y34 ff1 fs2 fc0 sc1 lsd ws149">Przewod<span class="_ _0"/>niczący, j<span class="_ _0"/>est niezależ<span class="_ _0"/>na od Spółki<span class="_ _0"/> zgodnie z art. 129 ust. 3 ustaw<span class="_ _0"/>y z dnia 11 maja 201<span class="_ _0"/>7 r. <span class="_ _e1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y1ae ff1 fs2 fc0 sc1 lsd ws74">o biegłyc<span class="_ _0"/>h rewidentac<span class="_ _0"/>h, firmach aud<span class="_ _0"/>ytorskic<span class="_ _0"/>h oraz nadz<span class="_ _0"/>orze publi<span class="_ _0"/>cznym (Ustawa)<span class="_ _0"/>. Przynajmni<span class="_ _0"/>ej jeden </div><div class="t m0 x2 h5 y1af ff1 fs2 fc0 sc1 lsc ws14a">człone<span class="_ _1"/>k Komit<span class="_ _1"/>etu Audyt<span class="_ _1"/>u posiada<span class="_ _1"/> wiedzę i um<span class="_ _1"/>iejęt<span class="_ _1"/>ności w za<span class="_ _1"/>kres<span class="_ _1"/>ie rachu<span class="_ _1"/>nkowości lub b<span class="_ _1"/>adania<span class="_ _1"/> </div><div class="t m0 x2 h5 y417 ff1 fs2 fc0 sc1 lsb ws78">sprawoz<span class="_ _0"/>dań fin<span class="_ _0"/>ansowych<span class="_ _0"/>. Ponadt<span class="_ _0"/>o członk<span class="_ _0"/>owie Ko<span class="_ _0"/>mitetu Au<span class="_ _0"/>dytu posi<span class="_ _0"/>adają wi<span class="_ _0"/>edzę i<span class="_ _0"/> umiejętn<span class="_ _0"/>ości <span class="_ _78"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y418 ff1 fs2 fc0 sc1 lsc ws42">z zakre<span class="_ _1"/>su bra<span class="_ _1"/>nży, w kt<span class="_ _1"/>óre<span class="_ _1"/>j działa S<span class="_ _1"/>półka,<span class="_ _1"/> o <span class="lsd wsa2">których mow<span class="_ _0"/>a w art. 129 ust. 5 z<span class="_ _0"/>d. 1 Ustawy. Warunek ten<span class="_ _0"/> </span></div><div class="t m0 x2 h5 y419 ff1 fs2 fc0 sc1 lsc ws9f">uznaje<span class="_ _1"/> się za<span class="_ _1"/> spełn<span class="_ _1"/>iony, je<span class="_ _1"/>żeli przyn<span class="_ _1"/>ajmnie<span class="_ _1"/>j jeden<span class="_ _1"/> człone<span class="_ _1"/>k Komit<span class="_ _1"/>etu Audy<span class="_ _1"/>tu posia<span class="_ _1"/>da ta<span class="_ _1"/>ką wiedzę<span class="_ _1"/> <span class="_ _78"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y69f ff1 fs2 fc0 sc1 lsc wse">i umieję<span class="_ _1"/>tnoś<span class="_ _1"/>ci lub pos<span class="_ _1"/>iadają<span class="_ _1"/> ją pos<span class="_ _1"/>zczególn<span class="_ _1"/>i członko<span class="_ _1"/>wie w o<span class="_ _1"/>kreślo<span class="_ _1"/>nych<span class="_ _1"/> zakresa<span class="_ _1"/>ch.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y41b ff1 fs2 fc0 sc1 lsc wse">Do zada<span class="_ _1"/>ń Komit<span class="_ _1"/>etu A<span class="_ _1"/>udytu nale<span class="_ _1"/>ży w szc<span class="_ _1"/>zególn<span class="_ _1"/>ości:<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y3b ff1 fs2 fc0 sc1 ls28 ws4e">1)<span class="ff3 ls1 ws1"> <span class="_ _44"> </span></span><span class="lsb wsd">mon<span class="_ _0"/>itorowa<span class="_ _0"/>nie:<span class="_ _0"/><span class="ls1 ws1"> </span></span></div><div class="t m0 x30 h5 y725 ff1 fs2 fc0 sc1 lsb wsd">a)<span class="ff3 ls1 ws1"> <span class="_ _93"> </span></span><span class="ws11">procesu spraw<span class="_ _0"/>ozdawc<span class="_ _0"/>zości<span class="_ _0"/> finansowej<span class="_ _0"/>,<span class="ls1 ws1"> </span></span></div><div class="t m0 x30 h5 y726 ff1 fs2 fc0 sc1 ls15 wsb5">b)<span class="ff3 ls1 ws1"> <span class="_ _92"> </span></span><span class="lsd wse9">skuteczności<span class="_ _0"/> systemów<span class="_ _0"/> kontroli wewn<span class="_ _0"/>ętrznej i systemów<span class="_ _0"/> zarządzani<span class="_ _0"/>a ryzykiem oraz aud<span class="_ _0"/>ytu </span></div><div class="t m0 x5 h5 y727 ff1 fs2 fc0 sc1 lsd ws10">wewnętrz<span class="_ _0"/>nego, w tym<span class="_ _0"/> w zakresie spr<span class="_ _0"/>awozdawc<span class="_ _0"/>zości fi<span class="_ _0"/>nansowej,<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y728 ff1 fs2 fc0 sc1 ls28 ws4e">c)<span class="ff3 ls1 ws1"> <span class="_ _e2"> </span></span><span class="lsc ws29">wykony<span class="_ _1"/>wania czy<span class="_ _1"/>nności re<span class="_ _1"/>wizji finan<span class="_ _1"/>sowej,<span class="_ _1"/> w szczegó<span class="_ _1"/>lności p<span class="_ _1"/>rzepro<span class="_ _1"/>wadzania prze<span class="_ _1"/>z firmę </span></div><div class="t m0 x5 h5 y729 ff1 fs2 fc0 sc1 lsc ws225">audyto<span class="_ _1"/>rską b<span class="_ _1"/>adania,<span class="_ _1"/> z uwzględnie<span class="_ _1"/>niem ws<span class="_ _1"/>zelkich<span class="_ _1"/> wnioskó<span class="_ _1"/>w i us<span class="_ _1"/>taleń<span class="_ _1"/> Komisji Na<span class="_ _1"/>dzoru<span class="_ _1"/> </div><div class="t m0 x5 h5 y72a ff1 fs2 fc0 sc1 lsc wse">Audyt<span class="_ _1"/>owego wyn<span class="_ _1"/>ikającyc<span class="_ _1"/>h z ko<span class="_ _1"/>ntro<span class="_ _1"/>li przepr<span class="_ _1"/>owadzone<span class="_ _1"/>j w firmie<span class="_ _1"/> audy<span class="_ _1"/>torskie<span class="_ _1"/>j;<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y6c7 ff1 fs2 fc0 sc1 ls10 ws14">2)<span class="ff3 ls1 ws1"> <span class="_ _46"> </span></span><span class="lsc ws1cc">kontrolowan<span class="_ _1"/>ie i mon<span class="_ _1"/>itorowa<span class="_ _1"/>nie nie<span class="_ _1"/>zależn<span class="_ _1"/>ości bieg<span class="_ _1"/>łego r<span class="_ _1"/>ewiden<span class="_ _1"/>ta i firm<span class="_ _1"/>y audy<span class="_ _1"/>torskie<span class="_ _1"/>j, <span class="_ _e3"/><span class="ls1 ws1"> </span></span></div><div class="t m0 x30 h5 y6c8 ff1 fs2 fc0 sc1 lsc wse4">w szczegó<span class="_ _1"/>lności w pr<span class="_ _1"/>zypadku<span class="_ _1"/>, gdy na<span class="_ _1"/> rzecz Sp<span class="_ _1"/>ółki świadczo<span class="_ _1"/>ne są<span class="_ _1"/> przez fir<span class="_ _1"/>mę audy<span class="_ _1"/>torską<span class="_ _1"/> inne </div><div class="t m0 x30 h5 y6c9 ff1 fs2 fc0 sc1 lse ws2b">usługi niż b<span class="_ _0"/>adanie;<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y72b ff1 fs2 fc0 sc1 ls1 ws1">3)<span class="ff3"> <span class="_ _46"> </span></span><span class="lsb wsb2">inf<span class="_ _0"/>ormowanie R<span class="_ _0"/>ady Nadzo<span class="_ _0"/>rczej o w<span class="_ _0"/>ynikach bad<span class="_ _0"/>ania oraz wyjaśn<span class="_ _0"/>ianie, w<span class="_ _0"/> jaki sposób b<span class="_ _0"/>adanie to </span></div><div class="t m0 x30 h5 y72c ff1 fs2 fc0 sc1 lsb ws72">przyc<span class="_ _0"/>zyniło się d<span class="_ _0"/>o rzetelnośc<span class="_ _0"/>i sprawoz<span class="_ _0"/>dawcz<span class="_ _0"/>ości finansow<span class="_ _0"/>ej w Sp<span class="_ _0"/>ółce, a także jak<span class="_ _0"/>a była rola </div><div class="t m0 x30 h5 y72d ff1 fs2 fc0 sc1 lsd ws10">Komitet<span class="_ _0"/>u w procesie b<span class="_ _0"/>adania;<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y72e ff1 fs2 fc0 sc1 ls11 ws1d">4)<span class="ff3 ls1 ws1"> <span class="_ _92"> </span></span><span class="lsd ws45">dokonywani<span class="_ _0"/>e oceny niez<span class="_ _0"/>ależ<span class="_ _0"/>ności bi<span class="_ _0"/>egłego rewid<span class="_ _0"/>enta oraz wyraż<span class="_ _0"/>anie zg<span class="_ _0"/>ody na świ<span class="_ _0"/>adczenie p<span class="_ _0"/>rzez </span></div><div class="t m0 x30 h5 y72f ff1 fs2 fc0 sc1 lse ws2b">niego dozwol<span class="_ _0"/>onych usług niebędących b<span class="_ _0"/>adaniem w Spółce;<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y730 ff1 fs2 fc0 sc1 ls10 ws14">5)<span class="ff3 ls1 ws1"> <span class="_ _46"> </span></span><span class="lsb ws11">oprac<span class="_ _0"/>owywani<span class="_ _0"/>e poli<span class="_ _0"/>tyki wyboru f<span class="_ _0"/>irmy audyt<span class="_ _0"/>orskiej<span class="_ _0"/> do przeprow<span class="_ _0"/>adzani<span class="_ _0"/>a badani<span class="_ _0"/>a;<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y731 ff1 fs2 fc0 sc1 ls2a ws62">6)<span class="ff3 ls1 ws1"> <span class="_ _92"> </span></span><span class="lsb ws114">opracowy<span class="_ _0"/>wanie p<span class="_ _0"/>olityki<span class="_ _0"/> świadcz<span class="_ _0"/>enia przez<span class="_ _0"/> firmę audytor<span class="_ _0"/>ską przep<span class="_ _0"/>rowadzaj<span class="_ _0"/>ącą bad<span class="_ _0"/>anie, przez<span class="_ _0"/> </span></div><div class="t m0 x30 h5 y732 ff1 fs2 fc0 sc1 lsc ws148">podmio<span class="_ _1"/>ty powią<span class="_ _1"/>zane<span class="_ _1"/> z tą firmą a<span class="_ _1"/>udyt<span class="_ _1"/>orską or<span class="_ _1"/>az przez czło<span class="_ _1"/>nka sie<span class="_ _1"/>ci fir<span class="_ _1"/>my a<span class="_ _1"/>udytor<span class="_ _1"/>skiej </div><div class="t m0 x30 h5 y733 ff1 fs2 fc0 sc1 lse ws2b">dozwolonych usług ni<span class="_ _0"/>ebędących bad<span class="_ _0"/>aniem;<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y734 ff1 fs2 fc0 sc1 lsc wsf">7)<span class="ff3 ls1 ws1"> <span class="_ _46"> </span></span><span class="lsd ws10">ok<span class="_ _0"/>reślanie p<span class="_ _0"/>rocedury w<span class="_ _0"/>yboru firmy aud<span class="_ _0"/>ytorskiej<span class="_ _0"/> przez Spółk<span class="_ _0"/>ę;<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y735 ff1 fs2 fc0 sc1 lse wse">8)<span class="ff3 ls1 ws1"> <span class="_ _46"> </span></span><span class="lsc wsad">przedst<span class="_ _1"/>awianie<span class="_ _1"/> Radzie<span class="_ _1"/> Nadzo<span class="_ _1"/>rczej r<span class="_ _1"/>ekome<span class="_ _1"/>ndacji doty<span class="_ _1"/>czącej p<span class="_ _1"/>owoła<span class="_ _1"/>nia bie<span class="_ _1"/>głych <span class="_ _1"/>rewide<span class="_ _1"/>ntów lu<span class="_ _1"/>b </span></div><div class="t m0 x30 h5 y736 ff1 fs2 fc0 sc1 lsc ws12c">firmy a<span class="_ _1"/>udytor<span class="_ _1"/>skiej zgo<span class="_ _1"/>dnie z <span class="_ _1"/>polityką<span class="_ _1"/> wybor<span class="_ _1"/>u firmy<span class="_ _1"/> aud<span class="_ _1"/>ytors<span class="_ _1"/>kiej do pr<span class="_ _1"/>zeprowa<span class="_ _1"/>dzania<span class="_ _1"/> badan<span class="_ _1"/>ia <span class="_ _e4"/><span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y737 ff1 fs2 fc0 sc1 lsc ws19d">i polityką<span class="_ _1"/> świadcze<span class="_ _1"/>nia pr<span class="_ _1"/>zez firmę<span class="_ _1"/> audyto<span class="_ _1"/>rską<span class="_ _1"/> przeprowa<span class="_ _1"/>dzającą<span class="_ _1"/> badanie, przez p<span class="_ _1"/>odmiot<span class="_ _1"/>y </div><div class="t m0 x30 h5 y738 ff1 fs2 fc0 sc1 lsc wsad">powiąza<span class="_ _1"/>ne z tą<span class="_ _1"/> firmą au<span class="_ _1"/>dytors<span class="_ _1"/>ką oraz prze<span class="_ _1"/>z członka<span class="_ _1"/> sieci firmy<span class="_ _1"/> audyto<span class="_ _1"/>rskiej dozwo<span class="_ _1"/>lonych<span class="_ _1"/> usłu<span class="_ _1"/>g </div><div class="t m0 x30 h5 y739 ff1 fs2 fc0 sc1 ls15 ws1d">niebędą<span class="_ _1"/>cych bada<span class="_ _1"/>niem;<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y73a ff1 fs2 fc0 sc1 ls2a ws62">9)<span class="ff3 ls1 ws1"> <span class="_ _92"> </span></span><span class="lsd ws14b">przedk<span class="_ _0"/>ładanie zalec<span class="_ _0"/>eń mających na c<span class="_ _0"/>elu zapewnieni<span class="_ _0"/>e rzetelności<span class="_ _0"/> procesu spraw<span class="_ _0"/>ozdawc<span class="_ _0"/>zości </span></div><div class="t m0 x30 h5 y73b ff1 fs2 fc0 sc1 lsb ws11">finan<span class="_ _0"/>sowej w S<span class="_ _0"/>półce.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y73c ff1 fs2 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h5 y73d ff1 fs2 fc0 sc1 ls1 ws1"> </div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf33" style="content-visibility: auto;"><div class="pc pc33 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x7d h4 y5 ff2 fs1 fc1 sc2 ls22 ws224">51<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h4 ydc ff2 fs1 fc7 sc1 ls8d ws136">Komitet Audytu Rady Nadzorczej <span class="ls1 ws1">– <span class="ls9b ws1e6">skł<span class="_ _1"/>ad osobowy<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y558 ff1 fs2 fc0 sc1 lsb ws11">Na dzi<span class="_ _0"/>eń sporządz<span class="_ _0"/>enia nini<span class="_ _0"/>ejszego sp<span class="_ _0"/>rawozdani<span class="_ _0"/>a w skład<span class="_ _0"/> Komitetu A<span class="_ _0"/>udytu <span class="wsd">wch<span class="_ _0"/>odzą:<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y73e ff1 fs2 fc0 sc1 lsc wse">Darius<span class="_ _1"/>z Daniluk<span class="ls1 ws1"> <span class="_ _dd"/> <span class="_ _8c"> </span> <span class="_ _8f"> </span> <span class="_ _8f"> </span><span class="ls11 ws15">Przewodni<span class="_ _0"/>czący Komitet<span class="_ _0"/>u Audytu</span> </span></div><div class="t m0 x2 h5 y73f ff1 fs2 fc0 sc1 lsd ws10">Aleksand<span class="_ _0"/>er Chłopec<span class="_ _0"/>ki<span class="ls1 ws1"> <span class="_ _46"> </span> <span class="_ _8f"> </span> <span class="_ _8c"> </span><span class="lse ws2b">Cz<span class="_ _0"/>łonek Komitetu Audytu </span> </span></div><div class="t m0 x2 h5 y740 ff1 fs2 fc0 sc1 lsd ws10">Krzysztof<span class="_ _0"/> Brejdak<span class="_ _0"/><span class="ls1 ws1"> <span class="_ _aa"> </span> <span class="_ _8f"> </span> <span class="_ _8c"> </span><span class="lse ws2b">Członek Komi<span class="_ _0"/>tetu Audytu</span> </span></div><div class="t m0 x2 h5 y741 ff1 fs2 fc0 sc1 lsc wsbf">W nas<span class="_ _1"/>tępst<span class="_ _1"/>wie zmia<span class="_ _1"/>n w skł<span class="_ _1"/>adzie<span class="_ _1"/> Rady<span class="_ _1"/> Nadzor<span class="_ _1"/>czej Spó<span class="_ _1"/>łki do<span class="_ _1"/>szło do<span class="_ _1"/> uko<span class="_ _1"/>nsty<span class="_ _1"/>tuowania K<span class="_ _1"/>omite<span class="_ _1"/>tu Au<span class="_ _1"/>dytu </div><div class="t m0 x2 h5 y742 ff1 fs2 fc0 sc1 ls1 ws1">z <span class="ls11 ws15">takim samym sk<span class="_ _0"/>ładem osobow<span class="_ _0"/>ym.</span> </div><div class="t m0 x2 h5 y743 ff1 fs2 fc0 sc1 lsc wsad">Człon<span class="_ _1"/>kami Komit<span class="_ _1"/>etu Au<span class="_ _1"/>dytu, któ<span class="_ _1"/>rzy s<span class="_ _1"/>pełniali w <span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="_ _0"/></span></span>r.<span class="_ _1"/> i spełn<span class="_ _1"/>iają na dzie<span class="_ _1"/>ń sporzą<span class="_ _1"/>dzenia<span class="_ _1"/> niniejs<span class="_ _1"/>zego </div><div class="t m0 x2 h5 y744 ff1 fs2 fc0 sc1 lsd ws10">sprawozd<span class="_ _0"/>ania kryteri<span class="_ _0"/>a niezal<span class="_ _0"/>eżności ok<span class="_ _0"/>reślone w art. 1<span class="_ _0"/>29 ust. 3 U<span class="_ _0"/>stawy o biegły<span class="_ _0"/>ch rewidentac<span class="_ _0"/>h, są:<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y745 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc wse">Darius<span class="_ _1"/>z Daniluk<span class="ls1 ws1"> <span class="_ _e4"/> </span></span></span></div><div class="t m0 x30 h5 y746 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsd ws10">Krzysztof<span class="_ _0"/> Brejdak<span class="_ _0"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y747 ff1 fs2 fc0 sc1 lsc ws52">Człon<span class="_ _1"/>kami Ko<span class="_ _1"/>mitetu<span class="_ _1"/> Audytu,<span class="_ _1"/> na dz<span class="_ _1"/>ień spo<span class="_ _1"/>rządze<span class="_ _1"/>nia ni<span class="_ _1"/>niejs<span class="_ _1"/>zego s<span class="_ _1"/>prawozd<span class="_ _1"/>ania,<span class="_ _1"/> posia<span class="_ _1"/>dającymi wie<span class="_ _1"/>dzę </div><div class="t m0 x2 h5 y748 ff1 fs2 fc0 sc1 lsb ws11">i umiej<span class="_ _0"/>ętności w<span class="_ _0"/> zakresie ra<span class="_ _0"/>chunkow<span class="_ _0"/>ości lu<span class="_ _0"/>b badania sp<span class="_ _0"/>rawozdań<span class="_ _0"/> finansow<span class="_ _0"/>ych, są:<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y749 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc wse">Darius<span class="_ _1"/>z Daniluk<span class="ls1 ws1"> <span class="_ _e4"/> </span></span></span></div><div class="t m0 x30 h5 y74a ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsd ws10">Krzysztof<span class="_ _0"/> Brejdak<span class="_ _0"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y74b ff1 fs2 fc0 sc1 lsb ws30">Kwal<span class="_ _0"/>ifikacj<span class="_ _0"/>e w zakresie rac<span class="_ _0"/>hunkow<span class="_ _0"/>ości lu<span class="_ _0"/>b badani<span class="_ _0"/>a sprawozd<span class="_ _0"/>ań finansow<span class="_ _0"/>ych Pan<span class="_ _0"/>a Dariusz<span class="_ _0"/> Danilu<span class="_ _0"/>ka są </div><div class="t m0 x2 h5 y74c ff1 fs2 fc0 sc1 lsc ws19f">związane<span class="_ _1"/> z doty<span class="_ _1"/>chczaso<span class="_ _1"/>wą kar<span class="_ _1"/>ierą<span class="_ _1"/> zawodową,<span class="_ _1"/> w tym z wie<span class="_ _1"/>loletn<span class="_ _1"/>im peł<span class="_ _1"/>nienie<span class="_ _1"/>m przez n<span class="_ _1"/>iego fun<span class="_ _1"/>kcji </div><div class="t m0 x2 h5 y74d ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsb wsa3">zarz<span class="_ _0"/>ądach spółek<span class="_ _0"/> (m.in.<span class="_ _0"/> w latac<span class="_ _0"/>h 2011</span>-<span class="_ _0"/><span class="lsd ws14b">2013: Prezes Za<span class="_ _0"/>rządu Bank<span class="_ _0"/>u Gospo<span class="_ _0"/>darstwa Kraj<span class="_ _0"/>owego;<span class="_ _0"/> </span></div><div class="t m0 x2 h5 y74e ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsb ws78">latac<span class="_ _0"/>h 2014 </span>–<span class="_ _0"/> <span class="_ _14"> </span><span class="lsd ws2e">2<span class="_ _0"/>018: Wiceprez<span class="_ _0"/>es, a nast<span class="_ _0"/>ępnie Pr<span class="_ _0"/>ezes Zarząd<span class="_ _0"/>u Banku O<span class="_ _0"/>chron<span class="_ _0"/>y Środowi<span class="_ _0"/>ska S.A.; </span></div><div class="t m0 x2 h5 y74f ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsb ws12a">latac<span class="_ _0"/>h 2018</span>-<span class="_ _0"/><span class="lsd ws149">2020: Członek, a nast<span class="_ _0"/>ępnie Preze<span class="_ _0"/>s Zarząd<span class="_ _0"/>u Idea Money S<span class="_ _0"/>.A.), pracą w i<span class="_ _0"/>nstytucjach<span class="_ _0"/> </span></div><div class="t m0 x2 h5 y750 ff1 fs2 fc0 sc1 lse ws226">public<span class="_ _0"/>znych m.in. w latach<span class="_ _0"/> 2008 <span class="ls1 ws1">- <span class="_ _45"> </span><span class="ls28 ws227">2011 Pod<span class="lsd ws140">sekretarz<span class="_ _0"/> Stanu w<span class="_ _0"/> Ministers<span class="_ _0"/>twie <span class="lsb ws13e">Fi<span class="_ _0"/>nansów oraz<span class="_ _0"/> Główn<span class="_ _0"/>y </span></span></span></span></div><div class="t m0 x2 h5 y751 ff1 fs2 fc0 sc1 lsc ws75">Rzecznik <span class="_ _1"/>Dyscy<span class="_ _1"/>pliny Fin<span class="_ _1"/>ansó<span class="_ _1"/>w Public<span class="_ _1"/>znych,<span class="_ _1"/> a także<span class="_ _1"/> Pr<span class="_ _1"/>zewodnic<span class="_ _1"/>zący Ra<span class="_ _1"/>dy Info<span class="_ _1"/>rmat<span class="_ _1"/>yzacji R<span class="_ _1"/>esor<span class="_ _1"/>tu ora<span class="_ _1"/>z </div><div class="t m0 x2 h5 y752 ff1 fs2 fc0 sc1 ls11 ws228">Komitetu Aud<span class="_ _0"/>ytu; w latach 20<span class="_ _0"/>02 <span class="ls1 ws1">- <span class="_ _92"> </span><span class="lsd ws80">2008 Dyrek<span class="_ _0"/>tor Departamen<span class="_ _0"/>tu Audytu W<span class="_ _0"/>ewnętrzn<span class="_ _0"/>ego </span></span></div><div class="t m0 x2 h5 y753 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsd ws125">Narodow<span class="_ _0"/>ym Banku Po<span class="_ _0"/>lskim, a tak<span class="_ _0"/>że Członek<span class="_ _0"/> Komitetu <span class="_ _0"/>Audytorów<span class="_ _0"/> Wewnętrz<span class="_ _0"/>nych (<span class="_ _0"/>IAC) </span></div><div class="t m0 x2 h5 y754 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsc ws33">Europe<span class="_ _1"/>jskim Ba<span class="_ _1"/>nku Ce<span class="_ _1"/>ntralny<span class="_ _1"/>m) or<span class="_ _1"/>az wykszt<span class="_ _1"/>ałceniem,<span class="_ _1"/> w tym u<span class="_ _1"/>kończe<span class="_ _1"/>niem wie<span class="_ _1"/>lu s<span class="_ _1"/>zkoleń kr<span class="_ _1"/>ajowyc<span class="_ _1"/>h </span></div><div class="t m0 x2 h5 y755 ff1 fs2 fc0 sc1 lsc ws19b">i zagra<span class="_ _1"/>nicznych<span class="_ _1"/>, związan<span class="_ _1"/>ych m.<span class="_ _1"/>in. z za<span class="_ _1"/>rządzan<span class="_ _1"/>iem r<span class="_ _1"/>yzykiem<span class="_ _1"/> i audyt<span class="_ _1"/>em we<span class="_ _1"/>wnętr<span class="_ _1"/>znym. P.<span class="_ _1"/> Daniluk<span class="_ _1"/> </div><div class="t m0 x2 h5 y756 ff1 fs2 fc0 sc1 lsb ws30">ukończ<span class="_ _0"/>ył „Kurs dl<span class="_ _0"/>a kandydatów na c<span class="_ _0"/>złonków<span class="_ _0"/> rad<span class="ls1 ws1"> <span class="_ _1"/><span class="lsd ws2f">nadzorczych<span class="_ _0"/>" prowadzony p<span class="_ _0"/>rzez BDO Numerica S<span class="_ _0"/>.A.<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y757 ff1 fs2 fc0 sc1 lsb ws7b">Kwal<span class="_ _0"/>ifikacj<span class="_ _0"/>e w zakres<span class="_ _0"/>ie rachunkow<span class="_ _0"/>ości lu<span class="_ _0"/>b badani<span class="_ _0"/>a sprawoz<span class="_ _0"/>dań fin<span class="_ _0"/>ansowy<span class="_ _0"/>ch Pana Krz<span class="_ _0"/>ysztof<span class="_ _0"/>a </div><div class="t m0 x2 h5 y758 ff1 fs2 fc0 sc1 lsc ws75">Brejda<span class="_ _1"/>ka są związa<span class="_ _1"/>ne z wie<span class="_ _1"/>loletn<span class="_ _1"/>im pełnie<span class="_ _1"/>niem prze<span class="_ _1"/>z niego fu<span class="_ _1"/>nkcji w zarzą<span class="_ _1"/>dach s<span class="_ _1"/>półek,<span class="_ _1"/> w tym ró<span class="_ _1"/>wnież </div><div class="t m0 x2 h5 y759 ff1 fs2 fc0 sc1 lsb ws17">w zarz<span class="_ _0"/>ądach bank<span class="_ _0"/>ów (m. in. w latach<span class="_ _0"/> 1996 <span class="ls1 ws1">– <span class="_ _12"> </span><span class="lsd ws16">1<span class="_ _0"/>999: Wiceprezes Z<span class="_ _0"/>arządu</span> <span class="_ _a"> </span></span>Bank<span class="_ _0"/>u Przemys<span class="_ _0"/>łowo <span class="_ _b"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y75a ff1 fs2 fc0 sc1 ls1 ws1">– <span class="lsb ws14">Handlow<span class="_ _0"/>ego S.A., w<span class="_ _0"/> latach 1<span class="_ _0"/>999 </span>– <span class="lsd ws4e">2006:<span class="_ _0"/> Wiceprezes Z<span class="_ _0"/>arządu w ING<span class="_ _0"/> Bank Śląsk<span class="_ _0"/>i S.A., w latac<span class="_ _0"/>h 2011 </span>– </div><div class="t m0 x2 h5 y75b ff1 fs2 fc0 sc1 lsd ws10">2014: W<span class="_ _0"/>iceprezes Z<span class="_ _0"/>arządu w Komp<span class="_ _0"/>anii Węgl<span class="_ _0"/>owej S.A.).<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y75c ff1 fs2 fc0 sc1 lsc ws52">Człon<span class="_ _1"/>kami Ko<span class="_ _1"/>mitetu<span class="_ _1"/> Audytu,<span class="_ _1"/> na dz<span class="_ _1"/>ień spo<span class="_ _1"/>rządze<span class="_ _1"/>nia ni<span class="_ _1"/>niejs<span class="_ _1"/>zego s<span class="_ _1"/>prawozd<span class="_ _1"/>ania,<span class="_ _1"/> posia<span class="_ _1"/>dającymi wie<span class="_ _1"/>dzę </div><div class="t m0 x2 h5 y75d ff1 fs2 fc0 sc1 lsc wse">i umieję<span class="_ _1"/>tnoś<span class="_ _1"/>ci z zakre<span class="_ _1"/>su br<span class="_ _1"/>anży,<span class="_ _1"/> w które<span class="_ _1"/>j działa<span class="_ _1"/> Spółka<span class="_ _1"/>, są:<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y75e ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsc wse">Darius<span class="_ _1"/>z Daniluk<span class="ls1 ws1"> <span class="_ _e4"/> </span></span></span></div><div class="t m0 x30 h5 y75f ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsd ws10">Krzysztof<span class="_ _0"/> Brejdak<span class="_ _0"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x30 h5 y760 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsd ws10">Aleksand<span class="_ _0"/>er Chłopec<span class="_ _0"/>ki. <span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y761 ff1 fs2 fc0 sc1 lsc wsad">Pan Da<span class="_ _1"/>riusz Da<span class="_ _1"/>niluk pos<span class="_ _1"/>iad<span class="_ _1"/>a m.in<span class="_ _1"/>. wiedzę w<span class="_ _1"/> zakre<span class="_ _1"/>sie f<span class="_ _1"/>inans<span class="_ _1"/>owania dzia<span class="_ _1"/>łalno<span class="_ _1"/>ści dewe<span class="_ _1"/>loper<span class="_ _1"/>skiej, kt<span class="_ _1"/>órą </div><div class="t m0 x2 h5 y762 ff1 fs2 fc0 sc1 lsd wsa6">nabył w trak<span class="_ _0"/>cie pracy z<span class="_ _0"/> sektorze bankow<span class="_ _0"/>ym. Pan Alek<span class="_ _0"/>sander Chłopec<span class="_ _0"/>ki posiad<span class="_ _0"/>a wied<span class="_ _0"/>zę w zakresie </div><div class="t m0 x2 h5 y763 ff1 fs2 fc0 sc1 lsd wse9">prawnyc<span class="_ _0"/>h i finansow<span class="_ _0"/>ych aspek<span class="_ _0"/>tów działal<span class="_ _0"/>ności dew<span class="_ _0"/>eloperskiej<span class="_ _0"/>, którą nab<span class="_ _0"/>ył m.in.<span class="_ _0"/> w trakcie p<span class="_ _0"/>ełnienia </div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf34" style="content-visibility: auto;"><div class="pc pc34 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls22 ws224">52<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 lsc ws3c">przez nie<span class="_ _1"/>go funkc<span class="_ _1"/>ji w R<span class="_ _1"/>adzie<span class="_ _1"/> Nadzo<span class="_ _1"/>rczej Spó<span class="_ _1"/>łki or<span class="_ _1"/>az wcześn<span class="_ _1"/>iejsze,<span class="_ _1"/> pona<span class="_ _1"/>d 10<span class="ls1 ws1">-<span class="lse ws229">letnie pełnienie funkcj<span class="_ _0"/>i </span></span></div><div class="t m0 x2 h5 y34 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsd ws10">radz<span class="_ _0"/>ie nadzorcz<span class="_ _0"/>ej British<span class="_ _0"/> Automotive H<span class="_ _0"/>oldin<span class="_ _0"/>g S.A. (daw<span class="_ _0"/>niej: Marvi<span class="_ _0"/>pol S.A.), w<span class="_ _0"/> której d<span class="_ _0"/>o 30.11.20<span class="_ _0"/>17 r. </span></div><div class="t m0 x2 h5 y1ae ff1 fs2 fc0 sc1 lsb wsb2">rozwi<span class="_ _0"/>jana była dz<span class="_ _0"/>iałalno<span class="_ _0"/>ść dew<span class="_ _0"/>elopersk<span class="_ _0"/>a obecni<span class="_ _0"/>e kontynuow<span class="_ _0"/>ana w Marvi<span class="_ _0"/>pol Dev<span class="_ _0"/>elopment S<span class="_ _0"/>.A. Pan<span class="_ _0"/> </div><div class="t m0 x2 h5 y1af ff1 fs2 fc0 sc1 lsc wse4">Krzys<span class="_ _1"/>ztof Brejda<span class="_ _1"/>k posia<span class="_ _1"/>da wiedzę w zakr<span class="_ _1"/>esie<span class="_ _1"/> finansowa<span class="_ _1"/>nia dzia<span class="_ _1"/><span class="lsd wsa6">łalnośc<span class="_ _0"/>i dewel<span class="_ _0"/>operskiej, k<span class="_ _0"/>tórą nabył<span class="_ _0"/> </span></div><div class="t m0 x2 h5 y417 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsc wse">trakcie 7 <span class="_ _1"/>lat pe<span class="_ _1"/>łnien<span class="_ _1"/>ia funkcji <span class="_ _1"/>w za<span class="_ _1"/>rządzie I<span class="_ _1"/>NG Ban<span class="_ _1"/>k Śląs<span class="_ _1"/>ki S.A<span class="lsd ws12">. <span class="_ _1"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h4 y5f ff2 fs1 fc7 sc1 ls8d ws136">Działalność Komitetu Audytu w <span class="lsad ws22a">2023<span class="ls1 ws1"> <span class="ls8e ws1e6">r.</span> </span></span></div><div class="t m0 x2 h5 y764 ff1 fs2 fc0 sc1 lsd ws10">W 2023 r. Komi<span class="_ _0"/>tet Audytu od<span class="_ _0"/>był dwa posi<span class="_ _0"/>edzenia: 22<span class="_ _0"/> marca 2023 r. oraz 24 maj<span class="_ _0"/>a 202<span class="_ _0"/>3 r. <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y765 ff1 fs2 fc0 sc1 lsb ws37">Przedmi<span class="_ _0"/>otem posi<span class="_ _0"/>edzenia <span class="_ _0"/>z dni<span class="_ _0"/>a 22 marca 2023<span class="_ _0"/> r. było spotkan<span class="_ _0"/>ie z audytor<span class="_ _0"/>em Grup<span class="_ _0"/>y Kapitałow<span class="_ _0"/>ej </div><div class="t m0 x2 h5 y766 ff1 fs2 fc0 sc1 lsd ws22b">Marvipol<span class="_ _0"/> Development <span class="_ _0"/>S.A., omówi<span class="_ _0"/>enie zaprez<span class="_ _0"/>entowanych p<span class="_ _0"/>rzez dyrek<span class="_ _0"/>tora finansoweg<span class="_ _0"/>o </div><div class="t m0 x2 h5 y767 ff1 fs2 fc0 sc1 lsc wsbf">jednos<span class="_ _1"/>tkowy<span class="_ _1"/>ch i skon<span class="_ _1"/>solidowan<span class="_ _1"/>ych wyn<span class="_ _1"/>ików fina<span class="_ _1"/>nso<span class="_ _1"/>wych os<span class="_ _1"/>iągnięt<span class="_ _1"/>ych pr<span class="_ _1"/>zez Spół<span class="_ _1"/>kę or<span class="_ _1"/><span class="lsd ws116">az p<span class="_ _0"/>rzez Grupę </span></div><div class="t m0 x2 h5 y768 ff1 fs2 fc0 sc1 lsd wsa6">Kapitałow<span class="_ _0"/>ą Marvip<span class="_ _0"/>ol Developmen<span class="_ _0"/>t S.A. w roku<span class="_ _0"/> obrotowym 202<span class="_ _0"/>2, a także dysk<span class="_ _0"/>usja i przedstaw<span class="_ _0"/>ienie </div><div class="t m0 x2 h5 y769 ff1 fs2 fc0 sc1 lsb ws37">przez<span class="_ _0"/> Komitet Audy<span class="_ _0"/>tu oceny na temat<span class="_ _0"/> sprawoz<span class="_ _0"/>dań fin<span class="_ _0"/>ansowych<span class="_ _0"/>, sprawozd<span class="_ _0"/>ań z działal<span class="_ _0"/>ności Sp<span class="_ _0"/>ółki </div><div class="t m0 x2 h5 y76a ff1 fs2 fc0 sc1 ls1 ws1">i <span class="lsb ws50">Grup<span class="_ _0"/>y Kapitałow<span class="_ _0"/>ej Marvip<span class="_ _0"/>ol Devel<span class="_ _0"/>opment S.A<span class="_ _0"/>. za rok ob<span class="_ _0"/>rotowy 202<span class="_ _0"/>2 oraz na tem<span class="_ _0"/>at sprawoz<span class="_ _0"/>dania z </span></div><div class="t m0 x2 h5 y76b ff1 fs2 fc0 sc1 lsb wsaf">badani<span class="_ _0"/>a sporządz<span class="_ _0"/>onego prz<span class="_ _0"/>ez audytora G<span class="_ _0"/>rupy Kapit<span class="_ _0"/>ałowej M<span class="_ _0"/>arvipol D<span class="_ _0"/>evelopment S<span class="_ _0"/>.A. Na posied<span class="_ _0"/>zeniu </div><div class="t m0 x2 h5 y76c ff1 fs2 fc0 sc1 lsc ws19f">w dniu 2<span class="_ _1"/>2 mar<span class="_ _1"/>ca 2023<span class="_ _1"/> roku Ko<span class="_ _1"/>mite<span class="_ _1"/>t Audy<span class="_ _1"/>tu przyją<span class="_ _1"/>ł równ<span class="_ _1"/>ież spr<span class="_ _1"/>awozdan<span class="_ _1"/>ie z dział<span class="_ _1"/>alnoś<span class="_ _1"/>ci Komit<span class="_ _1"/>etu </div><div class="t m0 x2 h5 y76d ff1 fs2 fc0 sc1 lsb ws11">Audytu z<span class="_ _0"/>a rok obrotow<span class="_ _0"/>y 2<span class="ls10 ws14">022.<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y76e ff1 fs2 fc0 sc1 lsb wsff">Przedmi<span class="_ _0"/>otem obrad<span class="_ _0"/> posied<span class="_ _0"/>zenia 24 maj<span class="_ _0"/>a 2023 r. było omówieni<span class="_ _0"/>e sprawoz<span class="_ _0"/>dania f<span class="_ _0"/>inansoweg<span class="_ _0"/>o Spółki </div><div class="t m0 x2 h5 y76f ff1 fs2 fc0 sc1 ls1 ws1">i <span class="lsc ws163">jej gru<span class="_ _1"/>py kapita<span class="_ _1"/>łowe<span class="_ _1"/>j za <span class="_ _1"/>I kwar<span class="_ _1"/>tał<span class="_ _1"/> 2023 roku<span class="_ _1"/>, jak<span class="_ _1"/> ró<span class="_ _1"/>wnież pod<span class="_ _1"/>jął uch<span class="_ _1"/>wałę <span class="_ _1"/>w spr<span class="_ _1"/>awie u<span class="_ _1"/>dziele<span class="_ _1"/>nia </span></div><div class="t m0 x2 h5 y770 ff1 fs2 fc0 sc1 lsc wsf">Radzie<span class="_ _1"/><span class="ls1 ws1"> <span class="lsb ws4d">Nadz<span class="_ _0"/>orczej rek<span class="_ _0"/>omend<span class="_ _0"/>acji dot<span class="_ _0"/>yczącej w<span class="_ _0"/>yboru au<span class="_ _0"/>dytora do p<span class="_ _0"/>rzegląd<span class="_ _0"/>u i badani<span class="_ _0"/>a jednost<span class="_ _0"/>kowego<span class="_ _0"/> </span></span></div><div class="t m0 x2 h5 y771 ff1 fs2 fc0 sc1 lsb ws76">i skonsol<span class="_ _0"/>idowan<span class="_ _0"/>ego spraw<span class="_ _0"/>ozdania f<span class="_ _0"/>inansoweg<span class="_ _0"/>o Spółk<span class="_ _0"/>i, skonsol<span class="_ _0"/>idowaneg<span class="_ _0"/>o spraw<span class="_ _0"/>ozdani<span class="_ _0"/>a finansow<span class="_ _0"/>ego </div><div class="t m0 x2 h5 y772 ff1 fs2 fc0 sc1 lsb ws32">Grupy K<span class="_ _0"/>apitałowej<span class="_ _0"/> Spółki<span class="_ _0"/> za lata obrotow<span class="_ _0"/>e 2023, 20<span class="_ _0"/>24, i 2025 oraz śr<span class="_ _0"/>ódrocz<span class="_ _0"/>nych spraw<span class="_ _0"/>ozdań </div><div class="t m0 x2 h5 y773 ff1 fs2 fc0 sc1 lsb ws11">finan<span class="_ _0"/>sowych za p<span class="_ _0"/>oszczeg<span class="_ _0"/>ólne śródr<span class="_ _0"/>oczne okre<span class="_ _0"/>sy w tych l<span class="_ _0"/>atach obrot<span class="_ _0"/>owych<span class="ls1 ws1">. </span></div><div class="t m0 x2 h6b y774 ff2 fs0 fc7 sc1 ls8 ws22c">Główne założen<span class="_ _0"/>ia Polityki wybor<span class="_ _0"/>u firmy audytorskie<span class="_ _0"/>j do przepro<span class="_ _0"/>wadzania badania<span class="_ _0"/> </div><div class="t m0 x2 h6b y775 ff2 fs0 fc7 sc1 ls3b ws3">sprawozdani<span class="_ _1"/>a finansowego<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y776 ff1 fs2 fc0 sc1 lsb ws50">Zgodni<span class="_ _0"/>e z polityk<span class="_ _0"/>ą wyboru fi<span class="_ _0"/>rmy audytorsk<span class="_ _0"/>iej do p<span class="_ _0"/>rzeprowadzan<span class="_ _0"/>ia badani<span class="_ _0"/>a sprawoz<span class="_ _0"/>dań fin<span class="_ _0"/>ansowych </div><div class="t m0 x2 h5 y777 ff1 fs2 fc0 sc1 lsb ws28">w Marvi<span class="_ _0"/>pol Devel<span class="_ _0"/>opment S.A., w<span class="_ _0"/>yboru f<span class="_ _0"/>irmy audyto<span class="_ _0"/>rskiej<span class="_ _0"/> dokonuje Rad<span class="_ _0"/>a Nadz<span class="_ _0"/>orcza, dzi<span class="_ _0"/>ałając na </div><div class="t m0 x2 h5 y778 ff1 fs2 fc0 sc1 ls11 ws15">podstawie rek<span class="_ _0"/>omendacji<span class="_ _0"/> Komitetu Audytu<span class="_ _0"/>.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y779 ff1 fs2 fc0 sc1 lsd wsa2">W toku prz<span class="_ _0"/>ygotowywani<span class="_ _0"/>a przez Komi<span class="_ _0"/>tet Audytu reko<span class="_ _0"/>mendacji, a następ<span class="_ _0"/>nie w procesi<span class="_ _0"/>e wyboru fi<span class="_ _0"/>rmy </div><div class="t m0 x2 h5 y77a ff1 fs2 fc0 sc1 lsd ws2e">audytorsk<span class="_ _0"/>iej dokonyw<span class="_ _0"/>aneg<span class="_ _0"/>o przez Radę Nad<span class="_ _0"/>zorczą Marvi<span class="_ _0"/>pol Devel<span class="_ _0"/>opment S.A., uw<span class="_ _0"/>zględni<span class="_ _0"/>ane są </div><div class="t m0 x2 h5 y77b ff1 fs2 fc0 sc1 lsd ws10">następuj<span class="_ _0"/>ące kryteri<span class="_ _0"/>a:<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y77c ff1 fs2 fc0 sc1 lsb wsd">a)<span class="ff3 ls1 ws1"> <span class="_ _e2"> </span></span><span class="ws11">jakość wyk<span class="_ _0"/>onywanych p<span class="_ _0"/>rac aud<span class="_ _0"/>ytorskic<span class="_ _0"/>h;<span class="ls1 ws1"> </span></span></div><div class="t m0 x30 h5 y77d ff1 fs2 fc0 sc1 ls15 wsb5">b)<span class="ff3 ls1 ws1"> <span class="_ _d"> </span></span><span class="lsb ws11">cen<span class="_ _0"/>a zapropo<span class="_ _0"/>nowana p<span class="_ _0"/>rzez podmi<span class="_ _0"/>ot uprawni<span class="_ _0"/>ony do badan<span class="_ _0"/>ia;<span class="ls1 ws1"> </span></span></div><div class="t m0 x30 h5 y77e ff1 fs2 fc0 sc1 ls28 ws4e">c)<span class="ff3 ls1 ws1"> <span class="_ _46"> </span></span><span class="lsd wsbd">moż<span class="_ _0"/>liwość z<span class="_ _0"/>apewnieni<span class="_ _0"/>a pełnego zak<span class="_ _0"/>resu usług określ<span class="_ _0"/>onych prz<span class="_ _0"/>ez Marvipol<span class="_ _0"/> Development S.A<span class="_ _0"/>.;<span class="ls1 ws1"> </span></span></div><div class="t m0 x30 h5 y77f ff1 fs2 fc0 sc1 ls15 wsb5">d)<span class="ff3 ls1 ws1"> <span class="_ _d"> </span></span><span class="lsb wsa1">doty<span class="_ _0"/>chczas<span class="_ _0"/>owe doświ<span class="_ _0"/>adczeni<span class="_ _0"/>e podmiotu w<span class="_ _0"/> badani<span class="_ _0"/>u sprawoz<span class="_ _0"/>dań jedn<span class="_ _0"/>ostek<span class="_ _0"/> o podobny<span class="_ _0"/>m </span></div><div class="t m0 x5 h5 y780 ff1 fs2 fc0 sc1 lsc wse">profilu dzia<span class="_ _1"/>łalno<span class="_ _1"/>ści;<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y781 ff1 fs2 fc0 sc1 lsd ws12">e)<span class="ff3 ls1 ws1"> <span class="_ _46"> </span></span><span class="lsb wsff">dot<span class="_ _0"/>ychczas<span class="_ _0"/>owe doświ<span class="_ _0"/>adczeni<span class="_ _0"/>e podmio<span class="_ _0"/>tu w bad<span class="_ _0"/>aniu sp<span class="_ _0"/>rawozdań j<span class="_ _0"/>ednost<span class="_ _0"/>ek zain<span class="_ _0"/>teresowa<span class="_ _0"/>nia </span></div><div class="t m0 x5 h5 y782 ff1 fs2 fc0 sc1 ls15 wsb5">publicznego;<span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y783 ff1 fs2 fc0 sc1 ls2a ws62">f)<span class="ff3 ls1 ws1"> <span class="_ _44"> </span></span><span class="lsb ws14">kwalifi<span class="_ _0"/>kacje z<span class="_ _0"/>awodowe i dotych<span class="_ _0"/>czasowe d<span class="_ _0"/>oświadcz<span class="_ _0"/>enia osób<span class="_ _0"/> bezpośr<span class="_ _0"/>ednio zaan<span class="_ _0"/>gażow<span class="_ _0"/>anych </span></div><div class="t m0 x5 h5 y784 ff1 fs2 fc0 sc1 lsb ws11">w prow<span class="_ _0"/>adzone bad<span class="_ _0"/>anie;<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y785 ff1 fs2 fc0 sc1 ls15 wsb5">g)<span class="ff3 ls1 ws1"> <span class="_ _d"> </span></span><span class="lsd ws7e">możl<span class="_ _0"/>iwość prz<span class="_ _0"/>eprowadzen<span class="_ _0"/>ia badani<span class="_ _0"/>a w termin<span class="_ _0"/>ach określo<span class="_ _0"/>nych prz<span class="_ _0"/>ez Marvip<span class="_ _0"/>ol Develop<span class="_ _0"/>ment </span></div><div class="t m0 x5 h5 y786 ff1 fs2 fc0 sc1 lsd ws12">S.A.;<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y787 ff1 fs2 fc0 sc1 lse wse">h)<span class="ff3 ls1 ws1"> <span class="_ _92"> </span></span><span class="lsb ws11">rep<span class="_ _0"/>utacja p<span class="_ _0"/>odmiotu up<span class="_ _0"/>rawni<span class="_ _0"/>onego do badan<span class="_ _0"/>ia na ryn<span class="_ _0"/>kach fi<span class="_ _0"/>nansowych<span class="_ _0"/>;<span class="ls1 ws1"> </span></span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf35" style="content-visibility: auto;"><div class="pc pc35 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls22 ws224">53<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x30 h5 ydc ff1 fs2 fc0 sc1 lsc wsf">i)<span class="ff3 ls1 ws1"> <span class="_ _ac"> </span></span><span class="ws75">potwier<span class="_ _1"/>dzenie<span class="_ _1"/> niezale<span class="_ _1"/>żności i be<span class="_ _1"/>zstro<span class="_ _1"/>nności po<span class="_ _1"/>dmiotu u<span class="_ _1"/>prawnio<span class="_ _1"/>nego<span class="_ _1"/> do bada<span class="_ _1"/>nia już na e<span class="_ _1"/>tapie<span class="_ _1"/> </span></div><div class="t m0 x5 h5 ydd ff1 fs2 fc0 sc1 lsd ws10">procedur<span class="_ _0"/>y wyboru.<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y43d ff1 fs2 fc0 sc1 lsc ws3c">Wybór<span class="_ _1"/> firmy a<span class="_ _1"/>udytors<span class="_ _1"/>kiej doko<span class="_ _1"/>nywany<span class="_ _1"/> jest z uwzglę<span class="_ _1"/>dnie<span class="_ _1"/>niem wy<span class="_ _1"/>magane<span class="_ _1"/>j przepisam<span class="_ _1"/>i prawa<span class="_ _1"/> zasa<span class="_ _1"/>dy </div><div class="t m0 x2 h5 y43e ff1 fs2 fc0 sc1 lsc wse">rotacji fir<span class="_ _1"/>my au<span class="_ _1"/>dyto<span class="_ _1"/>rskiej i klu<span class="_ _1"/>czowego<span class="_ _1"/> biegłe<span class="_ _1"/>go rewide<span class="_ _1"/>nta.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h6b y788 ff2 fs0 fc7 sc1 ls3e ws22d">Główne z<span class="_ _0"/>ałożenia <span class="_ _0"/>polityki ś<span class="_ _0"/>wiadczen<span class="_ _0"/>ia przez<span class="_ _0"/> firmę audy<span class="_ _0"/>torską <span class="_ _0"/>przeprowad<span class="_ _0"/>zającą </div><div class="t m0 x2 h6b y789 ff2 fs0 fc7 sc1 ls3b ws22e">badani<span class="_ _1"/>e, przez podmioty pow<span class="_ _1"/>iązane z tą fi<span class="_ _1"/>rmą audytorską oraz p<span class="_ _1"/>rzez członka si<span class="_ _1"/>eci firmy </div><div class="t m0 x2 h6b y78a ff2 fs0 fc7 sc1 ls3b ws3">audyto<span class="_ _1"/>rskiej dozwolonych usług ni<span class="_ _1"/>ebędących badani<span class="_ _1"/>em<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y78b ff1 fs2 fc0 sc1 lsb ws9a">Biegły r<span class="_ _0"/>ewident l<span class="_ _0"/>ub firm<span class="_ _0"/>a audyto<span class="_ _0"/>rska przep<span class="_ _0"/>rowadz<span class="_ _0"/>ająca ust<span class="_ _0"/>awowe bad<span class="_ _0"/>ania spr<span class="_ _0"/>awozdań Sp<span class="_ _0"/>ółki <span class="_ _42"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y78c ff1 fs2 fc0 sc1 lsc ws75">i skons<span class="_ _1"/>olidowa<span class="_ _1"/>nych s<span class="_ _1"/>prawozdań Gr<span class="_ _1"/>upy Ka<span class="_ _1"/>pitało<span class="_ _1"/>wej ani żade<span class="_ _1"/>n z czło<span class="_ _1"/>nków sie<span class="_ _1"/>ci, do <span class="_ _1"/>któr<span class="_ _1"/>ej nale<span class="_ _1"/>ży biegł<span class="_ _1"/>y </div><div class="t m0 x2 h5 y78d ff1 fs2 fc0 sc1 lsd ws36">rewiden<span class="_ _0"/>t lub fi<span class="_ _0"/>rma audytorska, ni<span class="_ _0"/>e mogą świ<span class="_ _0"/>adczyć bezp<span class="_ _0"/>ośrednio ani<span class="ls1 ws1"> <span class="_ _ad"> </span></span>pośred<span class="_ _0"/>nio na rzec<span class="_ _0"/>z badanej<span class="_ _0"/> </div><div class="t m0 x2 h5 y78e ff1 fs2 fc0 sc1 lsc ws22f">jednos<span class="_ _1"/>tki, je<span class="_ _1"/>j jednost<span class="_ _1"/>ki dominu<span class="_ _1"/>jącej a<span class="_ _1"/>ni jednos<span class="_ _1"/>tek przez n<span class="_ _1"/>ią kont<span class="_ _1"/>rolo<span class="_ _1"/>wanych żadny<span class="_ _1"/>ch usł<span class="_ _1"/>ug </div><div class="t m0 x2 h5 y78f ff1 fs2 fc0 sc1 lse ws230">zabronionych w<span class="_ _0"/> rozumieniu art. 5 ust. 1 Rozporządzenia Parlamentu Eur<span class="_ _0"/>opejskieg<span class="_ _0"/>o i Rady UE nr<span class="_ _1"/> </div><div class="t m0 x2 h5 y790 ff1 fs2 fc0 sc1 lsd wsea">537/2<span class="_ _0"/>014 z dnia 16 kwietnia 2<span class="_ _0"/>014 r. w sprawie<span class="ls1 ws1"> <span class="_ _45"/><span class="lsb wsc0">szczeg<span class="_ _0"/>ółowych w<span class="_ _0"/>ymogów doty<span class="_ _0"/>czącyc<span class="_ _0"/>h ustawowyc<span class="_ _0"/>h </span></span></div><div class="t m0 x2 h5 y791 ff1 fs2 fc0 sc1 lse ws164">badań sprawozdań f<span class="_ _0"/>inansowych jednostek i<span class="_ _0"/>nteresu publicz<span class="_ _0"/>nego oraz innych usług niebędących </div><div class="t m0 x2 h5 y792 ff1 fs2 fc0 sc1 lsc ws126">czynno<span class="_ _1"/>ściam<span class="_ _1"/>i rewizji fina<span class="_ _1"/>nsowe<span class="_ _1"/>j, za wyją<span class="_ _1"/>tkiem<span class="_ _1"/> usług dozwo<span class="_ _1"/>lony<span class="_ _1"/>ch wskaza<span class="_ _1"/>nych w a<span class="_ _1"/>rt. 1<span class="_ _1"/>36 ust.<span class="_ _1"/> 2 <span class="_ _da"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y793 ff1 fs2 fc0 sc1 lsd ws10">o biegłyc<span class="_ _0"/>h rewidentac<span class="_ _0"/>h, fi<span class="lsc wse">rmach aud<span class="_ _1"/>ytorskich o<span class="_ _1"/>raz nadzo<span class="_ _1"/>rze pu<span class="_ _1"/>blicznym z<span class="_ _1"/> dnia 1<span class="_ _1"/>1 ma<span class="_ _1"/>ja 2017 r<span class="_ _1"/>.<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y794 ff1 fs2 fc0 sc1 lsd ws149">Świad<span class="_ _0"/>czenie usług<span class="_ _0"/>, o których mow<span class="_ _0"/>a powyżej, j<span class="_ _0"/>est możli<span class="_ _0"/>we pod w<span class="_ _0"/>arunkiem, że św<span class="_ _0"/>iadczeni<span class="_ _0"/>e usług </div><div class="t m0 x2 h5 y795 ff1 fs2 fc0 sc1 lsb wsd">dodatk<span class="_ _0"/>owych:<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y796 ff1 fs2 fc0 sc1 lsb wsd">a)<span class="ff3 ls1 ws1"> <span class="_ _e2"> </span></span><span class="ls11 ws231">nie ma lub ma nieistotn<span class="_ _0"/>y <span class="ls1 ws1">— <span class="_ _47"/><span class="lsb ws30">ł<span class="_ _0"/>ącznie l<span class="_ _0"/>ub osobno <span class="ls1 ws1">— <span class="ls15 ws232">be<span class="_ _1"/>zpośredni wpł<span class="_ _1"/>yw na bada<span class="_ _1"/>ne spr<span class="_ _1"/>awozdan<span class="_ _1"/>ia </span></span></span></span></span></div><div class="t m0 x5 h5 y797 ff1 fs2 fc0 sc1 lsb wsd">finan<span class="_ _0"/>sowe;<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y798 ff1 fs2 fc0 sc1 ls15 wsb5">b)<span class="ff3 ls1 ws1"> <span class="_ _d"> </span></span><span class="lsb ws11">oszac<span class="_ _0"/>owani<span class="_ _0"/>e wpływ<span class="_ _0"/>u na badane <span class="_ _0"/>sprawozd<span class="_ _0"/>ania finan<span class="_ _0"/>sowe<span class="_ _0"/> jest udok<span class="_ _0"/>umentow<span class="_ _0"/>ane i<span class="_ _0"/> wyjaśnion<span class="_ _0"/>e </span></div><div class="t m0 x5 h5 y799 ff1 fs2 fc0 sc1 lsb ws11">w dod<span class="_ _0"/>atkowym spraw<span class="_ _0"/>ozda<span class="_ _0"/>niu Zarząd<span class="_ _0"/>u przekaz<span class="_ _0"/>anego do K<span class="_ _0"/>omitetu Audy<span class="_ _0"/>tu;<span class="ls1 ws1"> </span></div><div class="t m0 x30 h5 y79a ff1 fs2 fc0 sc1 ls28 ws4e">c)<span class="ff3 ls1 ws1"> <span class="_ _46"> </span></span><span class="lsc wse">biegły rewide<span class="_ _1"/>nt lub firm<span class="_ _1"/>a audyt<span class="_ _1"/>orska p<span class="_ _1"/>rzestr<span class="_ _1"/>zegają zas<span class="_ _1"/>ad nie<span class="_ _1"/>zależnośc<span class="_ _1"/>i zgodnie z p<span class="_ _1"/>rzepisa<span class="_ _1"/>mi </span></div><div class="t m0 x5 h5 y79b ff1 fs2 fc0 sc1 lsb wsd">prawa.<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y79c ff1 fs2 fc0 sc1 lsb wsc0">Zawarci<span class="_ _0"/>e umowy na św<span class="_ _0"/>iadc<span class="_ _0"/>zenie usług<span class="_ _0"/> dozwol<span class="_ _0"/>onych (<span class="_ _0"/>lub odpow<span class="_ _0"/>iednio roz<span class="_ _0"/>poczęci<span class="_ _0"/>e ich stosow<span class="_ _0"/>ania <span class="_ _47"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y79d ff1 fs2 fc0 sc1 lse ws193">w oparciu o umow<span class="_ _0"/>ę ramową) nast<span class="_ _0"/>ępuje po uzyskani<span class="_ _0"/>u uprzedniej zgod<span class="_ _0"/>y Komitetu Audy<span class="_ _0"/>tu na </div><div class="t m0 x2 h5 y79e ff1 fs2 fc0 sc1 lsd ws45">świadc<span class="_ _0"/>zenie usług d<span class="_ _0"/>odatkowych<span class="_ _0"/>, wyrażonej w<span class="_ _0"/> uchwale. Celem wyraż<span class="_ _0"/>enia przez<span class="_ _0"/> Komi<span class="ls11 wsa8">tet Audytu zgod<span class="_ _0"/>y </span></div><div class="t m0 x2 h5 y79f ff1 fs2 fc0 sc1 lsb wsaf">na świad<span class="_ _0"/>czenie u<span class="_ _0"/>sług dodatk<span class="_ _0"/>owych Zarz<span class="_ _0"/>ąd Marvip<span class="_ _0"/>ol Developm<span class="_ _0"/>ent S.A. zw<span class="_ _0"/>raca się<span class="_ _0"/> do Komitetu Au<span class="_ _0"/>dytu </div><div class="t m0 x2 h5 y7a0 ff1 fs2 fc0 sc1 lsc ws19d">z odpowie<span class="_ _1"/>dnim wnio<span class="_ _1"/>skie<span class="_ _1"/>m, prze<span class="_ _1"/>kazują<span class="_ _1"/>c jedno<span class="_ _1"/>cześnie czł<span class="_ _1"/>onkom<span class="_ _1"/> Komitet<span class="_ _1"/>u Audytu<span class="_ _1"/> opraco<span class="_ _1"/>wanie <span class="_ _b"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y7a1 ff1 fs2 fc0 sc1 lsd ws7a">w zak<span class="_ _0"/>resie szacunkow<span class="_ _0"/>ego wpływ<span class="_ _0"/>u świadczeni<span class="_ _0"/>a usług dodatk<span class="lsb ws7b">ow<span class="_ _0"/>ych na badani<span class="_ _0"/>e sprawoz<span class="_ _0"/>dania </span></div><div class="t m0 x2 h5 y7a2 ff1 fs2 fc0 sc1 lsd wsbd">finansow<span class="_ _0"/>ego i niez<span class="_ _0"/>ależność. P<span class="_ _0"/>odjęcie prz<span class="_ _0"/>ez Komitet Aud<span class="_ _0"/>ytu uchwały w<span class="_ _0"/> sprawie zgody n<span class="_ _0"/>a świadcz<span class="_ _0"/>enie </div><div class="t m0 x2 h5 y7a3 ff1 fs2 fc0 sc1 lsd ws233">usług dod<span class="_ _0"/>atkowych na<span class="_ _0"/>stępuje p<span class="_ _0"/>o przeprowad<span class="_ _0"/>zeniu up<span class="_ _0"/>rzedniej<span class="_ _0"/> oceny zagrożeń d<span class="_ _0"/>la badania </div><div class="t m0 x2 h5 y7a4 ff1 fs2 fc0 sc1 lsb wsb2">sprawoz<span class="_ _0"/>dania fi<span class="_ _0"/>nansoweg<span class="_ _0"/>o i zabezp<span class="_ _0"/>ieczeń ni<span class="_ _0"/>ez<span class="lsd wsa6">ależności b<span class="_ _0"/>iegłego rew<span class="_ _0"/>identa lub fi<span class="_ _0"/>rmy audytorski<span class="_ _0"/>ej. <span class="_ _ab"/><span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y7a5 ff1 fs2 fc0 sc1 lsb ws12a">W razie p<span class="_ _0"/>otrzeb<span class="_ _0"/>y Komitet<span class="_ _0"/> Audytu w<span class="_ _0"/>ydaje od<span class="_ _0"/>powied<span class="_ _0"/>nie wsk<span class="_ _0"/>azania dotyc<span class="_ _0"/>zące<span class="_ _0"/> wykonyw<span class="_ _0"/>ania usłu<span class="_ _0"/>g </div><div class="t m0 x2 h5 y7a6 ff1 fs2 fc0 sc1 lsb wsd">dozw<span class="_ _0"/>olonych.<span class="_ _0"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y7a7 ff1 fs2 fc0 sc1 lsb ws43">Szcz<span class="_ _0"/>egółowe in<span class="_ _0"/>formacje nt<span class="_ _0"/>. usług św<span class="_ _0"/>iadcz<span class="_ _0"/>onych prze<span class="_ _0"/>z podmi<span class="_ _0"/>ot uprawni<span class="_ _0"/>ony do b<span class="_ _0"/>adania spraw<span class="_ _0"/>ozdań </div><div class="t m0 x2 h5 y7a8 ff1 fs2 fc0 sc1 lse wsf">finansowych w<span class="_ _0"/> roku <span class="ls10 ws14">2023<span class="ls1 ws1"> <span class="lsd ws4e">zostały przekaz<span class="_ _0"/>ane w noc<span class="_ _0"/>ie 3</span>4 </span><span class="lsb">Jedno<span class="_ _0"/>stkowego <span class="_ _0"/>sprawo<span class="_ _0"/>zdania f<span class="_ _0"/>inansoweg<span class="_ _0"/>o </span></span></div><div class="t m0 x2 h5 y7a9 ff1 fs2 fc0 sc1 lsc wsbe">Spółki za<span class="_ _1"/> rok <span class="ls92 ws10">2023<span class="ls1 ws1"> <span class="lsb ws4d">oraz w </span></span></span></div><div class="t m1 x78 he y7aa ff1 fsa fc0 sc0 ls87 ws1df">nocie<span class="_ _0"/> <span class="lsa7 ws1bf">39</span></div><div class="t m0 x71 h5 y7aa ff1 fs2 fc0 sc1 ls1 ws1"> <span class="lsb ws4d">Skonsolid<span class="_ _0"/>owanego spraw<span class="_ _0"/>ozdania f<span class="_ _0"/>inansowe<span class="_ _0"/>go Grup<span class="_ _0"/>y Kapitałow<span class="_ _0"/>ej </span></div><div class="t m0 x2 h5 y7ab ff1 fs2 fc0 sc1 lsb ws11">za rok <span class="ls10 ws14">2023<span class="ls1 ws1">. </span></span></div><div class="t m0 x2 h4 y7ac ff2 fs1 fc7 sc1 ls8e ws1e6">Zarząd <span class="ls1 ws1">–<span class="_ _0"/> <span class="ls8d ws136">skład osobo<span class="_ _1"/>wy<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y7ad ff1 fs2 fc0 sc1 lsb ws13c">Skład<span class="_ _0"/> osobowy Z<span class="_ _0"/>arządu S<span class="_ _0"/>półki j<span class="_ _0"/>est zaprezen<span class="_ _0"/>towan<span class="_ _0"/>y w<span class="ls1 ws1"> <span class="lsc wsf">rozdziale<span class="_ _1"/> </span></span></div><div class="t m1 xb3 he y7ad ff1 fsa fc0 sc0 ls1 ws234">Wła<span class="_ _0"/>dze<span class="_ _0"/> Spó<span class="_ _0"/>łk<span class="_ _0"/>i</div><div class="t m0 x131 h5 y7ad ff1 fs2 fc0 sc1 ls1 ws1"> <span class="_ _12"> </span><span class="lsb wsd">Spraw<span class="_ _0"/>ozdani<span class="_ _0"/>a </span></div><div class="t m0 x2 h5 y7ae ff1 fs2 fc0 sc1 lsb ws11">Zarządu<span class="_ _0"/> z<span class="ls1 ws1"> <span class="lsc wse">działaln<span class="_ _1"/>ości Ma<span class="_ _1"/>rvipol Deve<span class="_ _1"/>lopme<span class="_ _1"/>nt S.<span class="_ _1"/>A. i<span class="ls1 ws1"> <span class="lsb ws11">Grupy Kap<span class="_ _0"/>itałowej<span class="_ _0"/>.</span> </span></span></span></div><a class="l" href="#pf4"><span class="d m2 gs19"/></a></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf36" style="content-visibility: auto;"><div class="pc pc36 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls22 ws224">54<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h4 ydc ff2 fs1 fc7 sc1 ls8e ws1e6">Zarząd <span class="ls1 ws1">–<span class="_ _0"/> <span class="lsac ws20c">zm<span class="_ _1"/>iany w<span class="_ _1"/><span class="ls1 ws1"> <span class="ls8e ws1e6">składzi<span class="_ _0"/>e</span> </span></span></span></div><div class="t m0 x2 h5 y7af ff1 fs2 fc0 sc1 ls1 ws1">W <span class="_ _14"> </span><span class="ls10 ws14">20<span class="_ _0"/>23</span> <span class="_ _14"> </span><span class="lsd ws12">r. <span class="_ _14"> </span><span class="ws9e">oraz<span class="_ _0"/> w 2024 r., <span class="lsb ws79">do dnia sporz<span class="_ _0"/>ądzenia n<span class="_ _0"/>iniejszeg<span class="_ _0"/>o sprawozd<span class="_ _0"/>ania,</span></span></span> <span class="_ _de"> </span><span class="lsc ws9f">nie zastą<span class="_ _1"/>piły zm<span class="_ _1"/>iany </span></div><div class="t m0 x2 h5 y7b0 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsc wse">składzie Za<span class="_ _1"/>rządu<span class="_ _1"/> Spółki.<span class="_ _1"/><span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h4 y7b1 ff2 fs1 fc7 sc1 ls8e ws1e6">Zarząd <span class="ls1 ws1">–<span class="_ _0"/> </span><span class="ws142">zasady działania<span class="ls1 ws1"> </span></span></div><div class="t m0 x2 h5 y152 ff1 fs2 fc0 sc1 lsb ws13e">Zarząd S<span class="_ _0"/>półki d<span class="_ _0"/>ziała na pod<span class="_ _0"/>stawie Sta<span class="_ _0"/>tutu, Reg<span class="_ _0"/>ulami<span class="_ _0"/>nu Zarządu (<span class="_ _0"/>obydw<span class="_ _0"/>a dokumenty do<span class="_ _0"/>stępn<span class="_ _0"/>e na </div><div class="t m0 x2 h5 y7b2 ff1 fs2 fc0 sc1 lsd ws235">stronie i<span class="_ _0"/>nternetowej<span class="_ _0"/> Spółki p<span class="_ _0"/>od adresem https:<span class="_ _0"/>//www<span class="_ _0"/>.marvipol.<span class="_ _0"/>pl/relacj<span class="_ _0"/>e/spolka/l<span class="_ _0"/>ad<span class="ls1 ws1">-</span></div><div class="t m0 x2 h5 y7b3 ff1 fs2 fc0 sc1 lsb wsd">korpor<span class="_ _0"/>acyjny/d<span class="_ _0"/>okument<span class="_ _0"/>y<span class="ls1 ws1">-</span><span class="ws11">korpor<span class="_ _0"/>acyjne)<span class="_ _0"/> i<span class="ls1 ws1"> <span class="lsd ws4e">przep<span class="_ _0"/>isów prawa, <span class="_ _0"/>w</span> <span class="lsd ws10">tym Kod<span class="_ _0"/>eksu spółek<span class="_ _0"/> hand</span></span></span>lowyc<span class="_ _0"/>h.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y7b4 ff1 fs2 fc0 sc1 lsb ws4c">Zarząd p<span class="_ _0"/>od przew<span class="_ _0"/>odnictwem P<span class="_ _0"/>rezesa zarz<span class="_ _0"/>ądza majątk<span class="_ _0"/>iem i<span class="ls1 ws1"> </span>sp<span class="_ _0"/>rawami Sp<span class="_ _0"/>ółki, a<span class="ls1 ws1"> <span class="lsd ws4b">także reprez<span class="_ _0"/>entuje ją </span></span></div><div class="t m0 x2 h5 y7b5 ff1 fs2 fc0 sc1 lsd ws149">na zewnąt<span class="_ _0"/>rz. Zarz<span class="_ _0"/>ąd kieru<span class="_ _0"/>jąc się inter<span class="_ _0"/>esem Spółk<span class="_ _0"/>i określ<span class="_ _0"/>a strateg<span class="_ _0"/>ię i<span class="ls1 ws1"> <span class="lse ws12b">główne c<span class="_ _0"/>ele działania Spó<span class="_ _0"/>łki </span></span></div><div class="t m0 x2 h5 y7b6 ff1 fs2 fc0 sc1 ls1 ws1">i <span class="lsc ws52">przedkład<span class="_ _1"/>a je Ra<span class="_ _1"/>dzie Na<span class="_ _1"/>dzorcze<span class="_ _1"/>j, po czy<span class="_ _1"/>m jest<span class="_ _1"/> odpowiedzialn<span class="_ _1"/>y za ich<span class="_ _1"/> wdro<span class="_ _1"/>żenie i<span class="ls1 ws1"> <span class="lsd ws21">realizację. Zarz<span class="_ _0"/>ąd </span></span></span></div><div class="t m0 x2 h5 y7b7 ff1 fs2 fc0 sc1 ls15 ws236">dba o<span class="ls1 ws1"> <span class="lsd wse9">efektywność<span class="_ _0"/> i</span> <span class="lsc ws3c">przejr<span class="_ _1"/>zyst<span class="_ _1"/>ość s<span class="_ _1"/>ystemu za<span class="_ _1"/>rządzania<span class="_ _1"/> Spółką<span class="_ _1"/> ora<span class="_ _1"/>z prowad<span class="_ _1"/>zenie je<span class="_ _1"/>j spra<span class="_ _1"/>w zgodn<span class="_ _1"/>ie </span></span></div><div class="t m0 x2 h5 y7b8 ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lsb ws1a5">prz<span class="_ _0"/>episami p<span class="_ _0"/>rawa. Uchw<span class="_ _0"/>ały Zarządu z<span class="_ _0"/>apadaj<span class="_ _0"/>ą zwykł<span class="_ _0"/>ą większ<span class="_ _0"/>ością głosów<span class="_ _0"/>. W</span> <span class="lsb ws1a5">p<span class="_ _0"/>rzypadk<span class="_ _0"/>u równości </span></div><div class="t m0 x2 h5 y7b9 ff1 fs2 fc0 sc1 lsd ws23">głosów dec<span class="_ _0"/>yduje głos Pr<span class="_ _0"/>ezes<span class="lsb ws22">a Zarz<span class="_ _0"/>ądu. Zarz<span class="_ _0"/>ąd może pod<span class="_ _0"/>ejmować u<span class="_ _0"/>chwał<span class="_ _0"/>y również w<span class="_ _0"/><span class="ls1 ws1"> </span></span><span class="ws12">trybie </span></div><div class="t m0 x2 h5 y7ba ff1 fs2 fc0 sc1 lsd wsa2">pisemnym l<span class="_ _0"/>ub przy wykorz<span class="_ _0"/>ystaniu środk<span class="_ _0"/>ów bezpośre<span class="_ _0"/>dniego p<span class="_ _0"/>orozumienia się n<span class="_ _0"/>a odległość. Uc<span class="_ _0"/>hwała </div><div class="t m0 x2 h5 y7bb ff1 fs2 fc0 sc1 lsc wsac">jest wa<span class="_ _1"/>żna,<span class="_ _1"/> gdy wszys<span class="_ _1"/>cy czło<span class="_ _1"/>nkowie Za<span class="_ _1"/>rządu<span class="_ _1"/> zostali po<span class="_ _1"/>wiado<span class="_ _1"/>mien<span class="_ _1"/>i o<span class="ls1 ws1"> <span class="lsd ws71">treści projek<span class="_ _0"/>tu uchwały<span class="_ _0"/>. Do </span></span></div><div class="t m0 x2 h5 y7bc ff1 fs2 fc0 sc1 ls11 ws1d">kompetenc<span class="_ _0"/><span class="lsc ws194">ji Pre<span class="_ _1"/>zesa Za<span class="_ _1"/>rządu na<span class="_ _1"/>leży bieżą<span class="_ _1"/>ce kierowan<span class="_ _1"/>ie i<span class="ls1 ws1"> <span class="lsb ws181">koordynow<span class="_ _0"/>anie pr<span class="_ _0"/>ac Zarząd<span class="_ _0"/>u, ogóln<span class="_ _0"/>y </span></span></span></div><div class="t m0 x2 h5 y7bd ff1 fs2 fc0 sc1 lsc wsbe">nadzór<span class="_ _1"/> nad t<span class="_ _1"/>ermino<span class="_ _1"/>wością pro<span class="_ _1"/>wadzen<span class="_ _1"/>ia spra<span class="_ _1"/>w przez Za<span class="_ _1"/>rząd,<span class="_ _1"/> bieżący<span class="_ _1"/> przydzia<span class="_ _1"/>ł zadań<span class="_ _1"/> do re<span class="_ _1"/>alizacji dla<span class="_ _1"/> </div><div class="t m0 x2 h5 y7be ff1 fs2 fc0 sc1 lsb ws37">innych<span class="_ _0"/> członków<span class="_ _0"/> Zarządu<span class="_ _0"/>, rozstrz<span class="_ _0"/>ygani<span class="_ _0"/>e ewentual<span class="_ _0"/>nyc<span class="_ _0"/>h sporów k<span class="_ _0"/>ompetency<span class="_ _0"/>jny<span class="_ _0"/>ch <span class="ls11 wsb4">pomiędzy i<span class="_ _0"/>nnymi </span></div><div class="t m0 x2 h5 y7bf ff1 fs2 fc0 sc1 lsb ws237">członk<span class="_ _0"/>ami Zarząd<span class="_ _0"/>u. Oprócz<span class="_ _0"/> prowadz<span class="_ _0"/>enia spraw w<span class="_ _0"/>ynikaj<span class="_ _0"/>ących z<span class="ls1 ws1"> </span>podz<span class="_ _0"/>iału obowi<span class="_ _0"/>ązków <span class="_ _e5"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y7c0 ff1 fs2 fc0 sc1 lsc ws12c">w Zarzą<span class="_ _1"/>dzie, Pr<span class="_ _1"/>ezes<span class="_ _1"/> Zarządu ma<span class="_ _1"/> prawo d<span class="_ _1"/>o każdoc<span class="_ _1"/>zasowe<span class="_ _1"/>j kontro<span class="_ _1"/>li każdej s<span class="_ _1"/>prawy zn<span class="_ _1"/>ajdują<span class="_ _1"/>cej się </div><div class="t m0 x2 h5 y7c1 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsd ws21">komp<span class="_ _0"/>etencjach Zarz<span class="_ _0"/>ądu. Prezes Z<span class="_ _0"/>arządu zatwi<span class="_ _0"/>erdza plan<span class="_ _0"/> pracy Zarządu, z<span class="_ _0"/>wołuje i</span> <span class="lsb ws50">ustal<span class="_ _0"/>a porządek<span class="_ _0"/> </span></div><div class="t m0 x2 h5 y7c2 ff1 fs2 fc0 sc1 lsd wsb1">obrad posi<span class="_ _0"/>edzeń, k<span class="_ _0"/>ierując<span class="_ _0"/> się w<span class="ls1 ws1"> <span class="lsc wsb0">szczegó<span class="_ _1"/>lności wn<span class="_ _1"/>ioska<span class="_ _1"/>mi człon<span class="_ _1"/>ków Zarząd<span class="_ _1"/>u, prze<span class="_ _1"/>wodniczy<span class="_ _1"/> </span></span></div><div class="t m0 x2 h5 y7c3 ff1 fs2 fc0 sc1 lsd ws10">posiedz<span class="_ _0"/>eniom Zarz<span class="_ _0"/>ądu.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y7c4 ff1 fs2 fc0 sc1 lsb ws22">Do skład<span class="_ _0"/>ania oświ<span class="_ _0"/>adczeń w<span class="ls1 ws1"> <span class="lsc ws162">imieniu Spół<span class="_ _1"/>ki upr<span class="_ _1"/>awnio<span class="_ _1"/>ny je<span class="_ _1"/>st Pr<span class="_ _1"/>ezes Z<span class="_ _1"/>arządu s<span class="_ _1"/>amodzie<span class="_ _1"/>lnie a<span class="_ _1"/>lbo </span></span></div><div class="t m0 x2 h5 y7c5 ff1 fs2 fc0 sc1 lsd wsae">Wicep<span class="_ _0"/>rezes Zarządu łąc<span class="_ _0"/>znie z<span class="ls1 ws1"> <span class="_ _0"/></span>Wiceprezese<span class="_ _0"/>m Zarządu l<span class="_ _0"/>ub członki<span class="_ _0"/>em Zarządu lub prok<span class="_ _0"/>urentem, albo </div><div class="t m0 x2 h5 y7c6 ff1 fs2 fc0 sc1 lsb ws11">dwóc<span class="_ _0"/>h członków<span class="_ _0"/> Zarządu ł<span class="_ _0"/>ącznie al<span class="_ _0"/>bo jeden c<span class="_ _0"/>złonek Zarz<span class="_ _0"/>ądu łączni<span class="_ _0"/>e z<span class="ls1 ws1"> </span><span class="wsd">prok<span class="_ _0"/><span class="lsd ws12">urentem.<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h4 y7c7 ff2 fs1 fc7 sc1 ls8d ws238">Zasady dotyczące powoływania i<span class="ls1 ws1"> <span class="ls8e ws239">odwoływani<span class="_ _0"/>a osób zarząd<span class="_ _0"/>zających o<span class="_ _0"/>raz ich </span></span></div><div class="t m0 x2 h4 y7c8 ff2 fs1 fc7 sc1 lsad ws23a">uprawnień, w<span class="ls1 ws1"> <span class="ls9b ws23b">szczególności prawo do<span class="_ _1"/> podjęcia de<span class="_ _1"/>cyzji o<span class="ls1 ws1"> <span class="lsb0 ws20c">emisji<span class="_ _0"/> lub wyku<span class="_ _0"/>pie akc<span class="_ _0"/>ji</span> </span></span></span></div><div class="t m0 x2 h5 y7c9 ff1 fs2 fc0 sc1 lsd ws74">Zgodni<span class="_ _0"/>e ze Statutem Spółk<span class="_ _0"/>i, w<span class="ls1 ws1"> <span class="lsb ws76">skład Z<span class="_ _0"/>arządu Spółk<span class="_ _0"/>i wchodzi od j<span class="_ _0"/>ednej do siedmiu os<span class="_ _0"/>ób. W</span> <span class="ls15 wsb5">przypadku </span></span></div><div class="t m0 x2 h5 y7ca ff1 fs2 fc0 sc1 lsb ws73">Zarządu<span class="_ _0"/> jednoos<span class="_ _0"/>obowego<span class="_ _0"/> Zarząd sk<span class="_ _0"/>łada si<span class="_ _0"/>ę z<span class="ls1 ws1"> <span class="lsd ws5c">Prez<span class="_ _0"/>esa Zarząd<span class="_ _0"/>u, natomia<span class="_ _0"/>st w</span> <span class="ls15 ws23c">przypadku Zar<span class="_ _1"/>ządu </span></span></div><div class="t m0 x2 h5 y7cb ff1 fs2 fc0 sc1 lsb ws31">wiel<span class="_ _0"/>oosoboweg<span class="_ _0"/>o Zarząd sk<span class="_ _0"/>łada się z<span class="ls1 ws1"> <span class="_ _0"/><span class="lsd ws179">Prezesa Zarz<span class="_ _0"/>ądu, Wicep<span class="_ _0"/>rezesów Zar<span class="lsc ws7f">ządu i/albo Czło<span class="_ _1"/>nków </span></span></span></div><div class="t m0 x2 h5 y7cc ff1 fs2 fc0 sc1 lsb wsd">Zarządu<span class="_ _0"/>. <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y7cd ff1 fs2 fc0 sc1 lsc ws23d">Spółce<span class="_ _1"/> Książe<span class="_ _1"/>k Holding S<span class="_ _1"/>półka z<span class="ls1 ws1"> <span class="lsb ws23e">ograniczoną od<span class="_ _0"/>powied<span class="_ _0"/>zialnośc<span class="_ _0"/>ią z</span> </span>siedzibą w<span class="ls1 ws1"> <span class="lsb wsd">Warszawie </span></span></div><div class="t m0 x2 h5 y7ce ff1 fs2 fc0 sc1 lsb ws7b">przysłu<span class="_ _0"/>guje osobi<span class="_ _0"/>ste upraw<span class="_ _0"/>nienie do p<span class="_ _0"/>owoływani<span class="_ _0"/>a i<span class="ls1 ws1"> </span>odw<span class="_ _0"/>oływania czte<span class="_ _0"/>rech cz<span class="_ _0"/>łonków Zarząd<span class="_ _0"/>u. </div><div class="t m0 x2 h5 y7cf ff1 fs2 fc0 sc1 lsc ws23f">Człon<span class="_ _1"/>kom Zar<span class="_ _1"/>ządu powo<span class="_ _1"/>łanym<span class="_ _1"/> przez sp<span class="_ _1"/>ółkę Ks<span class="_ _1"/>iążek Ho<span class="_ _1"/>lding<span class="_ _1"/> Spół<span class="_ _1"/>ka z<span class="ls1 ws1"> <span class="lsb wsd">ogranic<span class="_ _0"/>zoną </span></span></div><div class="t m0 x2 h5 y7d0 ff1 fs2 fc0 sc1 ls15 wsb5">odpo<span class="lsc ws240">wied<span class="_ _1"/>zialnoś<span class="_ _1"/>cią z<span class="ls1 ws1"> </span><span class="ws241">sie<span class="_ _1"/>dzibą w<span class="ls1 ws1"> </span><span class="ws240">War<span class="_ _1"/>szawie<span class="_ _1"/> spółka<span class="_ _1"/> Książe<span class="_ _1"/>k Holding<span class="_ _1"/> Spó<span class="_ _1"/>łka z<span class="ls1 ws1"> <span class="lsb wsd">ograniczoną </span></span></span></span></span></div><div class="t m0 x2 h5 y7d1 ff1 fs2 fc0 sc1 lsb ws13e">odpow<span class="_ _0"/>iedzial<span class="_ _0"/>nością z<span class="ls1 ws1"> <span class="_ _0"/><span class="lsc ws19f">siedzibą<span class="_ _1"/> w<span class="ls1 ws1"> <span class="lsd ws140">Warszawi<span class="_ _0"/>e może powierz<span class="_ _0"/>yć pełnieni<span class="_ _0"/>e funkcj<span class="_ _0"/>i Prezes<span class="_ _0"/>a Zarządu lub<span class="_ _0"/> </span></span></span></span></div><div class="t m0 x2 h5 y7d2 ff1 fs2 fc0 sc1 lsd ws140">Wicep<span class="_ _0"/>rezesów Zarządu<span class="_ _0"/>. Uprawni<span class="_ _0"/>enia te są wykony<span class="_ _0"/>wane w<span class="ls1 ws1"> </span>d<span class="_ _0"/>rodze doręcz<span class="_ _0"/>anego Spółc<span class="_ _0"/>e <span class="ws12">pisemneg<span class="_ _0"/>o </span></div><div class="t m0 x2 h5 y7d3 ff1 fs2 fc0 sc1 lsb ws76">oświad<span class="_ _0"/>czenia o<span class="ls1 ws1"> <span class="_ _0"/><span class="lse ws242">powołaniu lub odwołaniu danego cz<span class="_ _0"/>łonka Zarządu, czy też powierzeniu lub zwolni<span class="_ _0"/>eniu </span></span></div><div class="t m0 x2 h5 y7d4 ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lsd ws21">funk<span class="_ _0"/>cji Prezesa Zarządu<span class="_ _0"/> lub Wicep<span class="_ _0"/>rezesa Zarządu. <span class="_ _0"/>W</span> <span class="lsb ws50">przy<span class="_ _0"/>padku pow<span class="_ _0"/>ołania w</span> <span class="lsb ws50">sk<span class="_ _0"/>ład Zarząd<span class="_ _0"/>u Spółki </span></div><div class="t m0 x2 h5 y7d5 ff1 fs2 fc0 sc1 lsd ws21">lub pow<span class="_ _0"/>ierzenia f<span class="_ _0"/>unkcji Prez<span class="_ _0"/>esa Zarządu lub<span class="_ _0"/> Wiceprez<span class="_ _0"/>esa Zarząd<span class="_ _0"/>u, do oświ<span class="_ _0"/>adczenia, o<span class="ls1 ws1"> <span class="_ _0"/><span class="ls11 ws14e">którym mowa </span></span></div><div class="t m0 x2 h5 y7d6 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsc ws35">zdaniu po<span class="_ _1"/>przedza<span class="_ _1"/>jącym<span class="_ _1"/>, należy<span class="_ _1"/> załączy<span class="_ _1"/>ć oświa<span class="_ _1"/>dczen<span class="_ _1"/>ie o<span class="ls1 ws1"> <span class="lsb wsc1">wyrażeniu p<span class="_ _0"/>rzez daną osob<span class="_ _0"/>ę zgody na<span class="_ _0"/> </span></span></span></div><div class="t m0 x2 h5 y7d7 ff1 fs2 fc0 sc1 lsb wsc1">powołani<span class="_ _0"/>e w<span class="ls1 ws1"> <span class="lsd ws36">skład<span class="_ _0"/> Zarządu<span class="_ _0"/> oraz odpowied<span class="_ _0"/>nio, pełn<span class="_ _0"/>ienie funk<span class="_ _0"/>cji Prez<span class="_ _0"/>esa Zarządu l<span class="_ _0"/>ub Wicep<span class="_ _0"/>rezesa </span></span></div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf37" style="content-visibility: auto;"><div class="pc pc37 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls22 ws224">55<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x2 h5 y6 ff1 fs2 fc0 sc1 lsb ws212">Zarządu<span class="_ _0"/>. Jeśli sp<span class="_ _0"/>ółka Ks<span class="_ _0"/>iążek Hol<span class="_ _0"/>ding S<span class="_ _0"/>półka z<span class="ls1 ws1"> <span class="_ _0"/></span>ogranicz<span class="_ _0"/>oną odpowi<span class="_ _0"/>edzialn<span class="_ _0"/>ością z<span class="ls1 ws1"> <span class="lsc wsf">siedzibą </span></span></div><div class="t m0 x2 h5 y34 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsd ws21">Warszaw<span class="_ _0"/>ie nie pow<span class="_ _0"/>ierzy funk<span class="_ _0"/>cji Prez<span class="_ _0"/>esa Zarządu w</span> <span class="_ _0"/><span class="lsc ws52">te<span class="_ _1"/>rminie<span class="_ _1"/> jednego m<span class="_ _1"/>iesiąca<span class="_ _1"/> od zajścia zda<span class="_ _1"/>rzen<span class="_ _1"/>ia </span></div><div class="t m0 x2 h5 y1ae ff1 fs2 fc0 sc1 lsb wsc1">powod<span class="_ _0"/>ującego k<span class="_ _0"/>onieczno<span class="_ _0"/>ść dok<span class="_ _0"/>onania wyb<span class="_ _0"/>oru, cz<span class="_ _0"/>y też prz<span class="_ _0"/>ed tym term<span class="_ _0"/>inem<span class="ls1 ws1"> <span class="_ _ad"> </span></span>je<span class="_ _0"/>dnego mie<span class="_ _0"/>siąca od </div><div class="t m0 x2 h5 y1af ff1 fs2 fc0 sc1 lsc ws19b">zajścia<span class="_ _1"/> zdarzen<span class="_ _1"/>ia powo<span class="_ _1"/>dującego<span class="_ _1"/> konieczn<span class="_ _1"/>ość doko<span class="_ _1"/>nania wybo<span class="_ _1"/>ru lub p<span class="_ _1"/>owierzenia<span class="_ _1"/> funkcji Pr<span class="_ _1"/>ezesa<span class="_ _1"/> </div><div class="t m0 x2 h5 y417 ff1 fs2 fc0 sc1 lsc ws44">Zarzą<span class="_ _1"/>du lub Wice<span class="_ _1"/>preze<span class="_ _1"/>sa Zarzą<span class="_ _1"/>du spó<span class="_ _1"/>łka Ks<span class="_ _1"/>iążek Holding S<span class="_ _1"/>półka<span class="_ _1"/> z<span class="ls1 ws1"> <span class="lsb ws4c">ogranicz<span class="_ _0"/>oną odp<span class="_ _0"/>owiedzi<span class="_ _0"/>alności<span class="_ _0"/>ą </span></span></div><div class="t m0 x2 h5 y418 ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lsc ws52">siedzibą w</span> <span class="lsc ws42">War<span class="_ _1"/>szawie<span class="_ _1"/> złoży<span class="_ _1"/> oświa<span class="_ _1"/>dczenie<span class="_ _1"/> o<span class="ls1 ws1"> <span class="lsd ws12">niek<span class="lsb ws43">or<span class="_ _0"/>zystaniu z<span class="_ _0"/></span></span> <span class="lsb ws43">uprawn<span class="_ _0"/>ienia do pow<span class="_ _0"/>oływania c<span class="_ _0"/>złonka<span class="_ _0"/> </span></span></span></div><div class="t m0 x2 h5 y419 ff1 fs2 fc0 sc1 lsc ws3c">lub człon<span class="_ _1"/>ków Zar<span class="_ _1"/>ządu lub p<span class="_ _1"/>owierze<span class="_ _1"/>niu funkc<span class="_ _1"/>ji Preze<span class="_ _1"/>sa Zarzą<span class="_ _1"/>du lub Wice<span class="_ _1"/>prezesa Z<span class="_ _1"/>arządu,<span class="_ _1"/> wówczas<span class="_ _1"/> </div><div class="t m0 x2 h5 y69f ff1 fs2 fc0 sc1 lsb ws4d">powi<span class="_ _0"/>erzenia fu<span class="_ _0"/>nkcji Prez<span class="_ _0"/>esa Zarząd<span class="_ _0"/>u lub pow<span class="_ _0"/>ołania noweg<span class="_ _0"/>o członk<span class="_ _0"/>a Zarządu i<span class="_ _0"/><span class="ls1 ws1"> <span class="lse ws5f">powierzenia mu funkcji </span></span></div><div class="t m0 x2 h5 y6a0 ff1 fs2 fc0 sc1 lsd ws71">Prezesa Z<span class="_ _0"/>arządu <span class="lsb ws72">moż<span class="_ _0"/>e dok<span class="_ _0"/>onać Rada <span class="_ _0"/>Nadzorcz<span class="_ _0"/>a. Upraw<span class="_ _0"/>nienie Rad<span class="_ _0"/>y Nadzor<span class="_ _0"/>czej<span class="_ _0"/>, o<span class="ls1 ws1"> <span class="ls11 ws243">którym mowa<span class="_ _0"/> </span></span></span></div><div class="t m0 x2 h5 y6a1 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsc ws14a">zdaniu po<span class="_ _1"/>przedn<span class="_ _1"/>im, nie<span class="_ _1"/> doty<span class="_ _1"/>czy powo<span class="_ _1"/>ływan<span class="_ _1"/>ia inn<span class="_ _1"/>ych czło<span class="_ _1"/>nków Za<span class="_ _1"/>rządu<span class="_ _1"/> niż <span class="_ _1"/>człone<span class="_ _1"/>k Zarzą<span class="_ _1"/>du, </span></div><div class="t m0 x2 h5 y6a2 ff1 fs2 fc0 sc1 lsd ws10">któremu p<span class="_ _0"/>owierzona będ<span class="_ _0"/>zie funk<span class="_ _0"/>cja Prezesa Z<span class="_ _0"/>arządu. <span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y41e ff1 fs2 fc0 sc1 lsc ws1cc">W przypa<span class="_ _1"/>dku wyga<span class="_ _1"/>śnięcia pr<span class="_ _1"/>zysłu<span class="_ _1"/>gujących<span class="_ _1"/> spółce Ksią<span class="_ _1"/>żek Hold<span class="_ _1"/>ing Spół<span class="_ _1"/>ka z<span class="ls1 ws1"> <span class="lsb wsd">ogranic<span class="_ _0"/>zoną </span></span></div><div class="t m0 x2 h5 y41f ff1 fs2 fc0 sc1 lsb ws181">odpow<span class="_ _0"/>iedzial<span class="_ _0"/>nością z<span class="ls1 ws1"> <span class="_ _0"/><span class="lsc ws194">sied<span class="_ _1"/>zibą w<span class="_ _1"/><span class="ls1 ws1"> <span class="lsb ws181">Warszaw<span class="_ _0"/>ie wsk<span class="_ _0"/>azanych w</span> <span class="_ _0"/><span class="lse ws164">§ 6 ust. 3 Statutu Spółki uprawnień </span></span></span></span></div><div class="t m0 x2 h5 y420 ff1 fs2 fc0 sc1 lsb ws1bd">osobist<span class="_ _0"/>ych do pow<span class="_ _0"/>oływania i<span class="_ _0"/><span class="ls1 ws1"> </span>odwoływ<span class="_ _0"/>ania określ<span class="_ _0"/>onej lic<span class="_ _0"/>zby członk<span class="_ _0"/>ów Zarządu Spółk<span class="_ _0"/>i<span class="ls1 ws1"> <span class="_ _d"> </span></span><span class="wsd">oraz </span></div><div class="t m0 x2 h5 y7d8 ff1 fs2 fc0 sc1 lsb ws34">powi<span class="_ _0"/>erzania fu<span class="_ _0"/>nkcji Prez<span class="_ _0"/>esa Zarząd<span class="_ _0"/>u i/lub<span class="_ _0"/> Wiceprezesa Z<span class="_ _0"/>arządu, R<span class="_ _0"/>ada Nadzor<span class="_ _0"/>cza Spółk<span class="_ _0"/>i powołuj<span class="_ _0"/>e </div><div class="t m0 x2 h5 y7d9 ff1 fs2 fc0 sc1 ls1 ws1">i <span class="lsc ws19b">odwołuje<span class="_ _1"/> wszyst<span class="_ _1"/>kich czł<span class="_ _1"/>onków Z<span class="_ _1"/>arządu<span class="_ _1"/> Spółki,<span class="_ _1"/> a<span class="ls1 ws1"> </span>także<span class="_ _1"/> powier<span class="_ _1"/>za funkcje<span class="_ _1"/> Pre<span class="_ _1"/>zesa<span class="_ _1"/> Zarządu i/<span class="_ _1"/>lub </span></div><div class="t m0 x2 h5 y7da ff1 fs2 fc0 sc1 lsb ws112">Wicep<span class="_ _0"/>rezesa Zarz<span class="_ _0"/>ądu. Po<span class="_ _0"/>został<span class="_ _0"/>ych członk<span class="_ _0"/>ów Zarz<span class="_ _0"/>ądu Spółk<span class="_ _0"/>i w<span class="ls1 ws1"> <span class="lsc wsf">lic<span class="lsd ws1a6">zbie od jedn<span class="_ _0"/>ego do trzech </span></span></span></div><div class="t m0 x2 h5 y7db ff1 fs2 fc0 sc1 lsb ws114">Członk<span class="_ _0"/>ów Zarządu<span class="_ _0"/> może pow<span class="_ _0"/>ołać i<span class="ls1 ws1"> </span>od<span class="_ _0"/>wołać Rada <span class="_ _0"/>Nadzorcz<span class="_ _0"/>a, przy cz<span class="_ _0"/>ym pow<span class="_ _0"/>ołanym prz<span class="_ _0"/>ez Radę </div><div class="t m0 x2 h5 y7dc ff1 fs2 fc0 sc1 lsc ws19b">Nadzo<span class="_ _1"/>rczą Czł<span class="_ _1"/>onkom Za<span class="_ _1"/>rządu Ra<span class="_ _1"/>da Na<span class="_ _1"/>dzorcza<span class="_ _1"/> może powier<span class="_ _1"/>zyć pełn<span class="_ _1"/>ienie fu<span class="_ _1"/>nkcji Wic<span class="_ _1"/>epreze<span class="_ _1"/>sów </div><div class="t m0 x2 h5 y6ab ff1 fs2 fc0 sc1 lsb ws11">Zarządu<span class="_ _0"/>. Kadenc<span class="_ _0"/>ja każd<span class="_ _0"/>ego członk<span class="_ _0"/>a Zarządu w<span class="_ _0"/>ynosi 2 l<span class="_ _0"/>ata<span class="ls1 ws1">. </span></div><div class="t m0 x2 h5 y7dd ff1 fs2 fc0 sc1 lsb wsba">Zarząd S<span class="_ _0"/>półki ni<span class="_ _0"/>e posiada up<span class="_ _0"/>rawnień d<span class="_ _0"/>o podwyż<span class="_ _0"/>szania kap<span class="_ _0"/>itału zak<span class="_ _0"/>ładoweg<span class="_ _0"/>o Spółki<span class="_ _0"/> ani do </div><div class="t m0 x2 h5 y7de ff1 fs2 fc0 sc1 lsc wse">podejm<span class="_ _1"/>owania<span class="_ _1"/> decyzji o<span class="_ _1"/><span class="ls1 ws1"> <span class="lsc wse">wykupie<span class="_ _1"/> akcji.<span class="_ _1"/><span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h4 y7df ff2 fs1 fc7 sc1 ls9b ws244">Opis polityki różnor<span class="_ _1"/>odności stosowanej do organ<span class="_ _1"/>ów administrują<span class="_ _1"/>cych, </div><div class="t m0 x2 h4 y7e0 ff2 fs1 fc7 sc1 ls8e ws142">zarządz<span class="_ _0"/>ających i<span class="ls1 ws1"> </span>nadz<span class="_ _0"/>orującyc<span class="_ _0"/>h emitenta<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y7e1 ff1 fs2 fc0 sc1 lsb ws11">Spółk<span class="_ _0"/>a nie opracow<span class="_ _0"/>ała i<span class="ls1 ws1"> <span class="lsc wse">nie pr<span class="_ _1"/>zyjęła<span class="_ _1"/> polity<span class="_ _1"/>ki różno<span class="_ _1"/>rodnoś<span class="_ _1"/>ci. Pr<span class="_ _1"/>zy decyzja<span class="_ _1"/>ch kad<span class="_ _1"/>rowy<span class="_ _1"/>ch Zar<span class="_ _1"/>ząd Spół<span class="_ _1"/>ki </span></span></div><div class="t m0 x2 h5 y7e2 ff1 fs2 fc0 sc1 lsd ws7c">kieruj<span class="_ _0"/>e się w<span class="ls1 ws1"> <span class="lsc ws127">szczególno<span class="_ _1"/>ści bieżą<span class="_ _1"/>cymi po<span class="_ _1"/>trzeb<span class="_ _1"/>ami przeds<span class="_ _1"/>iębior<span class="_ _1"/>stwa i<span class="ls1 ws1"> <span class="ls11 ws19c">długotermi<span class="_ _0"/>nowymi interes<span class="_ _0"/>ami </span></span></span></span></div><div class="t m0 x2 h5 y7e3 ff1 fs2 fc0 sc1 lsc wsbe">Akcjona<span class="_ _1"/>rius<span class="_ _1"/>zy Spółki.<span class="_ _1"/> Przy<span class="_ _1"/> wyborze<span class="_ _1"/> osó<span class="_ _1"/>b spra<span class="_ _1"/>wujących fun<span class="_ _1"/>kcje<span class="ls1 ws1"> <span class="_ _1"/><span class="lsc wsbe">kier<span class="_ _1"/>ownicze,<span class="_ _1"/> zarzą<span class="_ _1"/>dcze lub na<span class="_ _1"/>dzorcze<span class="_ _1"/> </span></span></div><div class="t m0 x2 h5 y7e4 ff1 fs2 fc0 sc1 lsd ws10">decyduj<span class="_ _0"/>ące znaczen<span class="_ _0"/>ie mają w<span class="_ _0"/>iedza, komp<span class="_ _0"/>etencje i<span class="ls1 ws1"> <span class="lsb ws11">doś<span class="_ _0"/>wiadcz<span class="_ _0"/>enie posz<span class="_ _0"/>czególn<span class="_ _0"/>ych kandyd<span class="_ _0"/>atów.</span> </span></div><div class="t m0 x2 h27 y7e5 ff2 fs4 fc5 sc1 ls75 ws102">System ko<span class="_ _1"/>ntroli <span class="_ _1"/>wewnętrznej<span class="_ _1"/> i<span class="ls1 ws1"> </span>zarzą<span class="_ _1"/>dzania ry<span class="_ _1"/>zykiem<span class="_ _1"/><span class="ls1 ws1"> </span></div><div class="t m0 x2 h4 y103 ff2 fs1 fc7 sc1 ls8d ws245">Główne cechy stosowanych w<span class="ls1 ws1"> </span>Spółce systemów kontroli wewnętrznej<span class="_ _1"/> </div><div class="t m0 x2 h4 y7e6 ff2 fs1 fc7 sc1 ls1 ws1">i <span class="ls8e ws246">zarząd<span class="_ _0"/>zania ryzyki<span class="_ _0"/>em w</span> <span class="ls9b ws247">odniesieniu do<span class="_ _1"/> procesu sporządzan<span class="_ _1"/>ia sprawozdań </span></div><div class="t m0 x2 h4 y7e7 ff2 fs1 fc7 sc1 ls8d ws136">finansowych i<span class="ls1 ws1"> </span>skonsolidowanych sprawozdań<span class="_ _1"/> finansowych<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y7e8 ff1 fs2 fc0 sc1 lsc ws19f">Zarzą<span class="_ _1"/>d Emite<span class="_ _1"/>nta jes<span class="_ _1"/>t odpowiedzia<span class="_ _1"/>lny za<span class="_ _1"/> wdro<span class="_ _1"/>żenie i<span class="ls1 ws1"> <span class="_ _1"/><span class="lsd ws140">funkcj<span class="_ _0"/>onowanie syst<span class="_ _0"/>emu kontroli<span class="_ _0"/> wewnętrzn<span class="_ _0"/>ej </span></span></div><div class="t m0 x2 h5 y7e9 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsb ws12a">proc<span class="_ _0"/>esie sporząd<span class="_ _0"/>zania s<span class="_ _0"/>prawozdań<span class="_ _0"/> finansow<span class="_ _0"/>ych i</span> <span class="lsb ws12a">rap<span class="_ _0"/>ortów ok<span class="_ _0"/>resowych<span class="_ _0"/> publi<span class="_ _0"/>kowanych z<span class="_ _0"/>godnie </span></div><div class="t m0 x2 h5 y7ea ff1 fs2 fc0 sc1 ls1 ws1">z <span class="lsc ws157">Rozporzą<span class="_ _1"/>dzenie<span class="_ _1"/>m Minis<span class="_ _1"/>tra Fina<span class="_ _1"/>nsów z<span class="ls1 ws1"> <span class="ls92 ws248">dnia 29<span class="_ _0"/></span> <span class="lsd ws18">marca 2018 r. w</span> <span class="_ _0"/><span class="lsd ws12">sprawie <span class="_ _79"> </span></span></span>infor<span class="_ _1"/>macji bie<span class="_ _1"/>żących<span class="_ _1"/> </span></div><div class="t m0 x2 h5 y7eb ff1 fs2 fc0 sc1 ls1 ws1">i <span class="lsb ws30">okresow<span class="_ _0"/>ych prze<span class="_ _0"/>kazywan<span class="_ _0"/>ych prz<span class="_ _0"/>ez emitent<span class="_ _0"/>ów oraz waru<span class="_ _0"/>nków uzn<span class="_ _0"/>awania za ró<span class="_ _0"/>wnoważ<span class="_ _0"/>ne informac<span class="_ _0"/>ji </span></div><div class="t m0 x2 h5 y7ec ff1 fs2 fc0 sc1 lsb ws11">wymagany<span class="_ _0"/>ch przep<span class="_ _0"/>isami p<span class="_ _0"/>rawa państw<span class="_ _0"/>a niebęd<span class="_ _0"/>ącego p<span class="_ _0"/>aństwem cz<span class="_ _0"/>łonkowsk<span class="_ _0"/>im.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y7ed ff1 fs2 fc0 sc1 lsd ws74">System k<span class="_ _0"/>ontroli wew<span class="_ _0"/>nętrznej w<span class="ls1 ws1"> <span class="lsb ws76">proc<span class="_ _0"/>esie sporząd<span class="_ _0"/>zania spraw<span class="_ _0"/>ozdań f<span class="_ _0"/>inansowyc<span class="_ _0"/>h funkc<span class="_ _0"/>jonuje w<span class="_ _0"/></span> <span class="ls14 ws20">Sp<span class="_ _0"/>ółc<span class="_ _0"/>e </span></span></div><div class="t m0 x2 h5 y7ee ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsb ws11">oparc<span class="_ _0"/>iu o:</span> </div><div class="t m0 x30 h5 y7ef ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsd ws149">wewnętrz<span class="_ _0"/>ne procedu<span class="_ _0"/>ry Spółki ok<span class="_ _0"/>reślające zasad<span class="_ _0"/>y raportowa<span class="_ _0"/>nia i<span class="ls1 ws1"> <span class="lsc ws12c">zakres o<span class="_ _1"/>dpowiedzia<span class="_ _1"/>lności </span></span></span></span></div><div class="t m0 x5 h5 y1d4 ff1 fs2 fc0 sc1 ls1 ws1">w <span class="lsb ws11">proc<span class="_ _0"/>esie sporząd<span class="_ _0"/>zania s<span class="_ _0"/>prawozdań<span class="_ _0"/> finansow<span class="_ _0"/>ych,</span> </div></div><div class="pi"/></div>
<div class="pf w0 h0" id="pf38" style="content-visibility: auto;"><div class="pc pc38 w0 h0"><img alt="" class="bi x0 y0 w1 h1" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">MARVIPO<span class="_ _0"/>L DEVE<span class="_ _0"/>LOPMENT S<span class="_ _0"/>.A.<span class="sc1 ls1 ws1"> \ <span class="ls2 ws2">SKONSOLIDOWANY</span> <span class="ls2 ws0">R<span class="_ _1"/>APORT ROC<span class="_ _1"/>ZNY<span class="ls1 ws1"> <span class="ls3 ws3">20</span>23 <span class="ls4 ws4">R. <span class="_ _0"/></span> </span></span></span></div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x2 h2 y3 ff1 fs0 fc0 sc1 ls1 ws1"> </div><div class="t m0 x84 h5 y191 ff1 fs2 fc0 sc1 ls1 ws1">  </div><div class="t m0 x2 h2 y17 ff1 fs0 fc0 sc1 ls4 ws4">Warsza<span class="_ _0"/>wa, <span class="ls8 ws9">13 mar<span class="_ _0"/>ca 2024 r<span class="_ _0"/>.<span class="fs2 ls1 ws1">  </span></span></div><div class="c x3 y4 w2 h3"><div class="t m0 x9 h4 y5 ff2 fs1 fc1 sc2 ls22 ws224">56<span class="fc2 sc3 ls1 ws1"> </span></div></div><div class="t m0 x30 h5 y6 ff5 fs2 fca sc1 ls1 ws1"><span class="ff3"> <span class="_ _1e"> </span><span class="ff1 fc0 lsb ws76">badani<span class="_ _0"/>a półrocz<span class="_ _0"/>nych i<span class="ls1 ws1"> <span class="lsc ws75">rocznych sprawozd<span class="_ _1"/>ań finan<span class="_ _1"/>sowych Sp<span class="_ _1"/>ółki prze<span class="_ _1"/>z nieza<span class="_ _1"/>leżnego bie<span class="_ _1"/>głego </span></span></span></span></div><div class="t m0 x5 h5 y59b ff1 fs2 fc0 sc1 lsd ws12">rewiden<span class="_ _0"/>ta.<span class="ls1 ws1"> </span></div><div class="t m0 x2 h5 y5dc ff1 fs2 fc0 sc1 lsb ws13e">Podstaw<span class="_ _0"/>ą sporząd<span class="_ _0"/>zania sp<span class="_ _0"/>rawozdań<span class="_ _0"/> finansow<span class="_ _0"/>ych są ksi<span class="_ _0"/>ęgi rach<span class="_ _0"/>unkowe, kt<span class="_ _0"/>óre prowad<span class="_ _0"/>zone są p<span class="_ _0"/>rzy </div><div class="t m0 x2 h5 y7f0 ff1 fs2 fc0 sc1 lsb ws1de">użyci<span class="_ _0"/>u programu f<span class="_ _0"/>inans<span class="_ _0"/>owo<span class="ls1 ws1">-</span>ksi<span class="_ _0"/>ęgowego S<span class="_ _0"/>ymfoni<span class="_ _0"/>a, zapewni<span class="_ _0"/>ającego z<span class="_ _0"/>aspokoj<span class="_ _0"/>enie potrz<span class="_ _0"/>eb </div><div class="t m0 x2 h5 y7f1 ff1 fs2 fc0 sc1 lsb ws32">inform<span class="_ _0"/>acyjnych d<span class="_ _0"/>la rachu<span class="_ _0"/>nkowoś<span class="_ _0"/>ci fin<span class="_ _0"/>ansowej i<span class="ls1 ws1"> <span class="_ _0"/><span class="lsd ws81">zarządcz<span class="_ _0"/>ej. Spółka stosuj<span class="_ _0"/>e przy tym</span>  </span><span class="wsd">roz<span class="_ _0"/>wiązan<span class="_ _0"/>ia </span></div><div class="t m0 x2 h5 y7f2 ff1 fs2 fc0 sc1 lsb ws11">organiz<span class="_ _0"/>acyjn<span class="_ _0"/>e i<span class="ls1 ws1"> </span>inf<span class="_ _0"/>ormatyczn<span class="_ _0"/>e zapewni<span class="_ _0"/>ające praw<span class="_ _0"/>idłowe u<span class="_ _0"/>żytkowani<span class="_ _0"/>e oraz ochr<span class="_ _0"/>onę oprogr<span class="_ _0"/>amowania </div><div class="t m0 x2 h5 y7f3 ff1 fs2 fc0 sc1 ls1 ws1">i <span class="lse ws249">danych fi<span class="_ _0"/>nansowych, a</span> <span class="lsd wsf2">takż<span class="_ _0"/>e zabezpi<span class="_ _0"/>eczenie dostęp<span class="_ _0"/>u do sprz<span class="_ _0"/>ętu kompu<span class="_ _0"/>teroweg<span class="_ _0"/>o </span></div><div class="t m0 x2 h5 y7f4 ff1 fs2 fc0 sc1 ls1 ws1">i <span class="lsb ws4d">oprog<span class="_ _0"/>ramowani<span class="_ _0"/>a. Dostęp <span class="_ _0"/>do zasobów<span class="_ _0"/> system<span class="_ _0"/>u ewiden<span class="_ _0"/>cji f<span class="_ _0"/>inansowo</span>-<span class="lsd ws12">k<span class="_ _0"/>sięgow<span class="wsbd">ej, a</span></span> <span class="_ _0"/>w <span class="lsc wsbe">konse<span class="_ _1"/>kwencji d<span class="_ _1"/>o </span></div><div class="t m0 x2 h5 y7f5 ff1 fs2 fc0 sc1 lsb ws24a">sprawoz<span class="_ _0"/>dawcz<span class="_ _0"/>ości fi<span class="_ _0"/>nansowej, og<span class="_ _0"/>ranicz<span class="_ _0"/>ony jest stos<span class="_ _0"/>ownymi<span class="_ _0"/> uprawn<span class="_ _0"/>ieniami nad<span class="_ _0"/>awanymi<span class="_ _0"/> </div><div class="t m0 x2 h5 y7f6 ff1 fs2 fc0 sc1 lsb ws11">upoważ<span class="_ _0"/>nionym pr<span class="_ _0"/>acownik<span class="_ _0"/>om wyłącz<span class="_ _0"/>nie w<span class="ls1 ws1"> <span class="lsc wse">zakresie w<span class="_ _1"/>ykon<span class="_ _1"/>ywanych pr<span class="_ _1"/>zez nich o<span class="_ _1"/>bo<span class="_ _1"/>wiązków.<span class="ls1 ws1"> </span></span></span></div><div class="t m0 x2 h5 y7f7 ff1 fs2 fc0 sc1 lsb ws24b">Sprawoz<span class="_ _0"/>dania f<span class="_ _0"/>inansowe<span class="_ _0"/> Spółki<span class="_ _0"/> przygotow<span class="_ _0"/>ywane są p<span class="_ _0"/>rzez wysok<span class="_ _0"/>o wykwali<span class="_ _0"/>fikowan<span class="_ _0"/>y zespół </div><div class="t m0 x2 h5 y7f8 ff1 fs2 fc0 sc1 lsd ws2f">pracowni<span class="_ _0"/>ków Dz<span class="_ _0"/>iałów: Ksi<span class="_ _0"/>ęgowości, Kontrol<span class="_ _0"/>ingu i Fi<span class="_ _0"/>nansowego. 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