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class="c x0 y1 w2 h0"><div class="t m0 x1 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"><span class="fc3 sc0"> </span></div><div class="t m0 x1 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0"><span class="fc3 sc0"> </span></div><div class="t m0 x2 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"><span class="fc3 sc0"> </span></div><div class="t m0 x2 h3 y5 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y6 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h4 y7 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h4 y8 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h4 y9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h4 ya ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h4 yb ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h4 yc ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h4 yd ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h4 ye ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 yf ff2 fs3 fc1 sc0 ls0 ws0">Sprawozdanie <span class="ff3">Zar<span class="_ _0"></span>ządu <span class="ff2"> </span></span></div><div class="t m0 x5 h5 y10 ff3 fs3 fc1 sc0 ls0 ws0">z działalnoś<span class="_ _0"></span>ci<span class="ff2"> Wikana S.A.  </span></div><div class="t m0 x6 h5 y11 ff3 fs3 fc1 sc0 ls0 ws0">oraz Grupy Ka<span class="_ _0"></span>pitałowej Wik<span class="_ _0"></span>ana<span class="ff2"> </span></div><div class="t m0 x7 h5 y12 ff2 fs3 fc1 sc0 ls0 ws0">za okres <span class="fs4 fc0"> </span></div><div class="t m0 x3 h6 y13 ff2 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x8 h7 y14 ff1 fs2 fc2 sc0 ls0 ws0">01.01.2024-31.12.2024 </div><div class="t m0 x9 h8 y15 ff1 fs5 fc2 sc0 ls0 ws0">Lublin<span class="ls1">, <span class="ls2">15</span></span> kwietni<span class="_ _0"></span>a 2025 roku<span class="fs4"> </span></div><div class="t m0 x3 h6 y16 ff2 fs4 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y17 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h9 y18 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 ha y19 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y1a ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y1b ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y1c ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y1d ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y1e ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y1f ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y20 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y21 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y22 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y23 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y24 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi"></div></div>
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class="c x0 y1 w2 h0"><div class="t m0 x3 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h12 y2c ff1 fs9 fc0 sc0 ls0 ws0">2<span class="ff5 fs6"> </span></div><div class="t m0 x2 h3 y5 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y6 ff3 fs1 fc0 sc0 ls0 ws0">Spis treści<span class="ff2"> </span></div><div class="t m0 x1 h13 y2d ff2 fsa fc0 sc0 ls5 ws0">1.<span class="ff1 ls0"> <span class="_ _2"> </span><span class="ff2">Wprowadzenie<span class="ls6">................................<span class="_ _1"></span>..............................................................................................................</span> <span class="_ _3"></span>4<span class="ff1"> </span></span></span></div><div class="t m0 xb h14 y2e ff1 fsa fc0 sc0 ls0 ws0">1<span class="_ _0"></span>.<span class="_ _0"></span>1<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">P<span class="_ _4"></span>od<span class="_ _4"></span>s<span class="_ _4"></span>ta<span class="_ _4"></span>w<span class="_ _0"></span>o<span class="_ _4"></span>we<span class="_ _4"></span> <span class="_ _0"></span>i<span class="_ _4"></span>n<span class="_ _0"></span>f<span class="_ _0"></span>o<span class="_ _4"></span>rm<span class="_ _4"></span>a<span class="_ _0"></span>c<span class="_ _4"></span>je<span class="_ _4"></span> <span class="_ _0"></span>n<span class="_ _4"></span>t<span class="_ _0"></span>.<span class="_ _0"></span> <span class="_ _0"></span>d<span class="_ _4"></span>zi<span class="_ _4"></span>a<span class="_ _4"></span>ła<span class="_ _4"></span>l<span class="_ _0"></span>n<span class="_ _4"></span>o<span class="_ _0"></span>ś<span class="_ _0"></span>c<span class="_ _0"></span>i<span class="_ _4"></span> <span class="_ _0"></span>G<span class="_ _0"></span>r<span class="_ _0"></span>u<span class="_ _4"></span>p<span class="_ _0"></span>y<span class="_ _0"></span> <span class="_ _0"></span>K<span class="_ _4"></span>ap<span class="_ _4"></span>i<span class="_ _0"></span>t<span class="_ _4"></span>a<span class="_ _0"></span>ł<span class="_ _0"></span>o<span class="_ _4"></span>we<span class="_ _4"></span>j<span class="_ _0"></span> <span class="_ _0"></span>W<span class="_ _4"></span>I<span class="_ _0"></span>K<span class="_ _0"></span>A<span class="_ _0"></span>N<span class="_ _4"></span>A<span class="ff1"> <span class="_ _3"></span><span class="ls7">......................................................................<span class="ls0"> <span class="_ _4"></span>4<span class="_ _0"></span> </span></span></span></span></div><div class="t m0 xb h14 y2f ff1 fsa fc0 sc0 ls0 ws0">1<span class="_ _4"></span>.2<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span>N<span class="_ _4"></span>a<span class="_ _0"></span>j<span class="_ _0"></span>i<span class="_ _4"></span>st<span class="_ _4"></span>o<span class="_ _0"></span>t<span class="_ _4"></span>ni<span class="_ _4"></span>e<span class="_ _4"></span>js<span class="_ _4"></span>z<span class="_ _0"></span>e<span class="_ _4"></span> w<span class="_ _4"></span>y<span class="_ _4"></span>da<span class="_ _4"></span>r<span class="_ _0"></span>z<span class="_ _0"></span>e<span class="_ _4"></span>ni<span class="_ _4"></span>a<span class="_ _4"></span> <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _0"></span>2<span class="_ _4"></span>0<span class="_ _0"></span>2<span class="_ _0"></span>4<span class="_ _4"></span> <span class="_ _0"></span>r.<span class="_ _4"></span>:<span class="_ _0"></span> <span class="_ _6"></span><span class="ls7">............................................................................................................................<span class="ls0"> <span class="_ _4"></span>4 </span></span></div><div class="t m0 x1 h13 y30 ff2 fsa fc0 sc0 ls5 ws0">2.<span class="ff1 ls0"> <span class="_ _2"> </span><span class="ff3">Podstawowe informacje<span class="_ _1"></span> o Grupie Kapitałow<span class="_ _1"></span>ej WIKANA<span class="_ _1"></span><span class="ff2"> <span class="_ _3"></span><span class="ls6">................................................................<span class="_ _1"></span>.........<span class="ls0"> <span class="_ _3"></span>5<span class="ff1"> </span></span></span></span></span></span></div><div class="t m0 xb h14 y31 ff1 fsa fc0 sc0 ls0 ws0">2<span class="_ _4"></span>.1<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">O<span class="_ _4"></span>p<span class="_ _0"></span>i<span class="_ _4"></span>s <span class="_ _4"></span>G<span class="_ _0"></span>r<span class="_ _0"></span>u<span class="_ _4"></span>p<span class="_ _0"></span>y<span class="_ _0"></span> <span class="_ _0"></span>K<span class="_ _4"></span>a<span class="_ _0"></span>p<span class="_ _0"></span>i<span class="_ _0"></span>t<span class="_ _4"></span>ał<span class="_ _4"></span>o<span class="_ _4"></span>we<span class="_ _4"></span>j<span class="_ _0"></span> <span class="_ _0"></span>W<span class="_ _4"></span>IK<span class="_ _4"></span>A<span class="_ _0"></span>N<span class="_ _4"></span>A<span class="ff1"> <span class="_ _7"></span><span class="ls7">..................................................................................................................................<span class="ls0"> <span class="_ _4"></span>6 </span></span></span></span></div><div class="t m0 xb h14 y32 ff1 fsa fc0 sc0 ls0 ws0">2<span class="_ _4"></span>.2<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">O<span class="_ _4"></span>p<span class="_ _0"></span>i<span class="_ _4"></span>s <span class="_ _4"></span>z<span class="_ _0"></span>m<span class="_ _0"></span>i<span class="_ _0"></span>a<span class="_ _4"></span>n<span class="_ _0"></span> <span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _4"></span>o<span class="_ _0"></span>r<span class="_ _0"></span>g<span class="_ _4"></span>an<span class="_ _4"></span>i<span class="_ _4"></span>za<span class="_ _4"></span>c<span class="_ _4"></span>ji<span class="_ _4"></span> <span class="_ _0"></span>o<span class="_ _4"></span>ra<span class="_ _4"></span>z<span class="_ _0"></span> <span class="_ _0"></span>z<span class="_ _0"></span>a<span class="_ _4"></span>s<span class="_ _0"></span>a<span class="_ _0"></span>d<span class="_ _4"></span>a<span class="_ _0"></span>c<span class="_ _0"></span>h<span class="_ _4"></span> z<span class="_ _4"></span>a<span class="_ _0"></span>r<span class="_ _4"></span>zą<span class="_ _4"></span>d<span class="_ _0"></span>z<span class="_ _4"></span>an<span class="_ _4"></span>i<span class="_ _4"></span>a <span class="_ _4"></span>S<span class="_ _0"></span>p<span class="_ _0"></span>ó<span class="_ _4"></span>ł<span class="_ _0"></span>k<span class="_ _0"></span>ą<span class="_ _0"></span> <span class="_ _4"></span>o<span class="_ _0"></span>r<span class="_ _0"></span>a<span class="_ _4"></span>z <span class="_ _4"></span>G<span class="_ _4"></span>ru<span class="_ _4"></span>p<span class="_ _0"></span>ą<span class="_ _4"></span> K<span class="_ _4"></span>a<span class="_ _0"></span>p<span class="_ _0"></span>i<span class="_ _4"></span>t<span class="_ _0"></span>a<span class="_ _0"></span>ł<span class="_ _4"></span>ow<span class="_ _4"></span>ą<span class="_ _0"></span> <span class="_ _0"></span>W<span class="_ _4"></span>I<span class="_ _0"></span>K<span class="_ _0"></span>A<span class="_ _0"></span>N<span class="_ _4"></span>A<span class="ff1"> <span class="_ _3"></span><span class="ls7">........................<span class="ls0"> <span class="_ _4"></span>9 </span></span></span></span></div><div class="t m0 x1 h13 y33 ff2 fsa fc0 sc0 ls5 ws0">3.<span class="ff1 ls0"> <span class="_ _2"> </span><span class="ff3">Opis działalności Spółki i <span class="_ _1"></span>Grupy Kapitałowej W<span class="_ _1"></span>IKANA<span class="_ _1"></span><span class="ff2"> <span class="_ _3"></span><span class="ls6">................................................................<span class="_ _1"></span>...........<span class="ls0"> <span class="_ _3"></span>9<span class="ff1"> </span></span></span></span></span></span></div><div class="t m0 xb h14 y34 ff1 fsa fc0 sc0 ls0 ws0">3<span class="_ _4"></span>.1<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">O<span class="_ _4"></span>p<span class="_ _0"></span>i<span class="_ _4"></span>s <span class="_ _4"></span>p<span class="_ _0"></span>o<span class="_ _0"></span>d<span class="_ _4"></span>st<span class="_ _4"></span>a<span class="_ _0"></span>w<span class="_ _0"></span>o<span class="_ _4"></span>w<span class="_ _0"></span>y<span class="_ _4"></span>ch<span class="_ _4"></span> <span class="_ _0"></span>p<span class="_ _4"></span>ro<span class="_ _4"></span>d<span class="_ _0"></span>u<span class="_ _4"></span>kt<span class="_ _4"></span>ó<span class="_ _0"></span>w<span class="_ _4"></span> i<span class="_ _4"></span> <span class="_ _0"></span>u<span class="_ _4"></span>s<span class="_ _0"></span>ł<span class="_ _0"></span>u<span class="_ _4"></span>g<span class="ff1"> <span class="_ _8"></span><span class="ls7">..........................................................................................................................<span class="ls0"> <span class="_ _4"></span>9 </span></span></span></span></div><div class="t m0 xb h14 y35 ff1 fsa fc0 sc0 ls0 ws0">3<span class="_ _4"></span>.2<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span>R<span class="_ _4"></span>yn<span class="_ _4"></span>k<span class="_ _0"></span>i<span class="_ _4"></span> <span class="_ _0"></span>z<span class="_ _0"></span>b<span class="_ _4"></span>yt<span class="_ _4"></span>u<span class="_ _0"></span><span class="ls7">.......................................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">10<span class="ls0"> </span></span></span></span></div><div class="t m0 xb h14 y36 ff1 fsa fc0 sc0 ls0 ws0">3<span class="_ _4"></span>.3<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span>R<span class="_ _4"></span>yn<span class="_ _4"></span>k<span class="_ _0"></span>i<span class="_ _4"></span> <span class="_ _0"></span>z<span class="_ _0"></span>a<span class="_ _4"></span>op<span class="_ _4"></span>a<span class="_ _0"></span>t<span class="_ _4"></span>r<span class="_ _0"></span>z<span class="_ _0"></span>e<span class="_ _0"></span>n<span class="_ _0"></span>i<span class="_ _4"></span>a<span class="_ _0"></span> <span class="_ _7"></span><span class="ls7">.........................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">13<span class="ls0"> </span></span></span></span></div><div class="t m0 xb h14 y37 ff1 fsa fc0 sc0 ls0 ws0">3<span class="_ _4"></span>.4<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">I<span class="_ _4"></span>n<span class="_ _0"></span>f<span class="_ _0"></span>o<span class="_ _4"></span>rm<span class="_ _4"></span>a<span class="_ _4"></span>cj<span class="_ _4"></span>e<span class="_ _0"></span> <span class="_ _0"></span>o<span class="_ _4"></span> u<span class="_ _4"></span>m<span class="_ _0"></span>o<span class="_ _4"></span>wa<span class="_ _4"></span>c<span class="_ _4"></span>h <span class="_ _4"></span>z<span class="_ _4"></span>na<span class="_ _4"></span>c<span class="_ _0"></span>z<span class="_ _0"></span>ą<span class="_ _4"></span>cy<span class="_ _4"></span>c<span class="_ _0"></span>h<span class="_ _4"></span> d<span class="_ _4"></span>l<span class="_ _4"></span>a <span class="_ _4"></span>d<span class="_ _4"></span>zi<span class="_ _4"></span>a<span class="_ _0"></span>ł<span class="_ _0"></span>a<span class="_ _4"></span>l<span class="_ _0"></span>n<span class="_ _0"></span>o<span class="_ _4"></span>śc<span class="_ _4"></span>i<span class="_ _0"></span> <span class="_ _4"></span>G<span class="_ _0"></span>r<span class="_ _0"></span>u<span class="_ _0"></span>p<span class="_ _4"></span>y <span class="_ _4"></span>K<span class="_ _0"></span>a<span class="_ _4"></span>p<span class="_ _0"></span>i<span class="_ _4"></span>ta<span class="_ _4"></span>ł<span class="_ _0"></span>o<span class="_ _0"></span>w<span class="_ _4"></span>e<span class="_ _0"></span>j<span class="_ _0"></span> <span class="_ _4"></span>WI<span class="_ _4"></span>K<span class="_ _0"></span>A<span class="_ _4"></span>NA<span class="_ _4"></span><span class="ff1"> <span class="_ _9"></span><span class="ls7">...............................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">14<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 xf h14 y38 ff1 fsa fc0 sc0 ls0 ws0">3.4.1. <span class="_ _a"> </span><span class="ff6">Umowy i transakcj<span class="_ _1"></span>e z zakresu działalności o<span class="_ _1"></span>peracyjnej<span class="_ _1"></span></span> <span class="_ _3"></span><span class="ls6">.......................................................<span class="ls0"> <span class="_ _3"></span><span class="ls5">14<span class="ls0"> </span></span></span></span></div><div class="t m0 xf h14 y39 ff1 fsa fc0 sc0 ls0 ws0">3.4.2. <span class="_ _a"> </span><span class="ff6">Umowy kredytowe i um<span class="_ _1"></span>owy poży<span class="_ _1"></span>czek<span class="_ _1"></span></span> <span class="_ _3"></span><span class="ls6">..................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls5">14<span class="ls0"> </span></span></span></span></div><div class="t m0 xf h14 y3a ff1 fsa fc0 sc0 ls0 ws0">3.4.3. <span class="_ _a"> </span><span class="ff6">Transakcje z podm<span class="_ _1"></span>iotami powiązanymi<span class="_ _1"></span> na innych waru<span class="_ _1"></span>nkach niż rynkowe<span class="_ _b"></span></span> <span class="_ _4"></span><span class="ls6">........................<span class="ls0"> <span class="_ _3"></span><span class="ls5">16<span class="ls0"> </span></span></span></span></div><div class="t m0 xf h14 y3b ff1 fsa fc0 sc0 ls0 ws0">3.4.4. <span class="_ _a"> </span><span class="ff6">Poręczenia i gwarancj<span class="_ _1"></span>e</span> <span class="_ _4"></span><span class="ls6">................................................................................................<span class="_ _1"></span>........<span class="ls0"> <span class="_ _3"></span><span class="ls5">16<span class="ls0"> </span></span></span></span></div><div class="t m0 xf h14 y3c ff1 fsa fc0 sc0 ls0 ws0">3.4.5. <span class="_ _a"> </span><span class="ff6">Umowy <span class="_ _c"> </span>ubezpieczenia, <span class="_ _c"> </span>współpracy <span class="_ _c"> </span>lub <span class="_ _c"> </span>kooperacj<span class="_ _1"></span>i, <span class="_ _c"> </span>umowy <span class="_ _c"> </span>zawarte <span class="_ _c"> </span>pomiędzy </span></div><div class="t m0 x10 h14 y3d ff6 fsa fc0 sc0 ls0 ws0">akcjonariuszami (ws<span class="_ _1"></span>pólnikami) i obligatar<span class="_ _1"></span>iuszami<span class="_ _1"></span><span class="ff1"> <span class="_ _3"></span><span class="ls6">................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls5">16<span class="ls0"> </span></span></span></span></span></div><div class="t m0 xf h14 y3e ff1 fsa fc0 sc0 ls0 ws0">3.4.6. <span class="_ _a"> </span><span class="ff6">Umowy, <span class="_ _d"> </span>transakcje <span class="_ _d"> </span>i <span class="_ _d"> </span>zdarzenia <span class="_ _d"> </span>znaczące, <span class="_ _d"> </span>które <span class="_ _d"> </span>wystąpiły <span class="_ _d"> </span>po <span class="_ _d"> </span>zakończ<span class="_ _1"></span>eniu <span class="_ _d"> </span>roku <span class="_ _b"></span></span> </div><div class="t m0 x10 h14 y3f ff1 fsa fc0 sc0 ls0 ws0">obrotowego<span class="_ _1"></span> <span class="_ _9"></span><span class="ls6">...........................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls5">16<span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h13 y40 ff2 fsa fc0 sc0 ls5 ws0">4.<span class="ff1 ls0"> <span class="_ _2"> </span><span class="ff3">Sytuacja finansowa G<span class="_ _1"></span>rupy Kapitałowe<span class="_ _1"></span>j WIKANA<span class="_ _1"></span></span></span><span class="ls6">...................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls5">16<span class="ff1 ls0"> </span></span></span></span></div><div class="t m0 xb h14 y41 ff1 fsa fc0 sc0 ls0 ws0">4<span class="_ _4"></span>.1<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">O<span class="_ _4"></span>m<span class="_ _0"></span>ó<span class="_ _0"></span>w<span class="_ _0"></span>i<span class="_ _4"></span>en<span class="_ _4"></span>i<span class="_ _4"></span>e <span class="_ _4"></span>s<span class="_ _0"></span>y<span class="_ _4"></span>t<span class="_ _0"></span>u<span class="_ _0"></span>a<span class="_ _4"></span>cj<span class="_ _4"></span>i<span class="_ _0"></span> <span class="_ _4"></span>fi<span class="_ _4"></span>n<span class="_ _0"></span>a<span class="_ _4"></span>n<span class="_ _0"></span>s<span class="_ _0"></span>o<span class="_ _0"></span>w<span class="_ _4"></span>ej<span class="_ _4"></span><span class="ff1"> <span class="_ _6"></span><span class="ls7">.....................................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls8">16<span class="_ _1"></span><span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 xb h14 y42 ff1 fsa fc0 sc0 ls0 ws0">4<span class="_ _4"></span>.2<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">W<span class="_ _4"></span>y<span class="_ _0"></span>k<span class="_ _0"></span>o<span class="_ _4"></span>r<span class="_ _0"></span>z<span class="_ _0"></span>y<span class="_ _0"></span>s<span class="_ _0"></span>t<span class="_ _4"></span>an<span class="_ _4"></span>i<span class="_ _4"></span>e<span class="_ _0"></span> <span class="_ _0"></span>ś<span class="_ _4"></span>ro<span class="_ _4"></span>d<span class="_ _0"></span>k<span class="_ _0"></span>ó<span class="_ _4"></span>w <span class="_ _4"></span>z<span class="_ _4"></span> e<span class="_ _4"></span>m<span class="_ _0"></span>i<span class="_ _4"></span>sj<span class="_ _4"></span>i<span class="_ _4"></span> <span class="_ _0"></span>p<span class="_ _0"></span>a<span class="_ _0"></span>p<span class="_ _4"></span>ie<span class="_ _4"></span>r<span class="_ _0"></span>ó<span class="_ _4"></span>w<span class="_ _0"></span> <span class="_ _0"></span>w<span class="_ _4"></span>ar<span class="_ _4"></span>t<span class="_ _0"></span>o<span class="_ _4"></span>śc<span class="_ _4"></span>i<span class="_ _0"></span>o<span class="_ _4"></span>w<span class="_ _0"></span>y<span class="_ _0"></span>c<span class="_ _0"></span>h<span class="_ _0"></span><span class="ff1"> <span class="_ _3"></span><span class="ls7">.......................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">20<span class="_ _1"></span><span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 xb h14 y43 ff1 fsa fc0 sc0 ls0 ws0">4<span class="_ _4"></span>.3<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span>I<span class="_ _4"></span>s<span class="_ _0"></span>t<span class="_ _0"></span>o<span class="_ _4"></span>tn<span class="_ _4"></span>e<span class="_ _4"></span> p<span class="_ _4"></span>o<span class="_ _0"></span>z<span class="_ _4"></span>yc<span class="_ _4"></span>j<span class="_ _0"></span>e<span class="_ _4"></span> p<span class="_ _4"></span>o<span class="_ _4"></span>za<span class="_ _4"></span>b<span class="_ _0"></span>i<span class="_ _0"></span>l<span class="_ _4"></span>a<span class="_ _0"></span>n<span class="_ _4"></span>so<span class="_ _4"></span>we<span class="_ _4"></span> <span class="_ _7"></span><span class="ls7">.....................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">20<span class="ls0"> </span></span></span></span></div><div class="t m0 xb h14 y44 ff1 fsa fc0 sc0 ls0 ws0">4<span class="_ _4"></span>.4<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">P<span class="_ _4"></span>r<span class="_ _0"></span>o<span class="_ _0"></span>g<span class="_ _0"></span>n<span class="_ _4"></span>o<span class="_ _0"></span>z<span class="_ _4"></span>y <span class="_ _4"></span>w<span class="_ _0"></span>y<span class="_ _0"></span>n<span class="_ _4"></span>i<span class="_ _0"></span>k<span class="_ _0"></span>ó<span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _4"></span>fi<span class="_ _4"></span>n<span class="_ _4"></span>an<span class="_ _4"></span>s<span class="_ _4"></span>o<span class="_ _0"></span>w<span class="_ _0"></span>y<span class="_ _0"></span>c<span class="_ _0"></span>h<span class="_ _4"></span><span class="ff1"> <span class="_ _9"></span><span class="ls7">...................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">20<span class="_ _1"></span><span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 xb h14 y45 ff1 fsa fc0 sc0 ls0 ws0">4<span class="_ _4"></span>.5<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">Z<span class="_ _4"></span>a<span class="_ _0"></span>s<span class="_ _0"></span>a<span class="_ _0"></span>d<span class="_ _4"></span>y<span class="_ _0"></span> <span class="_ _4"></span>sp<span class="_ _4"></span>o<span class="_ _0"></span>r<span class="_ _4"></span>zą<span class="_ _4"></span>d<span class="_ _4"></span>ze<span class="_ _4"></span>n<span class="_ _0"></span>i<span class="_ _0"></span>a<span class="_ _4"></span> <span class="_ _0"></span>sp<span class="_ _4"></span>r<span class="_ _4"></span>aw<span class="_ _4"></span>o<span class="_ _0"></span>z<span class="_ _4"></span>d<span class="_ _0"></span>a<span class="_ _0"></span>ń<span class="_ _4"></span> f<span class="_ _4"></span>i<span class="_ _0"></span>n<span class="_ _4"></span>a<span class="_ _0"></span>n<span class="_ _0"></span>s<span class="_ _0"></span>o<span class="_ _4"></span>w<span class="_ _0"></span>y<span class="_ _0"></span>c<span class="_ _4"></span>h <span class="_ _4"></span>o<span class="_ _4"></span>ra<span class="_ _4"></span>z<span class="_ _0"></span> <span class="_ _0"></span>p<span class="_ _0"></span>o<span class="_ _4"></span>d<span class="_ _0"></span>s<span class="_ _0"></span>t<span class="_ _4"></span>aw<span class="_ _4"></span>a<span class="_ _4"></span> p<span class="_ _4"></span>u<span class="_ _0"></span>b<span class="_ _0"></span>l<span class="_ _4"></span>i<span class="_ _0"></span>k<span class="_ _0"></span>a<span class="_ _4"></span>c<span class="_ _0"></span>j<span class="_ _0"></span>i<span class="_ _4"></span> r<span class="_ _4"></span>a<span class="_ _0"></span>p<span class="_ _4"></span>o<span class="_ _0"></span>r<span class="_ _0"></span>t<span class="_ _0"></span>u<span class="_ _0"></span><span class="ff1"> <span class="_ _3"></span><span class="ls7">..............................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">20<span class="_ _1"></span><span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 h13 y46 ff2 fsa fc0 sc0 ls5 ws0">5.<span class="ff1 ls0"> <span class="_ _2"> </span><span class="ff3">Perspektywy rozwo<span class="_ _1"></span>ju Grupy Kapitałowe<span class="_ _1"></span>j WIKANA o<span class="_ _1"></span>raz ryzyka i zagrożenia<span class="_ _b"></span><span class="ff2"> <span class="_ _9"></span><span class="ls6">.....................................<span class="ls0"> <span class="_ _8"></span><span class="ls5">20<span class="_ _1"></span><span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xb h14 y47 ff1 fsa fc0 sc0 ls0 ws0">5<span class="_ _4"></span>.1<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">S<span class="_ _4"></span>t<span class="_ _0"></span>r<span class="_ _0"></span>a<span class="_ _4"></span>te<span class="_ _4"></span>g<span class="_ _0"></span>i<span class="_ _4"></span>a<span class="_ _0"></span> <span class="_ _0"></span>r<span class="_ _0"></span>o<span class="_ _4"></span>z<span class="_ _0"></span>w<span class="_ _0"></span>o<span class="_ _4"></span>ju<span class="_ _4"></span> <span class="_ _0"></span>G<span class="_ _4"></span>ru<span class="_ _4"></span>p<span class="_ _4"></span>y <span class="_ _4"></span>K<span class="_ _0"></span>a<span class="_ _0"></span>p<span class="_ _4"></span>i<span class="_ _0"></span>t<span class="_ _0"></span>a<span class="_ _4"></span>ło<span class="_ _4"></span>w<span class="_ _0"></span>e<span class="_ _4"></span>j<span class="_ _0"></span> <span class="_ _0"></span>W<span class="_ _4"></span>IK<span class="_ _4"></span>A<span class="_ _0"></span>N<span class="_ _0"></span>A<span class="_ _4"></span><span class="ff1"> <span class="_ _6"></span><span class="ls7">..........................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">20<span class="_ _1"></span><span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 xb h14 y48 ff1 fsa fc0 sc0 ls0 ws0">5<span class="_ _4"></span>.2<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">P<span class="_ _4"></span>e<span class="_ _0"></span>r<span class="_ _4"></span>sp<span class="_ _4"></span>e<span class="_ _0"></span>k<span class="_ _0"></span>t<span class="_ _4"></span>y<span class="_ _0"></span>w<span class="_ _0"></span>y<span class="_ _0"></span> <span class="_ _4"></span>i <span class="_ _4"></span>c<span class="_ _4"></span>zy<span class="_ _4"></span>n<span class="_ _0"></span>n<span class="_ _4"></span>i<span class="_ _0"></span>k<span class="_ _0"></span>i<span class="_ _0"></span> <span class="_ _4"></span>ro<span class="_ _4"></span>z<span class="_ _0"></span>w<span class="_ _4"></span>o<span class="_ _0"></span>j<span class="_ _0"></span>u<span class="_ _0"></span> <span class="_ _4"></span>G<span class="_ _0"></span>r<span class="_ _0"></span>u<span class="_ _4"></span>p<span class="_ _0"></span>y <span class="_ _4"></span>K<span class="_ _4"></span>ap<span class="_ _4"></span>i<span class="_ _0"></span>t<span class="_ _4"></span>ał<span class="_ _4"></span>o<span class="_ _4"></span>we<span class="_ _4"></span>j<span class="_ _0"></span> <span class="_ _0"></span>W<span class="_ _4"></span>I<span class="_ _0"></span>K<span class="_ _0"></span>A<span class="_ _4"></span>NA<span class="_ _4"></span><span class="ff1"> <span class="_ _7"></span><span class="ls7">................................................................<span class="_ _1"></span>..................<span class="ls0"> <span class="_ _7"></span><span class="ls8">21<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 xb h14 y49 ff1 fsa fc0 sc0 ls0 ws0">5<span class="_ _4"></span>.3<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">R<span class="_ _4"></span>yz<span class="_ _4"></span>y<span class="_ _0"></span>k<span class="_ _4"></span>o<span class="_ _0"></span> <span class="_ _0"></span>p<span class="_ _4"></span>ro<span class="_ _4"></span>w<span class="_ _0"></span>a<span class="_ _4"></span>d<span class="_ _0"></span>z<span class="_ _0"></span>o<span class="_ _0"></span>n<span class="_ _0"></span>e<span class="_ _4"></span>j<span class="_ _0"></span> <span class="_ _4"></span>d<span class="_ _0"></span>zi<span class="_ _4"></span>a<span class="_ _4"></span>ła<span class="_ _4"></span>l<span class="_ _0"></span>n<span class="_ _4"></span>oś<span class="_ _4"></span>c<span class="_ _0"></span>i<span class="_ _0"></span><span class="ff1"> <span class="_ _3"></span><span class="ls7">................................................................................................................................<span class="ls0">.<span class="_ _0"></span> <span class="_ _7"></span><span class="ls8">21<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 x1 h13 y4a ff2 fsa fc0 sc0 ls5 ws0">6.<span class="ff1 ls0"> <span class="_ _2"> </span><span class="ff3">Oświadczenie o sto<span class="_ _1"></span>sowaniu ładu korpo<span class="_ _1"></span>racyjnego<span class="_ _1"></span><span class="ff2"> <span class="_ _7"></span><span class="ls6">................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls5">28<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xb h14 y4b ff1 fsa fc0 sc0 ls0 ws0">6<span class="_ _4"></span>.1<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">W<span class="_ _4"></span>s<span class="_ _0"></span>k<span class="_ _0"></span>a<span class="_ _4"></span>za<span class="_ _4"></span>n<span class="_ _0"></span>i<span class="_ _0"></span>e<span class="_ _4"></span> <span class="_ _b"></span>p<span class="_ _4"></span>o<span class="_ _0"></span>s<span class="_ _0"></span>t<span class="_ _4"></span>an<span class="_ _4"></span>o<span class="_ _0"></span>w<span class="_ _0"></span>i<span class="_ _4"></span>eń<span class="_ _4"></span> <span class="_ _1"></span>z<span class="_ _0"></span>b<span class="_ _0"></span>i<span class="_ _0"></span>o<span class="_ _4"></span>ru<span class="_ _4"></span> <span class="_ _1"></span>za<span class="_ _4"></span>s<span class="_ _0"></span>a<span class="_ _4"></span>d ła<span class="_ _4"></span>d<span class="_ _0"></span>u<span class="_ _4"></span> <span class="_ _b"></span>k<span class="_ _0"></span>o<span class="_ _4"></span>r<span class="_ _0"></span>p<span class="_ _0"></span>o<span class="_ _4"></span>ra<span class="_ _4"></span>c<span class="_ _0"></span>y<span class="_ _4"></span>jn<span class="_ _4"></span>e<span class="_ _0"></span>g<span class="_ _4"></span>o<span class="_ _0"></span>,<span class="_ _0"></span> <span class="_ _b"></span>o<span class="_ _4"></span>d<span class="_ _0"></span> <span class="_ _1"></span>s<span class="_ _0"></span>t<span class="_ _0"></span>o<span class="_ _4"></span>so<span class="_ _4"></span>w<span class="_ _0"></span>a<span class="_ _0"></span>n<span class="_ _4"></span>i<span class="_ _0"></span>a<span class="_ _4"></span> <span class="_ _b"></span>k<span class="_ _0"></span>t<span class="_ _4"></span>ó<span class="_ _0"></span>r<span class="_ _0"></span>y<span class="_ _4"></span>ch<span class="_ _4"></span> <span class="_ _b"></span>W<span class="_ _4"></span>IK<span class="_ _4"></span>A<span class="_ _0"></span>N<span class="_ _4"></span>A<span class="_ _0"></span> <span class="_ _b"></span>S<span class="_ _4"></span>.A<span class="_ _4"></span>.<span class="_ _4"></span> <span class="_ _b"></span>o<span class="_ _4"></span>d<span class="_ _0"></span>s<span class="_ _0"></span>t<span class="_ _4"></span>ąp<span class="_ _4"></span>i<span class="_ _0"></span>ł<span class="_ _4"></span>a<span class="_ _0"></span>,<span class="_ _0"></span> </span></div><div class="t m0 xf h14 y4c ff6 fsa fc0 sc0 ls0 ws0">w<span class="_ _4"></span>ra<span class="_ _4"></span>z<span class="_ _4"></span> <span class="_ _0"></span>z <span class="_ _4"></span>u<span class="_ _4"></span>za<span class="_ _4"></span>s<span class="_ _4"></span>ad<span class="_ _4"></span>n<span class="_ _0"></span>i<span class="_ _0"></span>e<span class="_ _4"></span>n<span class="_ _0"></span>i<span class="_ _0"></span>e<span class="_ _0"></span>m<span class="_ _4"></span> p<span class="_ _4"></span>o<span class="_ _0"></span>w<span class="_ _4"></span>y<span class="_ _0"></span>ż<span class="_ _0"></span>s<span class="_ _4"></span>ze<span class="_ _4"></span>g<span class="_ _0"></span>o<span class="_ _0"></span><span class="ff1"> <span class="_ _7"></span><span class="ls7">............................................................................................................................<span class="_ _1"></span><span class="ls0"> <span class="_ _7"></span><span class="ls8">28<span class="ls0"> </span></span></span></span></span></div><div class="t m0 xb h14 y4d ff1 fsa fc0 sc0 ls0 ws0">6<span class="_ _4"></span>.2<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">S<span class="_ _4"></span>y<span class="_ _0"></span>s<span class="_ _0"></span>t<span class="_ _0"></span>e<span class="_ _4"></span>m<span class="_ _0"></span>y<span class="_ _0"></span> <span class="_ _4"></span>ko<span class="_ _4"></span>n<span class="_ _0"></span>t<span class="_ _4"></span>ro<span class="_ _4"></span>l<span class="_ _4"></span>i <span class="_ _4"></span>w<span class="_ _0"></span>e<span class="_ _4"></span>wn<span class="_ _4"></span>ę<span class="_ _0"></span>t<span class="_ _4"></span>r<span class="_ _0"></span>z<span class="_ _0"></span>n<span class="_ _0"></span>e<span class="_ _4"></span>j<span class="_ _0"></span> <span class="_ _0"></span>i<span class="_ _4"></span> <span class="_ _0"></span>za<span class="_ _4"></span>r<span class="_ _4"></span>z<span class="_ _0"></span>ą<span class="_ _0"></span>d<span class="_ _4"></span>za<span class="_ _4"></span>n<span class="_ _0"></span>i<span class="_ _4"></span>a <span class="_ _4"></span>r<span class="_ _0"></span>y<span class="_ _4"></span>zy<span class="_ _4"></span>k<span class="_ _0"></span>i<span class="_ _4"></span>e<span class="_ _0"></span>m<span class="_ _0"></span><span class="ff1"> <span class="_ _3"></span><span class="ls7">..............................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">31<span class="_ _1"></span><span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 xb h14 y4e ff1 fsa fc0 sc0 ls0 ws0">6<span class="_ _4"></span>.3<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span>A<span class="_ _4"></span>k<span class="_ _0"></span>c<span class="_ _0"></span>j<span class="_ _4"></span>e<span class="_ _0"></span> <span class="_ _0"></span>i<span class="_ _0"></span> <span class="_ _4"></span>a<span class="_ _0"></span>k<span class="_ _0"></span>c<span class="_ _4"></span>jo<span class="_ _4"></span>n<span class="_ _0"></span>a<span class="_ _4"></span>ri<span class="_ _4"></span>a<span class="_ _4"></span>t <span class="_ _7"></span><span class="ls7">................................................................<span class="_ _1"></span>...........................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">32<span class="ls0"> </span></span></span></span></div><div class="t m0 xf h14 y4f ff1 fsa fc0 sc0 ls0 ws0">6.3.1. <span class="_ _a"> </span><span class="ff6">Struktura kapitału zak<span class="_ _1"></span>ładowego WIKAN<span class="_ _1"></span>A S.A.<span class="_ _1"></span></span> <span class="_ _4"></span><span class="ls6">....................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls5">32<span class="ls0"> </span></span></span></span></div><div class="t m0 xf h14 y50 ff1 fsa fc0 sc0 ls0 ws0">6.3.2. <span class="_ _a"> </span><span class="ff6">Akcje własne</span> <span class="_ _3"></span><span class="ls6">.........................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls5">32<span class="ls0"> </span></span></span></span></div><div class="t m0 xf h14 y51 ff1 fsa fc0 sc0 ls0 ws0">6.3.3. <span class="_ _a"> </span>Struktura akcjonariat<span class="_ _1"></span>u <span class="ls6">..........................................................................................................</span> <span class="_ _3"></span><span class="ls5">32<span class="ls0"> </span></span></div><div class="t m0 xf h14 y52 ff1 fsa fc0 sc0 ls0 ws0">6.3.4. <span class="_ _a"> </span><span class="ff6">Wykaz akcji i udziałów podmiotów z Grupy Kapitałowe<span class="_ _1"></span>j w posiadaniu osób zarządzający<span class="_ _1"></span>ch i </span></div><div class="t m0 x10 h14 y53 ff6 fsa fc0 sc0 ls0 ws0">nadzorujących<span class="_ _1"></span><span class="ff1"> <span class="_ _0"></span><span class="ls6">......................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls5">33<span class="ls0"> </span></span></span></span></span></div><div class="t m0 xf h14 y54 ff1 fsa fc0 sc0 ls0 ws0">6.3.5. <span class="_ _a"> </span><span class="ff6">Ograniczenia związan<span class="_ _1"></span>e z papierami wart<span class="_ _1"></span>ościowymi<span class="_ _b"></span></span> <span class="_ _9"></span><span class="ls6">............................................................<span class="ls0"> <span class="_ _3"></span><span class="ls5">34<span class="ls0"> </span></span></span></span></div><div class="t m0 xf h14 y55 ff1 fsa fc0 sc0 ls0 ws0">6.3.6. <span class="_ _a"> </span><span class="ff6">Informacje o sys<span class="_ _1"></span>temie kontroli progra<span class="_ _1"></span>mów akcji pracow<span class="_ _1"></span>niczych<span class="_ _1"></span></span> <span class="_ _3"></span><span class="ls6">..........................................<span class="ls0"> <span class="_ _3"></span><span class="ls5">34<span class="ls0"> </span></span></span></span></div><div class="t m0 xb h14 y56 ff1 fsa fc0 sc0 ls0 ws0">6<span class="_ _4"></span>.4<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span>S<span class="_ _4"></span>p<span class="_ _0"></span>e<span class="_ _0"></span>c<span class="_ _4"></span>ja<span class="_ _4"></span>l<span class="_ _0"></span>n<span class="_ _4"></span>e <span class="_ _4"></span>u<span class="_ _0"></span>p<span class="_ _4"></span>r<span class="_ _0"></span>a<span class="_ _0"></span>w<span class="_ _0"></span>n<span class="_ _4"></span>ie<span class="_ _4"></span>n<span class="_ _4"></span>ia<span class="_ _4"></span> <span class="_ _4"></span>ko<span class="_ _4"></span>n<span class="_ _0"></span>t<span class="_ _4"></span>ro<span class="_ _4"></span>l<span class="_ _0"></span>n<span class="_ _4"></span>e <span class="_ _3"></span><span class="ls7">..................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">34<span class="ls0"> </span></span></span></span></div><div class="t m0 xb h14 y57 ff1 fsa fc0 sc0 ls0 ws0">6<span class="_ _4"></span>.5<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">W<span class="_ _0"></span>ł<span class="_ _4"></span>a<span class="_ _0"></span>d<span class="_ _4"></span>ze<span class="_ _4"></span> <span class="_ _0"></span>W<span class="_ _4"></span>IK<span class="_ _4"></span>A<span class="_ _0"></span>N<span class="_ _0"></span>A<span class="_ _4"></span> <span class="_ _0"></span>S<span class="_ _0"></span>.<span class="_ _0"></span>A<span class="_ _4"></span>.<span class="ff1"> <span class="_ _3"></span><span class="ls7">................................................................................................<span class="_ _1"></span>....................................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">34<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 xf h14 y58 ff1 fsa fc0 sc0 ls0 ws0">6.5.1. <span class="_ _a"> </span><span class="ff6">Zarząd</span> <span class="ls6">..................................................................................................................................</span> <span class="_ _3"></span><span class="ls5">34<span class="ls0"> </span></span></div><div class="t m0 xf h14 y59 ff1 fsa fc0 sc0 ls0 ws0">6.5.2. <span class="_ _a"> </span>Rada Nadzorcza<span class="_ _1"></span> <span class="_ _9"></span><span class="ls6">...................................................................................................................<span class="ls0"> <span class="_ _8"></span><span class="ls5">38<span class="_ _1"></span><span class="ls0"> </span></span></span></span></div></div><a class="l" href="#pf4"><span class="d m1" style="border-style:none;position:absolute;left:70.785000px;bottom:924.937000px;width:486.450000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf4"><span class="d m1" style="border-style:none;position:absolute;left:89.245000px;bottom:906.100000px;width:472.250000px;height:14.490000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf4"><span class="d m1" 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style="border-style:none;position:absolute;left:89.245000px;bottom:736.450000px;width:472.250000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pfe"><span class="d m1" style="border-style:none;position:absolute;left:126.100000px;bottom:717.600000px;width:443.850000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pfe"><span class="d m1" style="border-style:none;position:absolute;left:126.100000px;bottom:698.763000px;width:443.850000px;height:14.490000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf10"><span class="d m1" style="border-style:none;position:absolute;left:126.100000px;bottom:679.913000px;width:443.850000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf10"><span class="d m1" style="border-style:none;position:absolute;left:126.100000px;bottom:661.063000px;width:443.850000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf10"><span class="d m1" style="border-style:none;position:absolute;left:126.100000px;bottom:646.113000px;width:446.630000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf10"><span class="d m1" style="border-style:none;position:absolute;left:70.785000px;bottom:627.263000px;width:486.400000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf10"><span class="d m1" style="border-style:none;position:absolute;left:126.100000px;bottom:612.313000px;width:455.630000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf10"><span class="d m1" style="border-style:none;position:absolute;left:70.785000px;bottom:593.463000px;width:486.400000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf10"><span class="d m1" style="border-style:none;position:absolute;left:70.785000px;bottom:574.613000px;width:486.450000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf10"><span class="d m1" style="border-style:none;position:absolute;left:89.245000px;bottom:555.763000px;width:472.250000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf14"><span class="d m1" style="border-style:none;position:absolute;left:89.245000px;bottom:536.913000px;width:472.250000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf14"><span class="d m1" style="border-style:none;position:absolute;left:89.245000px;bottom:518.076000px;width:472.250000px;height:14.490000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf14"><span class="d m1" style="border-style:none;position:absolute;left:89.245000px;bottom:499.226000px;width:472.250000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf14"><span class="d m1" style="border-style:none;position:absolute;left:89.245000px;bottom:480.376000px;width:472.250000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf14"><span class="d m1" style="border-style:none;position:absolute;left:70.785000px;bottom:461.526000px;width:486.450000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf14"><span class="d m1" style="border-style:none;position:absolute;left:89.245000px;bottom:442.676000px;width:472.250000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf15"><span class="d m1" style="border-style:none;position:absolute;left:89.245000px;bottom:423.826000px;width:472.250000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf15"><span class="d m1" style="border-style:none;position:absolute;left:89.245000px;bottom:404.976000px;width:472.250000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf1c"><span class="d m1" style="border-style:none;position:absolute;left:70.785000px;bottom:386.126000px;width:486.450000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf1c"><span class="d m1" 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style="border-style:none;position:absolute;left:89.245000px;bottom:148.902000px;width:472.250000px;height:14.490000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf22"><span class="d m1" style="border-style:none;position:absolute;left:126.100000px;bottom:130.052000px;width:443.850000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf26"><span class="d m1" style="border-style:none;position:absolute;left:126.100000px;bottom:111.198100px;width:443.850000px;height:14.503000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a></div><div class="pi"></div></div>
<div id="pf3" class="pf w0 h0"><div class="pc pc3 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x3 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h12 y2c ff1 fs9 fc0 sc0 ls0 ws0">3<span class="ff5 fs6"> </span></div><div class="t m0 xb h14 y5a ff1 fsa fc0 sc0 ls0 ws0">6<span class="_ _4"></span>.6<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">S<span class="_ _4"></span>p<span class="_ _0"></span>o<span class="_ _0"></span>s<span class="_ _0"></span>ó<span class="_ _4"></span>b <span class="_ _4"></span>d<span class="_ _0"></span>zi<span class="_ _4"></span>a<span class="_ _4"></span>ła<span class="_ _4"></span>n<span class="_ _0"></span>i<span class="_ _4"></span>a<span class="_ _0"></span> i<span class="_ _4"></span> z<span class="_ _4"></span>a<span class="_ _0"></span>s<span class="_ _0"></span>a<span class="_ _4"></span>dn<span class="_ _4"></span>i<span class="_ _4"></span>cz<span class="_ _4"></span>e <span class="_ _4"></span>up<span class="_ _4"></span>r<span class="_ _4"></span>aw<span class="_ _4"></span>n<span class="_ _0"></span>i<span class="_ _0"></span>e<span class="_ _4"></span>n<span class="_ _0"></span>i<span class="_ _0"></span>a<span class="_ _4"></span> w<span class="_ _0"></span>a<span class="_ _4"></span>l<span class="_ _0"></span>n<span class="_ _0"></span>e<span class="_ _0"></span>g<span class="_ _4"></span>o <span class="_ _4"></span>zg<span class="_ _4"></span>r<span class="_ _0"></span>o<span class="_ _4"></span>ma<span class="_ _4"></span>d<span class="_ _0"></span>z<span class="_ _4"></span>en<span class="_ _4"></span>i<span class="_ _4"></span>a <span class="_ _0"></span>o<span class="_ _4"></span>ra<span class="_ _4"></span>z<span class="_ _0"></span> o<span class="_ _4"></span>p<span class="_ _0"></span>i<span class="_ _4"></span>s<span class="_ _0"></span> p<span class="_ _4"></span>r<span class="_ _0"></span>a<span class="_ _0"></span>w<span class="_ _4"></span> a<span class="_ _4"></span>kc<span class="_ _4"></span>j<span class="_ _0"></span>o<span class="_ _4"></span>n<span class="_ _0"></span>a<span class="_ _0"></span>r<span class="_ _0"></span>i<span class="_ _4"></span>u<span class="_ _0"></span>s<span class="_ _4"></span>zy<span class="_ _4"></span> i<span class="_ _4"></span> s<span class="_ _4"></span>po<span class="_ _4"></span>s<span class="_ _4"></span>ób<span class="_ _4"></span> i<span class="_ _4"></span>c<span class="_ _0"></span>h<span class="_ _0"></span> </span></div><div class="t m0 xf h14 y5b ff1 fsa fc0 sc0 ls0 ws0">w<span class="_ _4"></span>yk<span class="_ _4"></span>o<span class="_ _4"></span>n<span class="_ _0"></span>yw<span class="_ _4"></span>a<span class="_ _0"></span>n<span class="_ _4"></span>i<span class="_ _0"></span>a<span class="_ _0"></span> <span class="_ _6"></span><span class="ls7">...................................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">43<span class="ls0"> </span></span></span></span></div><div class="t m0 xb h14 y5c ff1 fsa fc0 sc0 ls0 ws0">6<span class="_ _4"></span>.7<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span>O<span class="_ _4"></span>p<span class="_ _0"></span>i<span class="_ _4"></span>s <span class="_ _4"></span>z<span class="_ _0"></span>a<span class="_ _4"></span>sa<span class="_ _4"></span>d<span class="_ _0"></span> <span class="_ _4"></span>zm<span class="_ _4"></span>i<span class="_ _0"></span>a<span class="_ _4"></span>n<span class="_ _0"></span>y <span class="_ _4"></span>s<span class="_ _4"></span>ta<span class="_ _4"></span>t<span class="_ _0"></span>u<span class="_ _4"></span>tu<span class="_ _4"></span> <span class="_ _0"></span>W<span class="_ _4"></span>I<span class="_ _0"></span>K<span class="_ _0"></span>A<span class="_ _4"></span>NA<span class="_ _4"></span> <span class="_ _0"></span>S<span class="_ _4"></span>.<span class="_ _0"></span>A<span class="_ _0"></span>.<span class="_ _0"></span> <span class="_ _9"></span><span class="ls7">...................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls8">45<span class="_ _1"></span><span class="ls0"> </span></span></span></span></div><div class="t m0 x1 h13 y5d ff2 fsa fc0 sc0 ls5 ws0">7.<span class="ff1 ls0"> <span class="_ _2"> </span><span class="ff3">Pozostałe informacje<span class="_ _1"></span><span class="ff2"> <span class="_ _3"></span><span class="ls6">................................................................................................................................<span class="ls0">. <span class="_ _3"></span><span class="ls5">46<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xb h14 y5e ff1 fsa fc0 sc0 ls0 ws0">7<span class="_ _4"></span>.1<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">P<span class="_ _4"></span>o<span class="_ _0"></span>s<span class="_ _0"></span>t<span class="_ _4"></span>ęp<span class="_ _4"></span>o<span class="_ _0"></span>w<span class="_ _0"></span>a<span class="_ _4"></span>ni<span class="_ _4"></span>a<span class="_ _4"></span> p<span class="_ _4"></span>rz<span class="_ _4"></span>e<span class="_ _0"></span>d<span class="_ _4"></span> s<span class="_ _0"></span>ą<span class="_ _4"></span>de<span class="_ _4"></span>m<span class="_ _0"></span>,<span class="_ _4"></span> o<span class="_ _4"></span>r<span class="_ _0"></span>g<span class="_ _0"></span>a<span class="_ _4"></span>ne<span class="_ _4"></span>m<span class="_ _0"></span> w<span class="_ _4"></span>ł<span class="_ _0"></span>a<span class="_ _4"></span>ś<span class="_ _0"></span>ci<span class="_ _4"></span>w<span class="_ _4"></span>ym<span class="_ _4"></span> d<span class="_ _4"></span>l<span class="_ _0"></span>a<span class="_ _4"></span> p<span class="_ _0"></span>o<span class="_ _4"></span>st<span class="_ _4"></span>ę<span class="_ _0"></span>p<span class="_ _4"></span>ow<span class="_ _4"></span>a<span class="_ _0"></span>n<span class="_ _0"></span>i<span class="_ _4"></span>a<span class="_ _0"></span> a<span class="_ _4"></span>r<span class="_ _0"></span>b<span class="_ _0"></span>i<span class="_ _4"></span>t<span class="_ _0"></span>r<span class="_ _0"></span>a<span class="_ _4"></span>żo<span class="_ _4"></span>w<span class="_ _0"></span>e<span class="_ _0"></span>g<span class="_ _4"></span>o<span class="_ _0"></span> l<span class="_ _4"></span>u<span class="_ _0"></span>b<span class="_ _4"></span> o<span class="_ _0"></span>r<span class="_ _0"></span>g<span class="_ _4"></span>an<span class="_ _4"></span>e<span class="_ _4"></span>m <span class="_ _0"></span>a<span class="_ _4"></span>dm<span class="_ _4"></span>i<span class="_ _0"></span>n<span class="_ _0"></span>i<span class="_ _4"></span>s<span class="_ _0"></span>t<span class="_ _4"></span>ra<span class="_ _4"></span>c<span class="_ _4"></span>ji<span class="_ _4"></span> </span></div><div class="t m0 xf h14 y5f ff1 fsa fc0 sc0 ls0 ws0">p<span class="_ _4"></span>ub<span class="_ _4"></span>l<span class="_ _4"></span>i<span class="_ _0"></span>c<span class="_ _0"></span>z<span class="_ _0"></span>n<span class="_ _4"></span>e<span class="_ _0"></span>j<span class="_ _0"></span> <span class="_ _4"></span><span class="ls7">................................................................................................................................<span class="_ _1"></span>.........................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">46<span class="ls0"> </span></span></span></span></div><div class="t m0 xb h14 y60 ff1 fsa fc0 sc0 ls0 ws0">7<span class="_ _4"></span>.2<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">P<span class="_ _4"></span>o<span class="_ _0"></span>d<span class="_ _0"></span>m<span class="_ _4"></span>io<span class="_ _4"></span>t<span class="_ _0"></span> <span class="_ _4"></span>up<span class="_ _4"></span>r<span class="_ _0"></span>a<span class="_ _4"></span>wn<span class="_ _4"></span>i<span class="_ _4"></span>on<span class="_ _4"></span>y<span class="_ _0"></span> <span class="_ _0"></span>d<span class="_ _4"></span>o<span class="_ _0"></span> <span class="_ _0"></span>b<span class="_ _4"></span>a<span class="_ _0"></span>d<span class="_ _0"></span>a<span class="_ _0"></span>n<span class="_ _4"></span>ia<span class="_ _4"></span> <span class="_ _4"></span>sp<span class="_ _4"></span>r<span class="_ _0"></span>a<span class="_ _4"></span>wo<span class="_ _4"></span>z<span class="_ _0"></span>d<span class="_ _0"></span>a<span class="_ _4"></span>ń<span class="_ _0"></span> <span class="_ _0"></span>f<span class="_ _0"></span>i<span class="_ _4"></span>n<span class="_ _0"></span>a<span class="_ _0"></span>n<span class="_ _4"></span>so<span class="_ _4"></span>w<span class="_ _0"></span>y<span class="_ _4"></span>ch<span class="_ _4"></span><span class="ff1"> <span class="_ _4"></span><span class="ls7">....................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">46<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 xb h14 y61 ff1 fsa fc0 sc0 ls0 ws0">7<span class="_ _4"></span>.3<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">Z<span class="_ _4"></span>a<span class="_ _0"></span>g<span class="_ _0"></span>a<span class="_ _0"></span>d<span class="_ _4"></span>ni<span class="_ _4"></span>e<span class="_ _4"></span>ni<span class="_ _4"></span>a<span class="_ _0"></span> <span class="_ _4"></span>do<span class="_ _4"></span>t<span class="_ _4"></span>y<span class="_ _0"></span>c<span class="_ _0"></span>z<span class="_ _0"></span>ą<span class="_ _4"></span>ce<span class="_ _4"></span> <span class="_ _0"></span>ś<span class="_ _4"></span>r<span class="_ _0"></span>o<span class="_ _0"></span>d<span class="_ _0"></span>o<span class="_ _0"></span>w<span class="_ _4"></span>i<span class="_ _0"></span>s<span class="_ _0"></span>k<span class="_ _0"></span>a<span class="_ _4"></span> n<span class="_ _4"></span>a<span class="_ _0"></span>t<span class="_ _4"></span>u<span class="_ _0"></span>r<span class="_ _0"></span>a<span class="_ _0"></span>l<span class="_ _4"></span>n<span class="_ _0"></span>e<span class="_ _0"></span>g<span class="_ _4"></span>o<span class="ff1"> <span class="_ _9"></span><span class="ls7">.......................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">47<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 xb h14 y62 ff1 fsa fc0 sc0 ls0 ws0">7<span class="_ _4"></span>.4<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span>I<span class="_ _4"></span>n<span class="_ _0"></span>f<span class="_ _0"></span>o<span class="_ _4"></span>rm<span class="_ _4"></span>a<span class="_ _4"></span>cj<span class="_ _4"></span>a<span class="_ _0"></span> <span class="_ _0"></span>o<span class="_ _4"></span> <span class="_ _0"></span>z<span class="_ _0"></span>a<span class="_ _4"></span>t<span class="_ _0"></span>ru<span class="_ _4"></span>d<span class="_ _4"></span>n<span class="_ _0"></span>i<span class="_ _0"></span>e<span class="_ _0"></span>n<span class="_ _4"></span>iu<span class="_ _4"></span> <span class="_ _3"></span><span class="ls7">...............................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">47<span class="ls0"> </span></span></span></span></div><div class="t m0 xb h14 y63 ff1 fsa fc0 sc0 ls0 ws0">7<span class="_ _4"></span>.5<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">O<span class="_ _4"></span>si<span class="_ _4"></span>ą<span class="_ _4"></span>gn<span class="_ _4"></span>i<span class="_ _0"></span>ę<span class="_ _4"></span>ci<span class="_ _4"></span>a<span class="_ _0"></span> <span class="_ _4"></span>w<span class="_ _0"></span> <span class="_ _0"></span>d<span class="_ _4"></span>zi<span class="_ _4"></span>e<span class="_ _0"></span>d<span class="_ _4"></span>zi<span class="_ _4"></span>n<span class="_ _0"></span>i<span class="_ _4"></span>e<span class="_ _0"></span> <span class="_ _0"></span>b<span class="_ _4"></span>ad<span class="_ _4"></span>a<span class="_ _0"></span>ń<span class="_ _4"></span> i<span class="_ _4"></span> <span class="_ _4"></span>ro<span class="_ _4"></span>z<span class="_ _4"></span>wo<span class="_ _4"></span>j<span class="_ _0"></span>u<span class="_ _0"></span><span class="ff1"> <span class="_ _9"></span><span class="ls7">...................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">47<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 xb h14 y64 ff1 fsa fc0 sc0 ls0 ws0">7<span class="_ _4"></span>.6<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">W<span class="_ _4"></span>s<span class="_ _0"></span>p<span class="_ _0"></span>a<span class="_ _4"></span>rc<span class="_ _4"></span>i<span class="_ _0"></span>e<span class="_ _0"></span> <span class="_ _4"></span>d<span class="_ _0"></span>z<span class="_ _0"></span>i<span class="_ _0"></span>a<span class="_ _4"></span>ł<span class="_ _0"></span>a<span class="_ _0"></span>ń<span class="_ _4"></span> e<span class="_ _4"></span>d<span class="_ _0"></span>u<span class="_ _4"></span>k<span class="_ _0"></span>a<span class="_ _4"></span>cy<span class="_ _4"></span>jn<span class="_ _4"></span>y<span class="_ _4"></span>ch<span class="_ _4"></span> <span class="_ _0"></span>i<span class="_ _4"></span> <span class="_ _0"></span>s<span class="_ _0"></span>p<span class="_ _4"></span>o<span class="_ _0"></span>r<span class="_ _0"></span>t<span class="_ _4"></span>ow<span class="_ _4"></span>y<span class="_ _0"></span>c<span class="_ _4"></span>h<span class="ff1 ls7">.............................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">47<span class="ls0"> </span></span></span></span></span></div><div class="t m0 x1 h13 y65 ff2 fsa fc0 sc0 ls5 ws0">8.<span class="ff1 ls0"> <span class="_ _2"> </span><span class="ff3">Oświadczenia Zarządu<span class="_ _1"></span> WIKANA S<span class="_ _1"></span>.A.<span class="ff2"> <span class="_ _7"></span><span class="ls6">......................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls5">47<span class="ff1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xb h14 y66 ff1 fsa fc0 sc0 ls0 ws0">8<span class="_ _4"></span>.1<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">O<span class="_ _4"></span>św<span class="_ _4"></span>i<span class="_ _0"></span>a<span class="_ _4"></span>d<span class="_ _0"></span>c<span class="_ _4"></span>ze<span class="_ _4"></span>n<span class="_ _0"></span>i<span class="_ _0"></span>e<span class="_ _4"></span> <span class="_ _0"></span>Z<span class="_ _0"></span>a<span class="_ _4"></span>rz<span class="_ _4"></span>ą<span class="_ _0"></span>d<span class="_ _0"></span>u<span class="_ _4"></span> W<span class="_ _4"></span>I<span class="_ _4"></span>KA<span class="_ _4"></span>N<span class="_ _0"></span>A<span class="_ _0"></span> <span class="_ _4"></span>S<span class="_ _0"></span>.<span class="_ _0"></span>A<span class="_ _4"></span>. <span class="_ _4"></span>o<span class="_ _0"></span> <span class="_ _4"></span>r<span class="_ _0"></span>z<span class="_ _0"></span>e<span class="_ _4"></span>te<span class="_ _4"></span>l<span class="_ _4"></span>no<span class="_ _4"></span>ś<span class="_ _0"></span>c<span class="_ _0"></span>i<span class="_ _4"></span> <span class="_ _0"></span>s<span class="_ _0"></span>p<span class="_ _4"></span>ra<span class="_ _4"></span>w<span class="_ _0"></span>o<span class="_ _4"></span>zd<span class="_ _4"></span>a<span class="_ _0"></span>ń<span class="_ _0"></span><span class="ff1"> <span class="_ _9"></span><span class="ls7">...........................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls8">47<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 xb h14 y67 ff1 fsa fc0 sc0 ls0 ws0">8<span class="_ _4"></span>.2<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _5"> </span><span class="ff6">I<span class="_ _4"></span>n<span class="_ _0"></span>f<span class="_ _0"></span>o<span class="_ _4"></span>rm<span class="_ _4"></span>a<span class="_ _4"></span>cj<span class="_ _4"></span>a<span class="_ _0"></span> <span class="_ _e"> </span>Z<span class="_ _4"></span>a<span class="_ _0"></span>r<span class="_ _0"></span>z<span class="_ _0"></span>ą<span class="_ _4"></span>du<span class="_ _4"></span> <span class="_ _e"> </span>S<span class="_ _0"></span>p<span class="_ _4"></span>ół<span class="_ _4"></span>k<span class="_ _4"></span>i <span class="_ _e"> </span>n<span class="_ _4"></span>t<span class="_ _4"></span>.<span class="_ _0"></span> <span class="_ _e"> </span>fi<span class="_ _4"></span>r<span class="_ _4"></span>m<span class="_ _0"></span>y<span class="_ _0"></span> <span class="_ _e"> </span>a<span class="_ _4"></span>ud<span class="_ _4"></span>y<span class="_ _0"></span>t<span class="_ _0"></span>o<span class="_ _4"></span>r<span class="_ _0"></span>s<span class="_ _0"></span>k<span class="_ _4"></span>ie<span class="_ _4"></span>j<span class="_ _4"></span> <span class="_ _e"> </span>p<span class="_ _0"></span>r<span class="_ _0"></span>z<span class="_ _0"></span>e<span class="_ _4"></span>p<span class="_ _0"></span>r<span class="_ _0"></span>o<span class="_ _4"></span>wa<span class="_ _4"></span>d<span class="_ _4"></span>za<span class="_ _4"></span>j<span class="_ _0"></span>ą<span class="_ _4"></span>ce<span class="_ _4"></span>j<span class="_ _0"></span> <span class="_ _e"> </span>b<span class="_ _0"></span>a<span class="_ _4"></span>da<span class="_ _4"></span>n<span class="_ _0"></span>i<span class="_ _4"></span>e<span class="_ _0"></span> <span class="_ _e"> </span>r<span class="_ _0"></span>o<span class="_ _0"></span>c<span class="_ _0"></span>z<span class="_ _4"></span>n<span class="_ _0"></span>y<span class="_ _0"></span>c<span class="_ _0"></span>h<span class="_ _4"></span> <span class="_ _e"> </span>s<span class="_ _0"></span>p<span class="_ _4"></span>ra<span class="_ _4"></span>w<span class="_ _0"></span>o<span class="_ _4"></span>zd<span class="_ _4"></span>a<span class="_ _0"></span>ń<span class="_ _4"></span> <span class="ff1"> </span></span></div><div class="t m0 xf h14 y68 ff1 fsa fc0 sc0 ls0 ws0">f<span class="_ _4"></span>in<span class="_ _4"></span>a<span class="_ _4"></span>n<span class="_ _0"></span>s<span class="_ _0"></span>o<span class="_ _0"></span>w<span class="_ _4"></span>yc<span class="_ _4"></span>h<span class="_ _0"></span> <span class="_ _6"></span><span class="ls7">.....................................................................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls8">48<span class="_ _1"></span><span class="ls0"> </span></span></span></span></div></div><a class="l" href="#pf2b"><span class="d m1" style="border-style:none;position:absolute;left:89.245000px;bottom:987.376000px;width:474.580000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf2b"><span class="d m1" style="border-style:none;position:absolute;left:70.785000px;bottom:968.526000px;width:486.450000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></a><a class="l" href="#pf2d"><span class="d m1" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h12 y2c ff1 fs9 fc0 sc0 ls0 ws0">4<span class="ff5 fs6"> </span></div><div class="t m0 xb h3 y69 ff2 fs1 fc1 sc0 ls9 ws0">1.<span class="ls0"> <span class="_ _f"> </span>Wprowadze<span class="_ _0"></span>nie </span></div><div class="t m0 x12 h15 y6a ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Podstawowe informacje nt. działalności Grupy Kapitałowej WIKANA</span> </div><div class="t m0 xb h14 y6b ff6 fsa fc0 sc0 ls0 ws0">Grupa <span class="_ _10"> </span>Kapitałowa <span class="_ _10"> </span>WIKAN<span class="_ _1"></span>A <span class="_ _10"> </span><span class="ff1">(</span>dalej <span class="_ _10"> </span>również: <span class="_"> </span>„Grupa”, <span class="_ _10"> </span>„Grupa <span class="_ _10"> </span>Kapitałowa”) <span class="_"> </span><span class="ff1">to <span class="_ _10"> </span>jeden <span class="_ _10"> </span><span class="lsa">z <span class="_ _11"> </span></span></span>najwięk<span class="ff1">sz<span class="_ _1"></span>ych </span></div><div class="t m0 xb h14 y6c ff6 fsa fc0 sc0 ls0 ws0">deweloperów dzia<span class="_ _1"></span>łających w po<span class="_ _1"></span>łudniowo<span class="ff1">-</span>wsc<span class="_ _1"></span>hodniej Polsce. Od pocz<span class="_ _1"></span>ątku swojej dzia<span class="_ _1"></span>łalności Grupa<span class="_ _1"></span><span class="ff1">:<span class="_ _1"></span> </span></div></div><div class="c xb y6d w4 h16"><div class="t m0 x13 h17 y6e ff7 fs4 fc4 sc0 ls0 ws0">D<span class="_ _12"></span>O<span class="_ _12"></span>T<span class="_ _12"></span>Y<span class="_ _12"></span>C<span class="_ _12"></span>H<span class="_ _12"></span>C<span class="_ _12"></span>Z<span class="_ _12"></span>A<span class="_ _b"></span>S<span class="_ _12"></span>O<span class="_ _12"></span>W<span class="_ _12"></span>A<span class="_ _12"></span> <span class="_ _12"></span>D<span class="_ _12"></span>Z<span class="_ _12"></span>I<span class="_ _12"></span>A<span class="_ _12"></span>Ł<span class="_ _12"></span>A<span class="_ _12"></span>L<span class="_ _12"></span>N<span class="_ _12"></span>O<span class="_ _12"></span>Ś<span class="_ _12"></span>Ć<span class="_ _12"></span>:<span class="_ _13"></span><span class="ff8 fsb"> </span></div></div><div class="c xb y6f w5 h18"><div class="t m0 x14 h19 y70 ff9 fsb fc4 sc0 ls0 ws0"> </div><div class="t m0 x1 h1a y71 ffa fsc fc4 sc0 ls0 ws0">74 </div><div class="t m0 x15 h1b y72 ff9 fsa fc4 sc0 ls0 ws0"> </div><div class="t m0 x16 h1c y73 ffb fs6 fc4 sc0 ls0 ws0">zrealizowanych projektów </div><div class="t m0 x17 h1c y74 ff9 fs6 fc4 sc0 ls0 ws0">deweloperskich<span class="fsa"> </span></div></div><div class="c x18 y6f w6 h18"><div class="t m0 x19 h19 y70 ff9 fsb fc4 sc0 ls0 ws0"> </div><div class="t m0 x1a h1a y71 ffa fsc fc4 sc0 ls0 ws0">2<span class="lsb">35</span> tys. </div><div class="t m0 x1b h1a y75 ffa fsc fc4 sc0 ls0 ws0">m</div><div class="t m0 x1c h1d y76 ffa fsd fc4 sc0 ls0 ws0">2 </div><div class="t m0 x13 h1b y77 ff9 fsa fc4 sc0 ls0 ws0"> </div><div class="t m0 x1d h1c y78 ffb fs6 fc4 sc0 ls0 ws0">łącznej <span class="ff9"> </span></div><div class="t m0 x1e h1c y79 ff9 fs6 fc4 sc0 ls0 ws0">powierzchni <span class="ffb">użytkowej</span><span class="fsa"> </span></div></div><div class="c x1f y6f w7 h18"><div class="t m0 x20 h19 y70 ff9 fsb fc4 sc0 ls0 ws0"> </div><div class="t m0 x21 h1a y71 ffa fsc fc4 sc0 ls0 ws0">4 <span class="lsb">216</span></div><div class="t m0 x22 h1d y7a ffa fsd fc4 sc0 ls0 ws0"> </div><div class="t m0 x23 h1e y7b ff9 fs8 fc4 sc0 ls0 ws0"> </div><div class="t m0 x24 h1c y73 ff9 fs6 fc4 sc0 ls0 ws0">lokale oddane  </div><div class="t m0 x25 h1c y74 ff9 fs6 fc4 sc0 lsa ws0">do<span class="ls0"> <span class="ffb">użytkowania </span><span class="fsa"> </span></span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb h14 y7c ff6 fsa fc0 sc0 ls0 ws0">Podmiotem <span class="_ _10"> </span>dominując<span class="_ _1"></span>ym <span class="_ _10"> </span>w <span class="_ _10"> </span>Grupie <span class="_ _10"> </span>j<span class="_ _1"></span>est <span class="_ _10"> </span><span class="ff1">not<span class="_ _1"></span>owana <span class="_ _10"> </span></span>od <span class="_ _10"> </span>19<span class="_ _1"></span>97 <span class="_ _11"> </span>r. <span class="_ _10"> </span>n<span class="_ _1"></span>a <span class="_ _10"> </span>warszawskiej<span class="_ _1"></span> <span class="_ _10"> </span>Giełdzie <span class="_ _10"> </span>Papierów </div><div class="t m0 xb h14 y7d ff6 fsa fc0 sc0 ls0 ws0">Wartościowych<span class="ff1"> <span class="_ _b"></span></span>Spółka <span class="_ _b"></span>WI<span class="_ _1"></span>KANA <span class="_ _b"></span>S.A. <span class="_ _b"></span>z <span class="_ _b"></span>siedzibą <span class="_ _b"></span>w <span class="_ _b"></span>Lublinie <span class="_ _b"></span>(„Jednos<span class="_ _1"></span>tka <span class="_ _b"></span>Dominuj<span class="_ _1"></span>ąca”, <span class="_ _b"></span>„Spółka”), <span class="_ _b"></span>która </div><div class="t m0 xb h14 y7e ff6 fsa fc0 sc0 ls0 ws0">świadczy<span class="ff1"> <span class="_ _12"></span></span>usługi <span class="_ _12"></span><span class="ff1">holdingow<span class="_ _1"></span>e <span class="_ _b"></span></span>n<span class="_ _1"></span>a <span class="_ _b"></span>rzecz<span class="_ _1"></span> <span class="_ _b"></span>spółek <span class="_ _12"></span>wchodz<span class="_ _1"></span>ących <span class="_ _12"></span>w <span class="_ _b"></span>sk<span class="_ _1"></span>ład <span class="_ _b"></span>Grupy <span class="_ _12"></span>Ka<span class="_ _1"></span>pitałowej<span class="_ _1"></span><span class="ff1"> <span class="_ _12"></span>oraz <span class="_ _12"></span>prowadz<span class="_ _1"></span>i </span></div><div class="t m0 xb h14 y7f ff6 fsa fc0 sc0 ls0 ws0">działalność dewelopers<span class="_ _1"></span>ką.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y80 ff1 fsa fc0 sc0 ls0 ws0">Przedmiotem <span class="_ _11"> </span><span class="ff6">działalnośc<span class="_ _1"></span>i <span class="_ _11"> </span>spółek <span class="_ _13"> </span>wc<span class="_ _1"></span>hodz<span class="_ _1"></span>ących <span class="_ _11"> </span>w <span class="_ _11"> </span>skład <span class="_ _13"> </span>G<span class="_ _1"></span>rupy <span class="_ _11"> </span>Kapitałowej, <span class="_ _11"> </span>poza <span class="_ _11"> </span>działalnością<span class="_ _1"></span></span> <span class="_ _11"> </span>firm </div><div class="t m0 xb h1f y81 ff6 fsa fc0 sc0 ls0 ws0">centralnych <span class="_ _12"></span>(<span class="_ _1"></span>head <span class="_ _12"></span>offices)<span class="_ _1"></span> <span class="_ _12"></span>i <span class="_ _14"></span>holdingów, <span class="_ _14"></span>z <span class="_ _12"></span>wy<span class="_ _1"></span>łączeniem <span class="_ _14"></span>holdingów<span class="_ _1"></span> <span class="_ _12"></span>finansowy<span class="_ _1"></span>ch, <span class="_ _13"> </span>są <span class="_ _12"></span>także:<span class="_ _1"></span> <span class="_ _12"></span>dzi<span class="_ _1"></span>ałalność </div><div class="t m0 xb h14 y82 ff1 fsa fc0 sc0 ls0 ws0">rachunkowo-<span class="ff6">księgow<span class="_ _1"></span>a, <span class="_ _15"> </span>zarządzanie <span class="_ _15"> </span>n<span class="_ _1"></span>ieruchomościa<span class="_ _1"></span>mi <span class="_ _15"> </span>na <span class="_ _15"> </span>zleceni<span class="_ _1"></span>e, <span class="_ _e"> </span>wy<span class="_ _1"></span>najem <span class="_ _15"> </span>p<span class="_ _1"></span>owierzchni<span class="_ _b"></span></span> <span class="_ _15"> </span>oraz </div><div class="t m0 xb h14 y4b ff6 fsa fc0 sc0 ls0 ws0">odnawialne źródła e<span class="_ _1"></span>nergii<span class="ff1">. </span></div><div class="t m0 x12 h15 y83 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span>Najistotniejs<span class="_ _1"></span>ze wydarzenia w 2024 r.: </div><div class="t m0 xb h14 y84 ff1 fsa fc0 sc0 ls0 ws0">W 2024 <span class="ff6">r. w zakresie <span class="_ _1"></span>projektów dew<span class="_ _1"></span>eloperskich Grup<span class="_ _1"></span>a Kapitałowa: <span class="_ _b"></span></span> </div><div class="t m0 x1c h14 y85 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">oddała do użytk<span class="_ _1"></span>owania: <span class="ff1"> </span></span></span></div><div class="t m0 xf h14 y86 ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span>budynki <span class="_ _1"></span>mieszk<span class="_ _1"></span>alne w<span class="_ _1"></span>ielorodzinn<span class="_ _1"></span>e <span class="ff6">„B3” <span class="_ _b"></span>i „B4” <span class="_ _1"></span></span>zrealiz<span class="_ _1"></span>owane <span class="_ _1"></span><span class="ff6">w <span class="_ _1"></span>ramach<span class="_ _1"></span> <span class="_ _1"></span>inwestycji <span class="_ _1"></span>pn. <span class="_ _1"></span>„Wikana </span></span></div><div class="t m0 x19 h14 y87 ff6 fsa fc0 sc0 ls0 ws0">Residence” przy Al.<span class="_ _1"></span><span class="ff1"> </span>Kraśnic<span class="_ _1"></span>kiej w Lublinie (<span class="_ _1"></span><span class="ff1">5 008 m</span></div><div class="t m0 x26 h10 y88 ff1 fs8 fc0 sc0 ls0 ws0">2</div><div class="t m0 x27 h14 y87 ff1 fsa fc0 sc0 ls0 ws0"> <span class="ff6">powierzchni użytk<span class="_ _1"></span>owej miesz<span class="_ _1"></span>kań),</span> </div><div class="t m0 xf h14 y89 ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span>budyn<span class="ls5">ek</span> <span class="_ _14"></span>mieszkalny <span class="_ _14"></span>wi<span class="_ _1"></span>elorodzinny <span class="_ _14"></span><span class="ff6">„B1”</span> <span class="_ _14"></span>zrealizowany<span class="_ _1"></span> <span class="_ _14"></span><span class="ff6">w <span class="_ _14"></span>ramach <span class="_ _14"></span>inwestycji <span class="_ _14"></span>pn. <span class="_ _14"></span>„Delia <span class="_ _14"> </span>Park<span class="_ _1"></span>” </span></span></div><div class="t m0 x19 h14 y8a ff1 fsa fc0 sc0 ls0 ws0">przy ul. <span class="ff6">Bohaterów <span class="_ _1"></span>Monte Cass<span class="_ _1"></span>ino w Zamościu (6 <span class="_ _1"></span>707 m</span></div><div class="t m0 x28 h10 y8b ff1 fs8 fc0 sc0 ls0 ws0">2</div><div class="t m0 x29 h14 y8a ff1 fsa fc0 sc0 ls0 ws0"> <span class="ff6">powierzc<span class="_ _1"></span>hni użytkowej mieszkań),<span class="_ _1"></span></span> </div><div class="t m0 xf h14 y8c ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span>budyn<span class="ls5">ek</span> <span class="_ _e"> </span><span class="ff6">mi<span class="_ _1"></span>eszkalny <span class="_ _e"> </span>wiel<span class="_ _1"></span>orodzinny <span class="_ _e"> </span>„B3” <span class="_ _15"> </span>zr<span class="_ _1"></span>ealizowany <span class="_ _e"> </span>w <span class="_ _e"> </span>r<span class="_ _1"></span>amach <span class="_ _e"> </span>inwestyc<span class="_ _1"></span>ji <span class="_ _e"> </span>„Parkowa </span></span></div><div class="t m0 x19 h14 y8d ff6 fsa fc0 sc0 ls0 ws0">Dzielnica” przy ul.<span class="_ _1"></span><span class="ff1"> </span>Stanisława Leszc<span class="_ _1"></span>zyńskiego w Prze<span class="_ _1"></span>myślu (3 848 m</div><div class="t m0 x2a h10 y8e ff1 fs8 fc0 sc0 ls0 ws0">2</div><div class="t m0 x2b h14 y8d ff1 fsa fc0 sc0 ls0 ws0"> <span class="ff6">powierzc<span class="_ _1"></span>hni użytkowej </span></div><div class="t m0 x19 h14 y8f ff6 fsa fc0 sc0 ls0 ws0">mieszkań),<span class="ff1"> </span></div><div class="t m0 xb h20 y90 ffe fs6 fc0 sc0 ls0 ws0"> <span class="_ _18"> </span><span class="ff1 fsa"> </span></div></div></div><div class="pi"></div></div>
<div id="pf5" class="pf w0 h0"><div class="pc pc5 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h12 y2c ff1 fs9 fc0 sc0 ls0 ws0">5<span class="ff5 fs6"> </span></div><div class="t m0 x1c h14 y91 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">rozpoczęła realizacj<span class="_ _1"></span>ę: <span class="ff1"> </span></span></span></div><div class="t m0 xf h14 y92 ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span><span class="ff6">budynku <span class="_ _e"> </span>mieszk<span class="_ _1"></span>alnego <span class="_ _e"> </span>wielorodzi<span class="_ _1"></span>nnego <span class="_ _e"> </span>„A1”<span class="_ _1"></span> <span class="_ _e"> </span>w <span class="_ _e"> </span>ramach <span class="_ _e"> </span>i<span class="_ _1"></span>nwestycji <span class="_ _e"> </span>„Deli<span class="_ _1"></span>a <span class="_ _e"> </span>Park” <span class="_ _e"> </span>przy<span class="_ _1"></span> </span></span></div><div class="t m0 x19 h14 y93 ff1 fsa fc0 sc0 ls0 ws0">ul. <span class="ff6">Bohaterów M<span class="_ _1"></span>onte Cassino w Za<span class="_ _1"></span>mościu (5 647 m</span></div><div class="t m0 x2c h10 y94 ff1 fs8 fc0 sc0 ls0 ws0">2</div><div class="t m0 x2d h14 y93 ff1 fsa fc0 sc0 ls0 ws0"> <span class="ff6">powierzchni użytk<span class="_ _1"></span>owej miesz<span class="_ _1"></span>kań),</span> </div><div class="t m0 xf h14 y95 ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span>budynku <span class="_ _13"> </span><span class="ff6">mieszk<span class="_ _1"></span>alnego <span class="_ _13"> </span>wielorodz<span class="_ _1"></span>innego <span class="_ _13"> </span>„B3” <span class="_ _13"> </span>w <span class="_ _13"> </span>rama<span class="_ _1"></span>ch <span class="_ _13"> </span>inwestycji <span class="_ _13"> </span>„<span class="_ _1"></span>Nowe <span class="_ _13"> </span>Bronowice” <span class="_ _11"> </span>przy </span></span></div><div class="t m0 x19 h14 y96 ff1 fsa fc0 sc0 ls0 ws0">ul. <span class="ff6">Wrońskiej w<span class="_ _1"></span></span> Lublinie (4 868 m</div><div class="t m0 x2e h10 y97 ff1 fs8 fc0 sc0 ls0 ws0">2</div><div class="t m0 x2f h14 y96 ff1 fsa fc0 sc0 ls0 ws0"> <span class="ff6">powierzc<span class="_ _1"></span>hni użytkowej mieszkań),<span class="_ _1"></span></span> </div><div class="t m0 xf h14 y98 ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span>budynku <span class="_ _13"> </span>mieszk<span class="_ _1"></span>alnego <span class="_ _13"> </span><span class="ff6">wie<span class="_ _1"></span>lorodzinnego <span class="_ _13"> </span>„A2” <span class="_ _11"> </span>w <span class="_ _13"> </span>ramach <span class="_ _13"> </span>inwestycji <span class="_ _13"> </span>pn. <span class="_ _13"> </span>„F<span class="_ _1"></span>actory <span class="_ _11"> </span>Park” <span class="_ _13"> </span>przy </span></span></div><div class="t m0 x19 h14 y99 ff1 fsa fc0 sc0 ls0 ws0">ul. Fabrycznej w<span class="_ _1"></span> <span class="ff6">Zamościu <span class="_ _1"></span>(3 383 m</span></div><div class="t m0 x30 h10 y9a ff1 fs8 fc0 sc0 ls0 ws0">2</div><div class="t m0 x31 h14 y99 ff1 fsa fc0 sc0 ls0 ws0"> <span class="ff6">powierzc<span class="_ _1"></span>hni użytkowej miesz<span class="_ _1"></span>kań), </span> </div><div class="t m0 x1c h14 ya ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">kontynuowała realizacj<span class="_ _1"></span>ę: <span class="ff1"> </span></span></span></div><div class="t m0 xf h14 y9b ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span><span class="ff6">robót <span class="_ _11"> </span>budowlanych <span class="_ _11"> </span>etap<span class="_ _1"></span>ów: <span class="_ _11"> </span>B1, <span class="_ _11"> </span>B2, <span class="_ _11"> </span></span>B3, <span class="_ _11"> </span>B4 <span class="_ _11"> </span>i <span class="_ _11"> </span>B5 <span class="_ _11"> </span>inwesty<span class="_ _1"></span>cji <span class="_ _11"> </span>realizowanej <span class="_ _11"> </span>przy<span class="_ _1"></span> <span class="_ _11"> </span>ul. <span class="ff6">Ni<span class="_ _1"></span>ecałej </span></span></div><div class="t m0 x19 h14 y9c ff1 fsa fc0 sc0 ls0 ws0">w Lublinie (5 0<span class="_ _1"></span>43 m</div><div class="t m0 x32 h10 y9d ff1 fs8 fc0 sc0 ls0 ws0">2</div><div class="t m0 x33 h14 y9c ff1 fsa fc0 sc0 ls0 ws0"> <span class="ff6">powierzc<span class="_ _1"></span>hni użytkowej mieszkań),<span class="_ _1"></span></span> </div><div class="t m0 xf h14 y9e ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span><span class="ff6">budynków <span class="_ _b"></span>m<span class="_ _1"></span>ieszkalnych <span class="_ _12"></span>wielorodzin<span class="_ _1"></span>nych <span class="_ _b"></span>„A” <span class="_ _12"></span>i <span class="_ _12"></span>„B” <span class="_ _b"></span>w<span class="_ _1"></span> <span class="_ _b"></span>r<span class="_ _1"></span>amach <span class="_ _12"></span>inwestycj<span class="_ _1"></span>i <span class="_ _b"></span>pn. <span class="_ _b"></span>„<span class="_ _1"></span>Leśne <span class="_ _12"></span>Zacisze” </span></span></div><div class="t m0 x19 h14 y9f ff1 fsa fc0 sc0 ls0 ws0">przy ul. Ordynackiej w T<span class="_ _1"></span>omaszowie <span class="_ _1"></span>Lubelskim (4 693 <span class="_ _1"></span>m</div><div class="t m0 x34 h10 ya0 ff1 fs8 fc0 sc0 ls0 ws0">2</div><div class="t m0 x28 h14 y9f ff1 fsa fc0 sc0 ls0 ws0"> <span class="ff6">powierzchni użytk<span class="_ _1"></span>owej mieszkań),<span class="_ _1"></span></span> </div><div class="t m0 xf h14 ya1 ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span>budynku <span class="_ _10"> </span><span class="ff6">mieszkalnego<span class="_ _1"></span> <span class="_ _11"> </span>wielorodz<span class="_ _1"></span>innego <span class="_ _11"> </span>„B”<span class="_ _1"></span> <span class="_ _11"> </span>w <span class="_ _10"> </span>rama<span class="_ _1"></span>ch <span class="_ _11"> </span>inwes<span class="_ _1"></span>tycji <span class="_ _11"> </span>pn.<span class="_ _b"></span></span> <span class="_ _11"> </span><span class="ff6">„Factory<span class="_ _1"></span> <span class="_ _11"> </span>Park<span class="_ _1"></span>” <span class="_ _11"> </span>prz<span class="_ _1"></span>y </span></span></div><div class="t m0 x19 h14 ya2 ff1 fsa fc0 sc0 ls0 ws0">ul. Fabrycznej w<span class="_ _1"></span> <span class="ff6">Zamościu <span class="_ _1"></span>(2 533 m</span></div><div class="t m0 x30 h10 ya3 ff1 fs8 fc0 sc0 ls0 ws0">2</div><div class="t m0 x31 h14 ya2 ff1 fsa fc0 sc0 ls0 ws0"> <span class="ff6">powierzc<span class="_ _1"></span>hni użytkowej miesz<span class="_ _1"></span>kań), </span> </div><div class="t m0 xf h14 ya4 ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span>budynku <span class="_ _13"> </span><span class="ff6">mieszk<span class="_ _1"></span>alnego <span class="_ _13"> </span>wielorodz<span class="_ _1"></span>innego <span class="_ _13"> </span>„B2” <span class="_ _13"> </span>w <span class="_ _13"> </span>rama<span class="_ _1"></span>ch <span class="_ _13"> </span>inwestycji <span class="_ _13"> </span>„<span class="_ _1"></span>Nowe <span class="_ _13"> </span>Bronowice” <span class="_ _11"> </span>przy </span></span></div><div class="t m0 x19 h14 ya5 ff1 fsa fc0 sc0 ls0 ws0">ul. <span class="ff6">Wrońskiej w<span class="_ _1"></span></span> Lublinie (4 467 m</div><div class="t m0 x2e h10 ya6 ff1 fs8 fc0 sc0 ls0 ws0">2</div><div class="t m0 x2f h14 ya5 ff1 fsa fc0 sc0 ls0 ws0"> <span class="ff6">powierzc<span class="_ _1"></span>hni użytkowej mieszkań),<span class="_ _1"></span></span> </div><div class="t m0 xf h14 ya7 ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span>budynku <span class="_"> </span><span class="ff6">wielorodz<span class="_ _1"></span>innego <span class="_"> </span>„B1” <span class="_"> </span>w <span class="_"> </span>ramac<span class="_ _1"></span>h <span class="_"> </span>inwestycji <span class="_"> </span>„Klonowe <span class="_"> </span>Os<span class="_ _1"></span>iedle” <span class="_"> </span>przy <span class="_"> </span>ul. <span class="_"> </span>Cisowej </span></span></div><div class="t m0 x19 h14 ya8 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">Świdniku (5 472 <span class="_ _1"></span></span>m</div><div class="t m0 x35 h10 ya9 ff1 fs8 fc0 sc0 ls0 ws0">2</div><div class="t m0 x36 h14 ya8 ff1 fsa fc0 sc0 ls0 ws0"> <span class="ff6">powi<span class="_ _1"></span>erzchni użytkowej miesz<span class="_ _1"></span>kań),<span class="_ _1"></span></span> </div><div class="t m0 x1c h14 yaa ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">przygotowywała się do<span class="_ _1"></span> rozpoczęcia real<span class="_ _1"></span>izacji: <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h14 yab ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span><span class="ff6">budynku mieszk<span class="_ _1"></span>alnego wielorodzin<span class="_ _1"></span>nego przy ul. Cisow<span class="_ _1"></span>ej w Świdniku, <span class="_ _b"></span></span> </span></div><div class="t m0 xf h14 yac ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span>budynku mieszk<span class="_ _1"></span>alnego wielorodzin<span class="_ _1"></span>nego przy ul. 11<span class="_ _1"></span>-go <span class="_ _1"></span>Listopada w Tarn<span class="_ _1"></span>obrzegu,<span class="_ _1"></span> </span></div><div class="t m0 xf h14 yad ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span><span class="ff6">dwóch budynków mi<span class="_ _1"></span>eszkalnych wie<span class="_ _1"></span>lorodzinnych prz<span class="_ _1"></span>y ul. Piastowskiej w R<span class="_ _1"></span>adomiu.<span class="_ _b"></span></span> </span></div><div class="t m0 xf h14 yae ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span>budynku mieszk<span class="_ _1"></span>alnego wielorodzin<span class="_ _1"></span>nego przy ul. Wojs<span class="_ _1"></span>ka Polskiego w Sa<span class="_ _1"></span>ndomierzu,<span class="_ _b"></span> </span></div><div class="t m0 xf h14 yaf ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span><span class="ff6">budynku mieszk<span class="_ _1"></span>alnego wielorodzin<span class="_ _1"></span>nego przy al. Piłsud<span class="_ _1"></span>skiego w Skarży<span class="_ _1"></span>sku<span class="_ _b"></span></span>-Kamiennej, </span></div><div class="t m0 xf h14 yb0 ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span>budynku mieszk<span class="_ _1"></span>alnego wielorodzin<span class="_ _1"></span>nego przy ul. Walle<span class="_ _1"></span>nroda w Lublinie, <span class="_ _b"></span> </span></div><div class="t m0 xf h14 yb1 ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span><span class="ff6">budynków mieszk<span class="_ _1"></span>alnych przy al. Jana Pa<span class="_ _1"></span>wła II w Tarn<span class="_ _1"></span>owie,<span class="_ _1"></span></span> </span></div><div class="t m0 xf h14 yb2 ffd fsa fc0 sc0 ls0 ws0">−<span class="ff1"> <span class="_ _17"> </span>budynku <span class="ff6">miesz<span class="_ _1"></span>kalnego wielorodz<span class="_ _1"></span>innego przy ul. Leśn<span class="_ _1"></span>ej w Stalowej Wol<span class="_ _1"></span>i<span class="_ _1"></span></span>. </span></div><div class="t m0 xb h14 yb3 ff6 fsa fc0 sc0 ls0 ws0">Poza umowami znaczącymi dla działalnośc<span class="_ _1"></span>i operacyjnej Grupy Kapitałowej, o których mowa <span class="_ _1"></span><span class="ff1">w punk<span class="_ _1"></span>cie </span></div><div class="t m0 xb h14 yb4 ff6 fsa fc0 sc0 ls0 ws0">3.4.1 <span class="_ _14"> </span>n<span class="_ _1"></span>iniejszego <span class="_ _13"> </span>sprawozdan<span class="_ _1"></span>ia, <span class="_ _14"> </span>poz<span class="_ _1"></span>ostałe <span class="_ _13"> </span>zdarz<span class="_ _1"></span><span class="ff1">enia <span class="_ _13"></span></span>jakie <span class="_ _13"> </span>miały <span class="_ _13"> </span>miejsce <span class="_ _14"> </span>w<span class="_ _1"></span> <span class="_ _13"> </span>202<span class="ff1">4 <span class="_ _13"></span>r., <span class="_ _13"></span>a <span class="_ _14"></span></span>które<span class="_ _1"></span> <span class="_ _14"> </span>Z<span class="_ _1"></span>arząd<span class="_ _1"></span> </div><div class="t m0 xb h14 yb5 ff6 fsa fc0 sc0 ls0 ws0">Spółki identyfikuje jako zn<span class="_ _1"></span>acząc<span class="_ _1"></span>e, to: <span class="ff1"> </span></div><div class="t m0 x1c h14 yb6 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">podjęcie <span class="_ _f"> </span>w <span class="_ _15"> </span>dniu <span class="_ _f"> </span>14 <span class="_ _f"> </span>maja <span class="_ _f"> </span>2024 <span class="_ _f"> </span>r. <span class="_ _15"> </span>przez<span class="_ _1"></span> <span class="_ _15"> </span>Zarz<span class="_ _1"></span>ąd <span class="_ _f"> </span>Spółki <span class="_ _15"> </span>uch<span class="_ _1"></span>wały <span class="_ _15"> </span>w <span class="_ _f"> </span>sprawie <span class="_ _f"> </span>zamiaru </span></span></div><div class="t m0 xf h14 yb7 ff6 fsa fc0 sc0 ls0 ws0">rekomendowania wyp<span class="_ _1"></span>łaty dywidendy za 20<span class="_ _1"></span>23 rok (szczegóły: ra<span class="_ _1"></span>port bieżący nr <span class="_ _b"></span><span class="ff1 fc5">5/2024<span class="fc0 lsc">),<span class="ls0"> </span></span></span></div><div class="t m0 x1c h14 yb8 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">wygranie <span class="_ _0"></span>w <span class="_ _4"></span>dniu 15<span class="_ _0"></span> <span class="_ _0"></span>maja <span class="_ _0"></span>2024 <span class="_ _4"></span>r<span class="_ _1"></span>. <span class="_ _4"></span>prz<span class="_ _1"></span>ez <span class="_ _4"></span>s<span class="_ _1"></span>półkę <span class="_ _4"></span>z<span class="_ _1"></span>ależną –<span class="ff1"> <span class="_ _4"></span>WIKANA <span class="_ _0"></span>KOMERC <span class="_ _0"></span>Sp. <span class="_ _4"></span>z<span class="_ _1"></span> <span class="_ _4"></span>o<span class="_ _1"></span>.o. <span class="_ _0"></span>- <span class="_ _4"></span>prz<span class="_ _1"></span>etargu </span></span></span></div><div class="t m0 xf h14 yb9 ff6 fsa fc0 sc0 ls0 ws0">na nabycie nieruchom<span class="_ _1"></span>ości w Warszawi<span class="_ _1"></span>e (szczegóły: r<span class="_ _1"></span>aport bieżący nr <span class="_ _1"></span><span class="ff1 fc5">6<span class="_ _1"></span>/2024<span class="fc0">), <span class="_ _1"></span> </span></span></div><div class="t m0 x1c h14 yba ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">dobrowolny częściowy przedterm<span class="_ _1"></span>inowy wykup przez Spółkę 5.000 sztuk (z 10.000) obligacji serii </span></span></div><div class="t m0 xf h14 ybb ff6 fsa fc0 sc0 ls0 ws0">C (szczegóły: raport <span class="_ _1"></span>bieżący nr <span class="_ _1"></span><span class="ff1 fc5">9/2024<span class="fc0"> <span class="lsd">i </span></span>1<span class="_ _1"></span>4/2024<span class="fc0">), <span class="_ _1"></span> </span></span></div><div class="t m0 x1c h14 ybc ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zmiana <span class="_ _e"> </span>terminu <span class="_ _e"> </span>po<span class="_ _0"></span>dpisa<span class="_ _1"></span>nia <span class="_ _e"> </span>umowy <span class="_ _e"> </span>przenoszącej <span class="_ _e"> </span>własność <span class="_ _19"> </span>nieruchomości <span class="_ _e"> </span>w <span class="_ _19"> </span>Warsz<span class="_ _1"></span>awie </span></span></div><div class="t m0 xf h14 ybd ff6 fsa fc0 sc0 ls0 ws0">(szczegóły: raport b<span class="_ _1"></span>ieżący nr <span class="_ _1"></span><span class="ff1 fc5">17/2024<span class="fc0">), <span class="_ _1"></span> </span></span></div><div class="t m0 x1c h14 ybe ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">opublikowanie <span class="_ _0"></span>w <span class="_ _4"></span>dniu <span class="_ _0"></span>13 <span class="_ _4"></span>sierpnia <span class="_ _0"></span>2024 <span class="_ _4"></span>r. <span class="_ _0"></span>zaproszenia <span class="_ _4"></span>d<span class="_ _1"></span>o <span class="_ _4"></span>składan<span class="_ _1"></span>ia <span class="_ _4"></span>ofert <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>akcji <span class="_ _4"></span>WIKAN<span class="_ _1"></span>A </span></span></div><div class="t m0 xf h14 y88 ff1 fsa fc0 sc0 ls0 ws0">S.A. w dniach 14-<span class="_ _1"></span><span class="ff6">21 sierpni<span class="_ _1"></span>a 2024 r. (szcz<span class="_ _1"></span>egóły: raport bieżący nr <span class="_ _1"></span></span><span class="fc5">2<span class="_ _1"></span>0/2024</span>),  </div><div class="t m0 x1c h14 ybf ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">nabycie przez Spółkę <span class="_ _1"></span>akcji własnych (sz<span class="_ _1"></span>czegóły: raport bieżąc<span class="_ _1"></span>y nr <span class="_ _1"></span></span><span class="fc5">22/2024<span class="_ _1"></span><span class="fc0">),  </span></span></span></div><div class="t m0 x1c h14 yc0 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zbycie <span class="_ _1"></span>akcji <span class="_ _1"></span>własnych <span class="_ _1"></span>Spół<span class="_ _1"></span>ki na <span class="_ _1"></span>rzecz<span class="_ _1"></span> uc<span class="_ _1"></span>zestników <span class="_ _1"></span>Programu <span class="_ _1"></span>motywac<span class="_ _1"></span>yjnego (<span class="_ _1"></span>szczegóły: <span class="_ _1"></span>raport </span></span></div><div class="t m0 xf h14 yc1 ff6 fsa fc0 sc0 ls0 ws0">bieżący nr <span class="ff1 fc5">23/2024<span class="fc0">)<span class="_ _1"></span>,  </span></span></div><div class="t m0 x1c h14 yc2 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zmiana <span class="_ _19"> </span>terminu <span class="_ _e"> </span>podpisan<span class="_ _1"></span>ia <span class="_ _19"> </span>umowy <span class="_ _19"> </span>prz<span class="_ _1"></span>enoszącej <span class="_ _19"> </span>własność<span class="_ _1"></span> <span class="_ _19"> </span>nieruchom<span class="_ _1"></span>ości <span class="_ _19"> </span>w <span class="_ _19"> </span>W<span class="_ _1"></span>arszawie </span></span></div><div class="t m0 xf h14 yc3 ff6 fsa fc0 sc0 ls0 ws0">(szczegóły: raport b<span class="_ _1"></span>ieżący nr <span class="_ _1"></span><span class="ff1 fc5">26/2024<span class="fc0">), <span class="_ _1"></span> </span></span></div></div><span class="d m1" style="border-style:none;position:absolute;left:581.321000px;bottom:397.956000px;width:35.090000px;height:16.230000px;background-color:rgba(255,255,255,0.000001);">&#160;</span><span class="d m1" style="border-style:none;position:absolute;left:529.256000px;bottom:359.684000px;width:35.090000px;height:16.220000px;background-color:rgba(255,255,255,0.000001);">&#160;</span><span class="d m1" style="border-style:none;position:absolute;left:308.165000px;bottom:321.399000px;width:35.080000px;height:16.220000px;background-color:rgba(255,255,255,0.000001);">&#160;</span><span class="d m1" style="border-style:none;position:absolute;left:358.033000px;bottom:321.399000px;width:40.650000px;height:16.220000px;background-color:rgba(255,255,255,0.000001);">&#160;</span><span class="d m1" style="border-style:none;position:absolute;left:295.165000px;bottom:283.114000px;width:40.650000px;height:16.230000px;background-color:rgba(255,255,255,0.000001);">&#160;</span><span class="d m1" style="border-style:none;position:absolute;left:508.339000px;bottom:244.829000px;width:40.650000px;height:16.230000px;background-color:rgba(255,255,255,0.000001);">&#160;</span><span class="d m1" style="border-style:none;position:absolute;left:509.041000px;bottom:223.743000px;width:40.650000px;height:16.220000px;background-color:rgba(255,255,255,0.000001);">&#160;</span><span class="d m1" style="border-style:none;position:absolute;left:188.955000px;bottom:185.458000px;width:40.650000px;height:16.230000px;background-color:rgba(255,255,255,0.000001);">&#160;</span><span class="d m1" style="border-style:none;position:absolute;left:295.165000px;bottom:147.173000px;width:40.650000px;height:16.230000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></div><div class="pi"></div></div>
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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h12 y2c ff1 fs9 fc0 sc0 ls0 ws0">6<span class="ff5 fs6"> </span></div><div class="t m0 x1c h14 y91 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">złożenie przez W<span class="_ _0"></span>IKANA KOMERC Sp. z <span class="_ _0"></span>o.o. oświadczenia o <span class="_ _0"></span>uchyleniu się <span class="_ _0"></span>od skutków prawnych </span></span></div><div class="t m0 xf h1f yc4 ff6 fsa fc0 sc0 ls0 ws0">oświadczenia <span class="_ _1a"> </span>woli <span class="_ _1a"> </span>w <span class="_ _1b"> </span>zakres<span class="_ _1"></span>ie <span class="_ _1b"> </span>oferty <span class="_ _1a"> </span>na <span class="_ _1b"> </span>zak<span class="_ _1"></span>up <span class="_ _1b"> </span>n<span class="_ _1"></span>ieruchomośc<span class="_ _1"></span>i <span class="_ _1b"> </span>(sz<span class="_ _1"></span>czegóły: <span class="_ _1a"> </span>raport <span class="_ _1b"> </span>bieżący </div><div class="t m0 xf h14 yc5 ff1 fsa fc0 sc0 ls5 ws0">nr<span class="ls0"> <span class="fc5">27/2024</span><span class="lsc">).</span> </span></div><div class="t m0 xb h3 yc6 ff2 fs1 fc1 sc0 ls9 ws0">2.<span class="ls0"> <span class="_ _f"> </span>Podstawowe inf<span class="_ _0"></span>ormacje o Grupie<span class="_ _0"></span> <span class="ff3">Kapitałowej WIKAN<span class="_ _0"></span>A<span class="ff2"> </span></span></span></div><div class="t m0 x12 h15 yc7 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Opis G<span class="_ _1"></span>rupy Kapitałowej WIKANA</span> </div><div class="t m0 xb h13 yc8 ff2 fsa fc0 sc0 ls6 ws0">I.<span class="ls0"> <span class="_ _17"> </span><span class="ff3">Jednostka dominująca:<span class="_ _1"></span></span> </span></div><div class="t m0 x1c h13 yb ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_ _1b"> </span>S<span class="_ _0"></span>.A.<span class="ff1"> <span class="_ _1b"> </span>(<span class="ff6">„Emitent”, <span class="_ _2"> </span>„<span class="_ _1"></span>Spółka”) <span class="_ _1b"> </span>–</span> <span class="_ _2"> </span>jej <span class="_ _2"> </span><span class="ff6">prze<span class="_ _1"></span>dmiotem <span class="_ _1b"> </span>działalności <span class="_ _2"> </span>jest <span class="_ _1c"> </span>przede <span class="_ _2"> </span>ws<span class="_ _1"></span>zystkim<span class="_ _1"></span></span> </span></span></span></div><div class="t m0 xf h1f yc9 ff6 fsa fc0 sc0 ls0 ws0">działalność <span class="_ _19"> </span>dewe<span class="_ _1"></span>loperska,<span class="_ _1"></span> <span class="_ _e"> </span>polegająca <span class="_ _19"> </span>n<span class="_ _1"></span>a <span class="_ _19"> </span>przy<span class="_ _1"></span>gotowywaniu <span class="_ _19"> </span>na <span class="_ _e"> </span>posiadanym<span class="_ _1"></span> <span class="_ _19"> </span>banku <span class="_ _e"> </span>ziemi </div><div class="t m0 xf h14 yca ff6 fsa fc0 sc0 ls0 ws0">projektów <span class="_ _1"></span>dewel<span class="_ _1"></span>operskich, <span class="_ _b"></span>przeznaczonych <span class="_ _1"></span>do <span class="_ _b"></span>realizacji <span class="_ _1"></span>przez <span class="_ _b"></span>powoł<span class="_ _0"></span>ane <span class="_ _1"></span>d<span class="_ _1"></span>o <span class="_ _1"></span>tego <span class="_ _b"></span>spółki cel<span class="_ _1"></span>owe<span class="_ _1"></span><span class="ff1">, </span></div><div class="t m0 xf h14 ycb ff1 fsa fc0 sc0 ls0 ws0">oraz <span class="_ _10"> </span>zar<span class="ff6">ządzan<span class="_ _1"></span>ie <span class="_ _10"> </span>Grupą <span class="_"> </span>K<span class="_ _0"></span>apitałową <span class="_"> </span>i <span class="_ _11"> </span>ś<span class="_ _1"></span>wiadczenie<span class="_ _1"></span> <span class="_ _10"> </span>usług <span class="_ _10"> </span>na <span class="_ _10"> </span>rz<span class="_ _1"></span>ecz <span class="_ _10"> </span>podmiot<span class="_ _1"></span>ów <span class="_ _10"> </span>wchodząc<span class="_ _1"></span>ych </span></div><div class="t m0 xf h14 ycc ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">skład <span class="_ _b"></span>Grupy<span class="_ _1"></span> <span class="_ _b"></span>Kapitałowej<span class="_ _1"></span>, <span class="_ _b"></span>takich <span class="_ _b"></span>jak<span class="_ _1"></span>: <span class="_ _b"></span>usługi <span class="_ _b"></span>ho<span class="_ _1"></span>lding<span class="_ _1"></span>owe, <span class="_ _b"></span>udost<span class="_ _1"></span>ępniania <span class="_ _b"></span>licencji<span class="_ _1"></span> <span class="_ _b"></span>na <span class="_ _12"></span></span>korzys<span class="_ _1"></span>tanie </div><div class="t m0 xf h14 ycd ff1 fsa fc0 sc0 ls0 ws0">ze znaku towarowego cz<span class="_ _1"></span>y najmu pow<span class="_ _1"></span>ierzchni biurowej<span class="_ _1"></span>. </div><div class="t m0 xb h13 yce ff2 fsa fc0 sc0 ls6 ws0">II.<span class="ls0"> <span class="_ _2"> </span> <span class="ff3">Jednostki zależne:<span class="_ _1"></span></span> </span></div><div class="t m0 x1c h13 ycf ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">BIOENERGIA <span class="_ _b"></span>PLUS <span class="_ _1"></span>Sp. <span class="_ _b"></span>z <span class="_ _b"></span>o.o.<span class="ff1"> <span class="_ _1"></span><span class="ff6">–</span> <span class="_ _b"></span>prowadzi<span class="ff6">ła <span class="_ _b"></span>działalność<span class="_ _1"></span> <span class="_ _1"></span>w <span class="_ _b"></span>województwie <span class="_ _b"></span>lubelskim <span class="_ _1"></span>w<span class="_ _1"></span></span> <span class="_ _b"></span>zakresie </span></span></span></div><div class="t m0 xf h14 yd0 ff1 fsa fc0 sc0 ls0 ws0">wytwarzania <span class="_ _b"></span>energ<span class="_ _1"></span>ii <span class="_ _b"></span><span class="lsa">z <span class="_ _1"></span></span><span class="ff6">o<span class="_ _1"></span>dnawialnych <span class="_ _b"></span>źródeł</span>;<span class="_ _1"></span> <span class="_ _b"></span><span class="ff6">w <span class="_ _b"></span>dniu <span class="_ _b"></span>3 <span class="_ _b"></span>lipca <span class="_ _b"></span>2024 <span class="_ _b"></span>r. <span class="_ _1"></span>Je<span class="_ _1"></span>dnostka <span class="_ _b"></span>Dominująca, <span class="_ _b"></span>jak<span class="_ _1"></span>o </span></div><div class="t m0 xf h14 yd1 ff6 fsa fc0 sc0 ls0 ws0">Sprzedający, <span class="_ _14"></span>zawarła <span class="_ _14"></span>z <span class="_ _14"></span>podmiote<span class="_ _1"></span>m <span class="_ _12"></span>niepo<span class="_ _1"></span>wiązanym <span class="_ _14"></span>kapit<span class="_ _1"></span>ałowo <span class="_ _14"></span>i <span class="_ _12"></span>os<span class="_ _1"></span>obowo <span class="_ _14"></span>z<span class="_ _1"></span><span class="ff1"> </span>Gru<span class="_ _1"></span>pą <span class="_ _12"></span>K<span class="_ _1"></span>apitałową </div><div class="t m0 xf h1f yd2 ff6 fsa fc0 sc0 ls0 ws0">WIKANA, <span class="_ _4"></span>jako <span class="_ _0"></span>Kupującym, <span class="_ _0"></span>umowę <span class="_ _4"></span>sprz<span class="_ _1"></span>edaży <span class="_ _4"></span>100% <span class="_ _4"></span>u<span class="_ _1"></span>działów <span class="_ _0"></span>tej <span class="_ _4"></span>spółki <span class="_ _4"></span>(sz<span class="_ _1"></span>czegóły: <span class="_ _4"></span>r<span class="_ _1"></span>aport <span class="_ _4"></span>bieżący </div><div class="t m0 xf h14 yd3 ff1 fsa fc0 sc0 ls0 ws0">nr <span class="fc5">16/2024</span><span class="lsc">);</span> </div><div class="t m0 x1c h13 yd4 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">EJENDOM <span class="_ _b"></span>Sp. <span class="_ _12"></span>z <span class="_ _12"></span>o.o.<span class="_ _1"></span><span class="ff1"> <span class="_ _12"></span><span class="ff6">–</span> <span class="_ _b"></span><span class="ff6">z<span class="_ _1"></span>arejestrowana <span class="_ _12"></span>w <span class="_ _12"></span>rejestrze <span class="_ _12"></span>prz<span class="_ _1"></span>edsiębiorców <span class="_ _12"></span>w <span class="_ _12"></span>dniu <span class="_ _12"></span>11 <span class="_ _12"></span>lutego <span class="_ _12"></span>2021<span class="_ _1"></span></span> <span class="lsc">r.</span>;<span class="_ _1"></span> </span></span></span></div><div class="t m0 xf h14 yd5 ff6 fsa fc0 sc0 ls0 ws0">spółka celowa, przeznacz<span class="_ _1"></span>ona na potrz<span class="_ _1"></span>eby realizacji proj<span class="_ _1"></span>ektów dewelopers<span class="_ _1"></span>kich;<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h13 yd6 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">ENERGY <span class="_ _f"> </span>PRIME <span class="_ _f"> </span>Sp. <span class="_ _f"> </span>z <span class="_ _f"> </span>o.o<span class="_ _1"></span><span class="ls6">. <span class="_ _f"> </span></span><span class="ff6">–<span class="ff1"> <span class="_ _f"> </span></span>spółka <span class="_ _f"> </span><span class="ff1">aktualn<span class="_ _1"></span>ie <span class="_ _f"> </span>przypisana <span class="_ _f"> </span>w <span class="_ _f"> </span>G<span class="_ _1"></span>rupie <span class="_ _f"> </span>do <span class="_ _f"> </span>segmentu </span></span></span></span></div><div class="t m0 xf h14 yd7 ff1 fsa fc0 sc0 ls0 ws0">deweloperskiego;<span class="_ _1"></span>  </div><div class="t m0 x1c h13 yd8 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_ _b"></span>AGO <span class="_ _b"></span>Sp. <span class="_ _1"></span>z <span class="_ _b"></span>o.o.<span class="ff1"> <span class="_ _b"></span><span class="ff6">–</span> <span class="_ _b"></span><span class="ff6">spółka <span class="_ _b"></span>zawiązana <span class="_ _b"></span>w <span class="_ _1"></span>dn<span class="_ _1"></span>iu <span class="_ _b"></span>8 <span class="_ _1"></span>maj<span class="_ _1"></span>a <span class="_ _b"></span>2017 <span class="_ _1"></span>r; <span class="_ _12"></span>od <span class="_ _b"></span>2021 <span class="_ _b"></span>r. <span class="_ _b"></span>spółka <span class="_ _1"></span>celowa<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 xf h14 yd9 ff6 fsa fc0 sc0 ls0 ws0">realizująca jeden z proj<span class="_ _1"></span>ektów dewelopers<span class="_ _1"></span>kich;<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h13 yda ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_ _d"> </span>ALBA <span class="_ _d"> </span>Sp<span class="_ _1"></span>. <span class="_ _d"> </span>z <span class="_ _16"> </span>o.o.<span class="ff1"> <span class="_ _d"> </span><span class="ff6">(dawniej: <span class="_ _16"> </span>WIKANA <span class="_ _d"> </span>PROPERT<span class="_ _1"></span>Y <span class="_ _d"> </span>Spółka <span class="_ _16"> </span>z <span class="_ _d"> </span>ograniczoną </span></span></span></span></div><div class="t m0 xf h14 ydb ff6 fsa fc0 sc0 ls0 ws0">odpowiedzialnośc<span class="_ _1"></span>ią ALBA S.K.A.) –<span class="_ _1"></span><span class="ff1"> </span>spółka przy<span class="_ _1"></span>pisana do segmentu<span class="_ _1"></span> najmu powierz<span class="_ _1"></span>chni;<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h13 ydc ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_ _15"> </span>BETA <span class="_ _f"> </span>Sp.<span class="ff1"> <span class="_ _f"> </span></span>z <span class="_ _f"> </span>o.o. <span class="_ _f"> </span><span class="ff6">–<span class="ff1"> <span class="_ _f"> </span></span>spółka <span class="_ _15"> </span>ce<span class="_ _1"></span>lowa <span class="_ _15"> </span>o<span class="_ _1"></span>dpowiedzialna <span class="_ _f"> </span>za <span class="_ _15"> </span>r<span class="_ _1"></span>ealizac<span class="_ _1"></span>ję <span class="_ _f"> </span>projektów </span></span></span></div><div class="t m0 xf h14 ydd ff1 fsa fc0 sc0 ls0 ws0">deweloperskich;<span class="_ _1"></span> </div><div class="t m0 x1c h13 yb7 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA<span class="ff1"> <span class="_ _1a"> </span></span>BETULA <span class="_ _1d"> </span>Sp. <span class="_ _1a"> </span>z <span class="_ _1d"> </span>o.o<span class="ff1 ls6">. <span class="_ _1a"> </span></span><span class="ff6">–<span class="ff1"> <span class="_ _1d"> </span></span>spółka <span class="_ _1a"> </span>celowa <span class="_ _1d"> </span>odpowiedzialn<span class="_ _1"></span>a <span class="_ _1a"> </span>za <span class="_ _1a"> </span>realiza<span class="_ _1"></span>cję <span class="_ _1a"> </span>proj<span class="_ _1"></span>ektów </span></span></span></div><div class="t m0 xf h14 yde ff1 fsa fc0 sc0 ls0 ws0">deweloperskich;<span class="_ _1"></span> </div><div class="t m0 x1c h13 ydf ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_ _12"></span>CASA <span class="_ _14"></span>Sp. <span class="_ _12"></span>z <span class="_ _14"></span>o.o. <span class="_ _14"></span><span class="ff6">(dawniej: <span class="_ _14"> </span>STRĄŻ<span class="_ _1"></span>YSKA <span class="_ _12"></span>Sp. <span class="_ _14"></span>z <span class="_ _12"></span>o.o.) <span class="_ _13"> </span>–<span class="ff1"> <span class="_ _b"></span></span>s<span class="_ _1"></span>półka <span class="_ _12"></span>cel<span class="_ _1"></span>owa <span class="_ _12"></span>prz<span class="_ _1"></span>eznaczona </span></span></span></div><div class="t m0 xf h14 ye0 ff1 fsa fc0 sc0 ls5 ws0">na<span class="ls0"> <span class="ff6">potrzeby realizacj<span class="_ _1"></span>i projektów dewel<span class="_ _1"></span>operskich;<span class="_ _1"></span></span> </span></div><div class="t m0 x1c h13 ye1 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_ _15"> </span>COR<span class="_ _1"></span>YLUS <span class="_ _f"> </span>Sp. <span class="_ _f"> </span>z <span class="_ _15"> </span>o.o.<span class="_ _1"></span><span class="ff1"> <span class="_ _f"> </span>(dawniej: <span class="_ _f"> </span>WIKANA <span class="_ _f"> </span>MERITUM <span class="_ _1e"> </span><span class="ff6">Spółka <span class="_ _15"> </span>z<span class="_ _1"></span> <span class="_ _f"> </span>ograniczoną<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 xf h14 ye2 ff6 fsa fc0 sc0 ls0 ws0">odpowiedzialnośc<span class="_ _1"></span>ią CORYLUS S.<span class="_ _1"></span>K.A.) –<span class="ff1"> </span>s<span class="_ _1"></span>półka przypisana <span class="_ _1"></span>do segmentu dew<span class="_ _1"></span>eloperskiego; <span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 x1c h13 ye3 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_ _11"> </span>ERGO <span class="_ _11"> </span>Sp. <span class="_ _11"> </span>z <span class="_ _11"> </span>o.o.<span class="_ _1"></span><span class="ff1"> <span class="_ _11"> </span><span class="ff6">–</span> <span class="_ _11"> </span><span class="ff6">spółka</span> <span class="_ _11"> </span>celowa, <span class="_ _11"> </span>ak<span class="_ _1"></span>tualnie <span class="_ _11"> </span>przez<span class="_ _1"></span>naczona <span class="_ _11"> </span>na <span class="_ _11"> </span>potrzeby <span class="_ _10"> </span>realizacji </span></span></span></div><div class="t m0 xf h14 ye4 ff6 fsa fc0 sc0 ls0 ws0">projektów<span class="ff1"> dewe<span class="_ _1"></span>loperskich; </span></div><div class="t m0 x1c h13 ye5 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_ _1a"> </span>GAM<span class="_ _1"></span>MA <span class="_ _1d"> </span>Sp. <span class="_ _1a"> </span>z<span class="_ _1"></span> <span class="_ _1a"> </span>o.o.<span class="_ _1"></span><span class="ff1"> <span class="_ _1d"> </span><span class="ff6">–</span> <span class="_ _1a"> </span><span class="ff6">s<span class="_ _1"></span>półka <span class="_ _1d"> </span>celowa <span class="_ _1d"> </span>odpowie<span class="_ _1"></span>dzialna <span class="_ _1d"> </span>za <span class="_ _1a"> </span>r<span class="_ _1"></span>ealizację <span class="_ _1d"> </span>projektów<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 xf h14 y87 ff1 fsa fc0 sc0 ls0 ws0">deweloperskich;<span class="_ _1"></span> </div><div class="t m0 x1c h13 ye6 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_ _15"> </span>JOTA<span class="_ _1"></span> <span class="_ _f"> </span>Sp. <span class="_ _f"> </span>z <span class="_ _f"> </span>o.o.<span class="ff1"> <span class="_ _f"> </span><span class="ff6">–</span> <span class="_ _15"> </span><span class="ff6">sp<span class="_ _1"></span>ółka <span class="_ _f"> </span>celowa <span class="_ _f"> </span>odpowiedzialna<span class="_ _1"></span> <span class="_ _f"> </span>za <span class="_ _15"> </span>re<span class="_ _1"></span>alizację <span class="_ _f"> </span>projektów </span></span></span></span></div><div class="t m0 xf h14 ye7 ff1 fsa fc0 sc0 ls0 ws0">deweloperskich;<span class="_ _1"></span> </div><div class="t m0 x1c h13 ye8 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_ _0"></span>KLONOW<span class="_ _1"></span>E <span class="_ _0"></span>OSI<span class="_ _1"></span>EDLE Sp. <span class="_ _0"></span>z o.o.<span class="ff1"> <span class="ff6">–</span> <span class="_ _0"></span><span class="ff6">spółka celowa, przeznaczona na <span class="_ _0"></span>potrzeby realizacji </span></span></span></span></div><div class="t m0 xf h14 ye9 ff6 fsa fc0 sc0 ls0 ws0">projektów dewelop<span class="_ _1"></span>erskich;<span class="ff1"> </span></div><div class="t m0 x1c h13 yea ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA<span class="ff1"> <span class="_ _1d"> </span></span>KOMERC <span class="_ _19"> </span>Sp. <span class="_ _19"> </span>z <span class="_ _19"> </span>o.o<span class="ff1 ls6">. <span class="_ _19"> </span></span><span class="ff6">–<span class="ff1"> <span class="_ _19"> </span></span>spółka <span class="_ _1d"> </span><span class="ff1">aktua<span class="_ _1"></span>lnie <span class="_ _19"> </span>przypisana <span class="_ _1d"> </span>w <span class="_ _19"> </span>Gru<span class="_ _1"></span>pie <span class="_ _1d"> </span>do <span class="_ _19"> </span>segmentu<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 xf h14 yeb ff1 fsa fc0 sc0 ls0 ws0">deweloperskiego<span class="_ _1"></span><span class="ls6">; </span> </div></div><span class="d m1" style="border-style:none;position:absolute;left:141.271000px;bottom:946.920000px;width:40.650000px;height:16.220000px;background-color:rgba(255,255,255,0.000001);">&#160;</span><span class="d m1" style="border-style:none;position:absolute;left:141.206000px;bottom:605.943000px;width:40.650000px;height:16.220000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></div><div class="pi"></div></div>
<div id="pf7" class="pf w0 h0"><div class="pc pc7 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h12 y2c ff1 fs9 fc0 sc0 ls0 ws0">7<span class="ff5 fs6"> </span></div><div class="t m0 x1c h13 y91 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_ _b"></span>MERITUM <span class="_ _b"></span>Sp. <span class="_ _1"></span>z <span class="_ _b"></span>o.o.<span class="_ _1"></span><span class="ff1"> <span class="_ _b"></span><span class="ff6">–</span> <span class="_ _1"></span><span class="ff6">s<span class="_ _1"></span>półka</span> <span class="_ _b"></span><span class="ff6">celowa <span class="_ _b"></span>przeznaczona <span class="_ _b"></span>na <span class="_ _b"></span>potrzeby <span class="_ _1"></span>r<span class="_ _1"></span>ealizacji <span class="_ _b"></span>projektów </span></span></span></span></div><div class="t m0 xf h14 yc4 ff1 fsa fc0 sc0 ls0 ws0">deweloperskich; <span class="_ _1"></span> </div><div class="t m0 x1c h13 yec ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff3 fc0">WIKANA <span class="_"> </span>NIERUCHO<span class="_ _1"></span>MOŚCI <span class="_ _2"> </span>Sp.<span class="ff1"> <span class="_"> </span><span class="ff2">z <span class="_"> </span>o.o.<span class="_ _1"></span></span> <span class="_"> </span>- <span class="_ _2"> </span>w <span class="_"> </span>dniu <span class="_"> </span>29 <span class="_ _2"> </span>lipca <span class="_"> </span>2024 <span class="_ _2"> </span>r. <span class="_"> </span><span class="ff6">z<span class="_ _1"></span>ostała <span class="_ _2"> </span>zawarta <span class="_"> </span>przez<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 xf h14 yed ff1 fsa fc0 sc0 ls0 ws0">WIKANA S.A. <span class="_ _12"></span>um<span class="_ _1"></span>owa <span class="_ _b"></span><span class="ff6">s<span class="_ _1"></span>przedaży<span class="_ _1"></span> <span class="_ _b"></span>100<span class="_ _1"></span>% <span class="_ _12"></span>udziałów <span class="_ _14"></span>tej <span class="_ _12"></span>spółki</span> <span class="_ _12"></span><span class="ff6">na <span class="_ _12"></span>rzec<span class="_ _1"></span>z <span class="_ _12"></span>podmiotu <span class="_ _12"></span>niepow<span class="_ _1"></span>iązanego </span></div><div class="t m0 xf h14 yee ff6 fsa fc0 sc0 ls0 ws0">kapitałowo i osobowo z Gr<span class="_ _1"></span>upą Kapitałow<span class="_ _1"></span>ą WIKANA;<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h13 yef ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_"> </span>NO<span class="_ _1"></span>WE <span class="_ _2"> </span>BRONOWIC<span class="_ _1"></span>E <span class="_ _2"> </span>Sp. <span class="_"> </span>z<span class="_ _1"></span> <span class="_"> </span>o<span class="_ _1"></span>.o. <span class="_ _2"> </span><span class="ff6">–<span class="ff1"> <span class="_ _2"> </span></span>spółk<span class="_ _1"></span>a <span class="_"> </span>c<span class="_ _1"></span>elowa <span class="_ _2"> </span>odpowiedzialna<span class="_ _1"></span> <span class="_"> </span>za <span class="_ _2"> </span>real<span class="_ _1"></span>izację </span></span></span></div><div class="t m0 xf h14 yf0 ff6 fsa fc0 sc0 ls0 ws0">projektów dewelop<span class="_ _1"></span>erskich;<span class="ff1"> </span></div><div class="t m0 x1c h13 yf1 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_ _10"> </span>PANORAMA <span class="_"> </span>Sp. <span class="_ _10"> </span>z <span class="_"> </span>o.o.<span class="ff1"> <span class="_ _10"> </span><span class="ff6">–</span> <span class="_ _10"> </span><span class="ff6">s<span class="_ _1"></span>półka <span class="_ _10"> </span>celowa <span class="_"> </span>odpowiedzialna <span class="_ _10"> </span>za <span class="_"> </span>realizację <span class="_ _10"> </span>projektów<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 xf h14 yf2 ff1 fsa fc0 sc0 ls0 ws0">deweloperskich;<span class="_ _1"></span> </div><div class="t m0 x1c h13 yf3 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_ _f"> </span>PRIM <span class="_ _f"> </span>Sp. <span class="_ _1e"> </span>z <span class="_ _1e"> </span>o.o.<span class="ff1"> <span class="_ _f"> </span><span class="ff6">–</span> <span class="_ _f"> </span><span class="ff6">s<span class="_ _1"></span>półka <span class="_ _f"> </span>celowa <span class="_ _f"> </span>o<span class="_ _1"></span>dpowiedzialna <span class="_ _f"> </span>z<span class="_ _1"></span>a <span class="_ _f"> </span>realizac<span class="_ _1"></span>ję <span class="_ _f"> </span>projektów </span></span></span></span></div><div class="t m0 xf h14 yf4 ff1 fsa fc0 sc0 ls0 ws0">deweloperskich; <span class="_ _1"></span> </div><div class="t m0 x1c h13 yf5 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_ _1c"> </span>PROJECT <span class="_ _1c"> </span>Sp<span class="_ _1"></span>. <span class="_ _1c"> </span>z <span class="_ _1b"> </span>o.o.<span class="ff1"> <span class="_ _1c"> </span><span class="ff6">–</span> <span class="_ _1b"> </span><span class="ff6">spółka <span class="_ _1c"> </span>celowa <span class="_ _1b"> </span>odpowiedzialn<span class="_ _1"></span>a <span class="_ _1c"> </span>za <span class="_ _1c"> </span>realiza<span class="_ _1"></span>cję <span class="_ _1c"> </span>proj<span class="_ _1"></span>ektów </span></span></span></span></div><div class="t m0 xf h14 yf6 ff1 fsa fc0 sc0 ls0 ws0">deweloperskich;<span class="_ _1"></span> </div><div class="t m0 x1c h13 yf7 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_ _1b"> </span>PROPERTY<span class="_ _1"></span> <span class="_ _1b"> </span>Sp. <span class="_ _1b"> </span>z <span class="_ _1a"> </span>o.o.<span class="ff1"> <span class="_ _1a"> </span><span class="ff6">–</span> <span class="_ _1b"> </span><span class="ff6">jej <span class="_ _1b"> </span>przed<span class="_ _1"></span>miotem <span class="_ _1a"> </span>działalności <span class="_ _1b"> </span>jest <span class="_ _1b"> </span>św<span class="_ _1"></span>iadczenie <span class="_ _1b"> </span>usł<span class="_ _1"></span>ug </span></span></span></span></div><div class="t m0 xf h14 yf8 ff6 fsa fc0 sc0 ls0 ws0">pośrednictwa sprzed<span class="_ _1"></span>aży dla podmiotó<span class="_ _1"></span>w Grupy Kapitał<span class="_ _1"></span>owej; <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h13 yf9 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_ _10"> </span>RES<span class="_ _1"></span>IDENCE <span class="_"> </span>S<span class="_ _0"></span>p. <span class="_"> </span>z <span class="_ _11"> </span>o.o.<span class="_ _1"></span><span class="ff1"> <span class="_"> </span><span class="ff6">–</span> <span class="_ _11"> </span><span class="ff6">s<span class="_ _1"></span>półka <span class="_ _10"> </span>ce<span class="_ _1"></span>lowa <span class="_"> </span>odpowiedzialna <span class="_ _10"> </span>za <span class="_ _10"> </span>r<span class="_ _1"></span>ealizac<span class="_ _1"></span>ję <span class="_ _10"> </span>projektów<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 xf h14 yfa ff1 fsa fc0 sc0 ls0 ws0">deweloperskich;<span class="_ _1"></span> </div><div class="t m0 x1c h13 yfb ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_ _e"> </span>S<span class="_ _1"></span>ALIX <span class="_ _15"> </span>Sp.<span class="_ _1"></span> <span class="_ _e"> </span>z<span class="_ _1"></span> <span class="_ _15"> </span>o.o. <span class="_ _15"> </span><span class="ff6">–<span class="ff1"> <span class="_ _15"> </span></span>sp<span class="_ _1"></span>ółka <span class="_ _e"> </span>c<span class="_ _1"></span>elowa <span class="_ _15"> </span>odpowiedz<span class="_ _1"></span>ialna <span class="_ _15"> </span>za <span class="_ _15"> </span>realizac<span class="_ _1"></span>ję <span class="_ _15"> </span>projektów </span></span></span></div><div class="t m0 xf h14 yfc ff1 fsa fc0 sc0 ls0 ws0">deweloperskich;<span class="_ _1"></span> </div><div class="t m0 x1c h13 yfd ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA <span class="_ _b"></span>SIGMA<span class="_ _1"></span> <span class="_ _12"></span>Sp. <span class="_ _b"></span>z<span class="_ _1"></span> <span class="_ _b"></span>o.<span class="_ _1"></span>o.<span class="ff1"> <span class="_ _12"></span><span class="ff6">–</span> <span class="_ _b"></span><span class="ff6">w <span class="_ _12"></span>dn<span class="_ _1"></span>iu <span class="_ _b"></span>30 <span class="_ _12"></span>paźdz<span class="_ _1"></span>iernika <span class="_ _12"></span>2024 <span class="_ _12"></span>r. <span class="_ _12"></span>została <span class="_ _b"></span>z<span class="_ _1"></span>awarta <span class="_ _12"></span>prz<span class="_ _1"></span>ez <span class="_ _b"></span>WIKANA </span></span></span></span></div><div class="t m0 xf h1f yfe ff6 fsa fc0 sc0 ls0 ws0">S.A. umo<span class="_ _1"></span>wy <span class="_ _1"></span>sprzedaży <span class="_ _1"></span>100% <span class="_ _1"></span>udziałów <span class="_ _1"></span>tej<span class="_ _1"></span> s<span class="_ _1"></span>półki na <span class="_ _1"></span>rzec<span class="_ _1"></span>z <span class="_ _1"></span>podmiotu <span class="_ _1"></span>niepowiązan<span class="_ _1"></span>ego kap<span class="_ _1"></span>itałowo </div><div class="t m0 xf h14 yff ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">osobowo z Grupą <span class="_ _1"></span>Kapitałową WIKANA.<span class="_ _b"></span></span> </div><div class="t m0 x1c h13 y100 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">WIKANA ZIELONE <span class="_ _0"></span>TARA<span class="_ _1"></span>SY Sp. z o.o.<span class="ff1"> <span class="ff6">–</span> <span class="_ _0"></span><span class="ff6">spółka celowa od<span class="_ _0"></span>powiedzi<span class="_ _1"></span>alna za realizację projektów </span></span></span></span></div><div class="t m0 xf h14 y101 ff1 fsa fc0 sc0 ls0 ws0">deweloperskich;<span class="_ _1"></span> </div><div class="t m0 x1c h14 y102 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff3 fc0">Towarzystwo <span class="_ _b"></span>Budown<span class="_ _1"></span>ictwa <span class="_ _b"></span>Społecznego <span class="_ _12"></span>„Nasz <span class="_ _12"></span>Dom”<span class="_ _1"></span> <span class="_ _b"></span>Sp. <span class="_ _12"></span>z <span class="_ _b"></span>o.o.<span class="_ _b"></span><span class="ff1"> <span class="_ _b"></span><span class="ff6">–</span> <span class="_ _b"></span><span class="ff6">z<span class="_ _1"></span>ajmuje <span class="_ _12"></span>się <span class="_ _b"></span>usługowym<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 xf h14 y103 ff6 fsa fc0 sc0 ls0 ws0">zarządzaniem <span class="_ _19"> </span>ni<span class="_ _1"></span>eruchomoś<span class="_ _1"></span>ciami <span class="_ _19"> </span>–<span class="ff1"> <span class="_ _e"> </span></span>zarów<span class="_ _1"></span>no <span class="_ _19"> </span>własn<span class="_ _1"></span>ymi, <span class="_ _19"> </span>jak <span class="_ _e"> </span>i <span class="_ _19"> </span>zleconym<span class="_ _1"></span>i <span class="_ _19"> </span>przez <span class="_ _e"> </span>wspólnoty<span class="_ _1"></span> </div><div class="t m0 xf h14 y104 ff1 fsa fc0 sc0 ls0 ws0">mieszkaniowe<span class="ls6">; <span class="_ _1"></span></span> </div><div class="t m0 x1c h13 y105 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">ZIELONE <span class="_ _1c"> </span>TA<span class="_ _1"></span>RASY <span class="_ _1a"> </span>Sp. <span class="_ _1b"> </span>z <span class="_ _1a"> </span>o.o. <span class="_ _1b"> </span><span class="ff6">–<span class="ff1"> <span class="_ _1b"> </span></span>spółka <span class="_ _1a"> </span><span class="ff1">poprzednio <span class="_ _1a"> </span>przypisana <span class="_ _1b"> </span>w<span class="_ _1"></span> <span class="_ _1b"> </span>Grupie <span class="_ _1a"> </span>do <span class="_ _1c"> </span>s<span class="_ _1"></span>egmentu </span></span></span></span></div><div class="t m0 xf h14 y106 ff6 fsa fc0 sc0 ls0 ws0">odnawialnych <span class="_ _e"> </span>źró<span class="_ _1"></span>deł <span class="_ _e"> </span>energii; <span class="_ _e"> </span>począws<span class="_ _1"></span>zy <span class="_ _e"> </span>od <span class="_ _e"> </span>I<span class="_ _1"></span>V <span class="_ _19"> </span>k<span class="_ _1"></span>wartału <span class="_ _e"> </span>202<span class="_ _1"></span>0<span class="_ _1"></span><span class="ff1"> </span>r. <span class="_ _e"> </span>świ<span class="_ _1"></span>adczy <span class="_ _e"> </span>także <span class="_ _15"> </span>usługi </div><div class="t m0 xf h14 y107 ff6 fsa fc0 sc0 ls0 ws0">zarządzania nierucho<span class="_ _1"></span>mościami<span class="ff1 lse">; <span class="ls0"> </span></span></div><div class="t m0 x1c h13 y108 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff2 fc0">ZANA <span class="_ _10"> </span>IN<span class="_ _1"></span>VEST <span class="_"> </span>Sp. <span class="_ _10"> </span>z<span class="_ _1"></span> <span class="_"> </span>o.o.<span class="ff1"> <span class="_ _10"> </span><span class="ff6">–</span> <span class="_"> </span><span class="ff6">spółka <span class="_"> </span>celowa, <span class="_"> </span>aktualnie <span class="_ _10"> </span>prz<span class="_ _1"></span>eznaczona <span class="_"> </span>na <span class="_ _10"> </span>p<span class="_ _1"></span>otrzeby <span class="_"> </span>realizacji </span></span></span></span></div><div class="t m0 xf h14 y109 ff6 fsa fc0 sc0 ls0 ws0">przyszłyc<span class="_ _1"></span>h projektów dewelopersk<span class="_ _1"></span>ich<span class="ff1">.<span class="_ _1"></span> </span></div><div class="t m0 xb h1f y10a ff6 fsa fc0 sc0 ls0 ws0">Informacje <span class="_ _11"> </span>na <span class="_ _11"> </span>temat <span class="_ _11"> </span>liczby <span class="_ _13"> </span>udz<span class="_ _1"></span>iałów, <span class="_ _11"> </span>posiadanych <span class="_ _11"> </span>przez <span class="_ _11"> </span>Jednostkę <span class="_ _11"> </span>Dominującą <span class="_ _11"> </span>w <span class="_ _11"> </span>poszczególnych </div><div class="t m0 xb h14 y10b ff6 fsa fc0 sc0 ls0 ws0">spółkach z Grupy, zn<span class="_ _1"></span>ajdują s<span class="_ _1"></span>ię w nocie 6.3<span class="_ _1"></span><span class="ff1">4 Skonsolidowan<span class="_ _1"></span>ego raportu r<span class="_ _1"></span>ocznego.<span class="_ _1"></span> </span></div><div class="t m0 xb h14 y10c ff1 fsa fc0 sc0 ls0 ws0">Konsolidacji <span class="_ _11"> </span><span class="ff6">podlegaj<span class="_ _1"></span>ą <span class="_ _11"> </span>wszystkie <span class="_ _11"> </span>ww. <span class="_ _11"> </span>spółki <span class="_ _11"> </span>zależne. <span class="_ _11"> </span>Jednostki <span class="_ _11"> </span>zależne<span class="_ _1"></span> <span class="_ _11"> </span>konsolidowane <span class="_ _11"> </span>są <span class="_ _11"> </span>metodą </span></div><div class="t m0 xb h14 y10d ff6 fsa fc0 sc0 ls0 ws0">pełną, zaś jednostka wsp<span class="_ _1"></span>ółzależna <span class="ff1">-<span class="_ _1"></span> ZANA IN<span class="_ _1"></span>VEST Sp. z o.o. </span>–<span class="ff1"> <span class="_ _1"></span></span>metodą praw w<span class="_ _1"></span>łasności.<span class="ff1"> <span class="_ _1"></span> </span></div><div class="t m0 xb h14 y10e ff6 fsa fc0 sc0 ls0 ws0">Jedyną spółką z Grupy, któ<span class="_ _1"></span>ra od 21 czerwc<span class="_ _1"></span>a 2023 r. posiad<span class="_ _1"></span>a oddział, jest ENE<span class="_ _1"></span>RGY PRIM<span class="_ _1"></span>E Sp. z o.o.<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y10f ff6 fsa fc0 sc0 ls0 ws0">Poza <span class="_ _14"> </span>inwesty<span class="_ _1"></span>cjami <span class="_ _14"> </span>w <span class="_ _13"> </span>jedn<span class="_ _1"></span>ostki <span class="_ _14"> </span>zależn<span class="_ _1"></span>e<span class="ff1">, <span class="_ _13"></span></span>Grupa <span class="_ _13"> </span>Kapitałowa<span class="ff1"> <span class="_ _13"></span>posiada <span class="_ _13"></span></span>na <span class="_ _14"> </span>obsz<span class="_ _1"></span>arze <span class="_ _14"> </span>Po<span class="_ _1"></span>lski <span class="_ _14"> </span>po<span class="_ _1"></span>łudniowo<span class="ff1">-</span></div><div class="t m0 xb h14 y110 ff6 fsa fc0 sc0 ls0 ws0">wschodniej <span class="_ _b"></span>ba<span class="_ _1"></span>nk <span class="_ _b"></span>zie<span class="_ _1"></span>mi, <span class="_ _b"></span>któ<span class="_ _1"></span>ry <span class="_ _12"></span><span class="ff1">pozwala <span class="_ _12"></span>na <span class="_ _12"></span>zbudowa<span class="_ _1"></span>nie <span class="_ _12"></span>ponad <span class="_ _12"></span>3 <span class="_ _b"></span>0<span class="_ _1"></span>00 <span class="_ _12"></span>lokali, <span class="_ _b"></span>o <span class="_ _12"></span>sza<span class="_ _1"></span>cowanej <span class="_ _b"></span>p<span class="_ _1"></span>owierzchni </span></div><div class="t m0 xb h14 y111 ff6 fsa fc0 sc0 ls0 ws0">użytkowej (zarówno m<span class="_ _1"></span>ieszkań, jak i usług) ok<span class="_ _1"></span>. <span class="ff1">1<span class="_ _1"></span><span class="ls5">50</span> tys. m</span></div><div class="t m0 x37 h10 y112 ff1 fs8 fc0 sc0 ls0 ws0">2</div><div class="t m0 x38 h14 y111 ff1 fsa fc0 sc0 ls0 ws0">. </div><div class="t m0 xb h14 y113 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h14 y114 ff1 fsa fc0 sc0 ls0 ws0"> <span class="_ _18"> </span> </div></div></div><div class="pi"></div></div>
<div id="pf8" class="pf w0 h0"><div class="pc pc8 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h12 y2c ff1 fs9 fc0 sc0 ls0 ws0">8<span class="ff5 fs6"> </span></div><div class="t m0 xb h14 y91 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h14 y115 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x39 h14 y116 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h14 y117 ff1 fsa fc0 sc0 ls0 ws0"> <span class="_ _18"> </span> </div></div></div><div class="pi"></div></div>
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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe h12 y2c ff1 fs9 fc0 sc0 ls0 ws0">9<span class="ff5 fs6"> </span></div><div class="t m0 x12 h15 y118 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Opis <span class="_ _11"> </span>zmian <span class="_ _11"> </span>w <span class="_ _13"> </span>organizacji <span class="_ _11"> </span>oraz <span class="_ _11"> </span>zasadach <span class="_ _13"> </span>zarządzania <span class="_ _10"> </span>Spółką <span class="_ _11"> </span>oraz <span class="_ _11"> </span>Grupą </span></div><div class="t m0 xf h15 y119 ff3 fs6 fc0 sc0 ls0 ws0">Kapitałową WIKANA<span class="ff2"> </span></div><div class="t m0 xb h14 y11a ff6 fsa fc0 sc0 ls0 ws0">Zarówno <span class="_ _13"> </span>na <span class="_ _14"></span><span class="ff1">przestrz<span class="_ _1"></span>eni <span class="_ _14"></span>20<span class="_ _1"></span>24 <span class="_ _13"></span></span>roku, <span class="_ _14"></span>jak <span class="_ _13"> </span>i <span class="_ _14"> </span>do <span class="_ _13"> </span>dnia <span class="_ _14"> </span>s<span class="_ _1"></span>porządzenia <span class="_ _13"> </span>niniejszego <span class="_ _14"> </span>s<span class="_ _1"></span>prawozdania, <span class="_ _13"> </span>nie <span class="_ _13"> </span>miały </div><div class="t m0 xb h14 y11b ff6 fsa fc0 sc0 ls0 ws0">miejsca znaczące zmiany <span class="_ _1"></span>w zasadach<span class="_ _1"></span><span class="ff1"> </span>zarządza<span class="_ _1"></span>nia <span class="ff1">ani organ<span class="_ _1"></span>izacji </span>Spółk<span class="_ _1"></span><span class="ff1">i <span class="lsa">czy</span> Grupy </span>Kapitałow<span class="ff1 ls5">ej<span class="ls0">.<span class="_ _1"></span> </span></span></div><div class="t m0 xb h1f y11c ff6 fsa fc0 sc0 ls0 ws0">Zarząd <span class="_ _0"></span>Spółki <span class="_ _0"></span>wskazuje, że <span class="_ _4"></span>w okresie <span class="_ _4"></span>sprawozdawc<span class="_ _1"></span>zym <span class="_ _0"></span>miały <span class="_ _0"></span>miejsc<span class="_ _1"></span>e <span class="_ _0"></span>następujące <span class="_ _0"></span>zmiany <span class="_ _0"></span>w <span class="_ _0"></span>strukturze </div><div class="t m0 xb h14 y11d ff6 fsa fc0 sc0 ls0 ws0">Grupa Kapitałowej: <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y11e ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zawiązanie <span class="_ _10"> </span>na <span class="_"> </span>potrzeby <span class="_ _11"> </span>real<span class="_ _1"></span>izacji <span class="_ _10"> </span>kolejnej <span class="_"> </span>i<span class="_ _0"></span>nwestyc<span class="_ _1"></span>ji <span class="_ _10"> </span>deweloperskiej <span class="_"> </span>w <span class="_ _11"> </span>Lub<span class="_ _1"></span>linie <span class="_ _10"> </span>nowej <span class="_ _10"> </span>sp<span class="_ _1"></span>ółki </span></span></div><div class="t m0 xf h14 y11f ff6 fsa fc0 sc0 ls0 ws0">celowej: ZANA IN<span class="_ _1"></span>VEST Sp. z o.o., w k<span class="_ _1"></span>tórej Jednostka <span class="_ _1"></span>Dominująca objęł<span class="_ _1"></span>a 73% udziałów, <span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y120 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zawarcie <span class="_ _1d"> </span>w <span class="_ _19"> </span>dniu <span class="_ _19"> </span>15 <span class="_ _1d"> </span>mar<span class="_ _1"></span>ca <span class="_ _1d"> </span>2024 <span class="_ _19"> </span>r. <span class="_ _1d"> </span>prz<span class="_ _1"></span>ez <span class="_ _1d"> </span>J<span class="_ _1"></span>ednostkę <span class="_ _19"> </span>Dominującą, <span class="_ _e"> </span>jako <span class="_ _19"> </span>Sprzedającego, </span></span></div><div class="t m0 xf h14 y121 ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">podmiotem <span class="_ _e"> </span>niepowiąza<span class="_ _1"></span>nym <span class="_ _19"> </span>k<span class="_ _1"></span>apitałowo <span class="_ _e"> </span>i <span class="_ _19"> </span>os<span class="_ _1"></span>obowo <span class="_ _19"> </span>z <span class="_ _e"> </span>Grupą <span class="_ _e"> </span>Kapitałową <span class="_ _e"> </span>WIKAN<span class="_ _1"></span>A, <span class="_ _19"> </span>jako<span class="_ _1"></span> </span></div><div class="t m0 xf h1f y122 ff6 fsa fc0 sc0 ls0 ws0">Kupującym, <span class="_ _13"> </span>przedwstępnej <span class="_ _13"> </span>warunkowej <span class="_ _13"> </span>umowy<span class="_ _1"></span> <span class="_ _14"> </span>sprz<span class="_ _1"></span>edaży <span class="_ _13"> </span>100% <span class="_ _13"> </span>udziałów <span class="_ _14"> </span>w<span class="_ _1"></span> <span class="_ _14"> </span>s<span class="_ _1"></span>półce <span class="_ _14"> </span>z<span class="_ _1"></span>ależnej: </div><div class="t m0 xf h14 y123 ff6 fsa fc0 sc0 ls0 ws0">BIOENERGIA <span class="_"> </span>P<span class="_ _0"></span>LUS <span class="_ _10"> </span>Sp<span class="_ _1"></span>. <span class="_ _10"> </span>z <span class="_ _10"> </span>o.o. <span class="_ _10"> </span>(s<span class="_ _1"></span>zczegóły: <span class="_ _10"> </span>raport <span class="_"> </span>bi<span class="_ _0"></span>eżący <span class="_ _10"> </span>nr<span class="_ _1"></span> <span class="_"> </span><span class="ff1 fc5">3/2024<span class="fc0">), <span class="_ _10"> </span>zmienion<span class="_ _1"></span>ej <span class="_ _10"> </span>aneksem </span></span></div><div class="t m0 xf h14 y124 ff6 fsa fc0 sc0 ls0 ws0">zawartym w dniu 22 <span class="_ _0"></span>maja 2024 r. (szczegóły: raport bieżący nr <span class="ff1 fc5">7/2024</span>), a następnie –<span class="ff1"> </span>w <span class="_ _0"></span>związku </div><div class="t m0 xf h1f y125 ff6 fsa fc0 sc0 ls0 ws0">ze <span class="_ _1e"> </span>spełnien<span class="_ _1"></span>iem <span class="_ _1e"> </span>prz<span class="_ _1"></span>ez <span class="_ _1e"> </span>Jednostkę <span class="_ _17"> </span>Dominującą <span class="_ _17"> </span>warunków <span class="_ _17"> </span>określonych <span class="_ _17"> </span>we <span class="_ _17"> </span>wspomnianej </div><div class="t m0 xf h14 y126 ff6 fsa fc0 sc0 ls0 ws0">przedwstępnej <span class="_ _b"></span>warunkowej <span class="_ _b"></span>umowie <span class="_ _b"></span>sprzedaży <span class="_ _b"></span>–<span class="ff1"> <span class="_ _1"></span></span>z<span class="_ _1"></span>awarc<span class="_ _1"></span>ie <span class="_ _1"></span>ostatec<span class="_ _1"></span>znej <span class="_ _1"></span>um<span class="_ _1"></span>owy <span class="_ _b"></span>sprzedaży <span class="_ _1"></span>100%<span class="_ _1"></span> </div><div class="t m0 xf h14 y127 ff6 fsa fc0 sc0 ls0 ws0">udziałów BIOENERG<span class="_ _1"></span>IA PLUS Sp. z o.o. (s<span class="_ _1"></span>zczegóły: raport b<span class="_ _1"></span>ieżący nr<span class="_ _1"></span><span class="ff1"> <span class="fc5">16/2<span class="_ _1"></span>024</span>);  </span></div><div class="t m0 x1c h14 y128 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zawarcie <span class="_ _11"> </span>w <span class="_ _13"> </span>d<span class="_ _1"></span>niu <span class="_ _11"> </span>12 <span class="_ _13"> </span>c<span class="_ _1"></span>zerwca <span class="_ _11"> </span>2024 <span class="_ _11"> </span>r. <span class="_ _11"> </span>umowy <span class="_ _11"> </span>sprzedaży <span class="_ _11"> </span>301 <span class="_ _13"> </span>udz<span class="_ _1"></span>iałów <span class="_ _11"> </span>WIKANA <span class="_ _11"> </span>PROPERTY<span class="_ _1"></span> </span></span></div><div class="t m0 xf h14 y129 ff1 fsa fc0 sc0 ls0 ws0">Sp. z o.o. z WIKAN<span class="_ _1"></span>A PROJECT Sp. z o.o. d<span class="_ _1"></span>o WIKANA<span class="_ _1"></span> S.A.; <span class="_ _1"></span> </div><div class="t m0 x1c h14 y12a ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">zawarcie <span class="_ _b"></span>w <span class="_ _12"></span>dniu <span class="_ _12"></span>12 <span class="_ _b"></span><span class="ff6">cz<span class="_ _1"></span>erwca <span class="_ _b"></span>2024 <span class="_ _12"></span>r. <span class="_ _b"></span>um<span class="_ _1"></span>owy <span class="_ _b"></span>sprz<span class="_ _1"></span>edaży <span class="_ _12"></span>55 <span class="_ _b"></span>udziałów <span class="_ _12"></span>WIKANA <span class="_ _12"></span>BETA <span class="_ _12"></span>Sp. <span class="_ _b"></span>z <span class="_ _12"></span>o.o. </span></span></span></div><div class="t m0 xf h14 y12b ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">WIKANA <span class="_ _1"></span>MERITUM <span class="_ _b"></span>Spółka z<span class="_ _1"></span> ogran<span class="_ _1"></span>iczoną <span class="_ _1"></span>odpowiedz<span class="_ _1"></span>ialnością CO<span class="_ _1"></span>RYLUS <span class="_ _1"></span>S.<span class="_ _1"></span>K.A. d<span class="_ _1"></span>o <span class="_ _1"></span>WIKANA </span></div><div class="t m0 xf h14 y12c ff1 fsa fc0 sc0 ls0 ws0">S.A.;  </div><div class="t m0 x1c h14 y12d ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">rejestracja <span class="_ _13"> </span>w <span class="_ _11"> </span>dniu <span class="_ _13"> </span>5 <span class="_ _13"> </span>lipca <span class="_ _13"> </span>2024 <span class="_ _13"> </span>r. <span class="_ _11"> </span>przekształcenia <span class="_ _11"> </span>WIKANA <span class="_ _13"> </span>MERITUM <span class="_ _11"> </span>Spółka <span class="_ _13"> </span>z <span class="_ _13"> </span>ograniczoną </span></span></div><div class="t m0 xf h14 y12e ff6 fsa fc0 sc0 ls0 ws0">odpowiedzialnośc<span class="_ _1"></span>ią CORYLUS S.<span class="_ _1"></span>K.A. w WIKANA CO<span class="_ _1"></span>RYLUS Sp. z o.o.; <span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y12f ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">rejestracja <span class="_ _b"></span>w <span class="_ _1"></span>dniu <span class="_ _b"></span>24 <span class="_ _b"></span>lipca <span class="_ _1"></span>2024 <span class="_ _b"></span>r. <span class="_ _1"></span>prz<span class="_ _1"></span>ekształcenia <span class="_ _b"></span>WIKANA <span class="_ _b"></span>PROPERTY <span class="_ _b"></span>Spółka <span class="_ _b"></span>z <span class="_ _1"></span>ogran<span class="_ _1"></span>iczoną </span></span></div><div class="t m0 xf h14 y130 ff6 fsa fc0 sc0 ls0 ws0">odpowiedzialnośc<span class="_ _1"></span>ią ALBA S.K.A. w WIK<span class="_ _1"></span>ANA ALBA Sp. z o.o.; <span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y131 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zawarcie w dniu 29 lipca 2024 <span class="_ _0"></span>r. umowy sprzedaży 100<span class="_ _1"></span>% udziałów WIKANA NIERUCHOMOŚC<span class="_ _1"></span>I </span></span></div><div class="t m0 xf h1f y132 ff6 fsa fc0 sc0 ls0 ws0">Sp. <span class="_ _12"></span>z <span class="_ _14"></span>o.o. <span class="_ _12"></span>z <span class="_ _14"> </span>WIKAN<span class="_ _1"></span>A <span class="_ _12"></span>S.<span class="_ _1"></span>A. <span class="_ _12"></span>na <span class="_ _14"></span>rzecz <span class="_ _14"></span>podmiotu <span class="_ _14"></span>niepowiązanego <span class="_ _14"></span>kapitałowo <span class="_ _14"> </span>i <span class="_ _12"></span>os<span class="_ _1"></span>obowo <span class="_ _12"></span>z<span class="_ _1"></span> <span class="_ _12"></span>Grup<span class="_ _1"></span>ą </div><div class="t m0 xf h14 y133 ff6 fsa fc0 sc0 ls0 ws0">Kapitałową WIKAN<span class="_ _1"></span>A; <span class="ff1"> </span></div><div class="t m0 x1c h14 y134 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">nabycie <span class="_ _11"> </span>w <span class="_"> </span>dniu <span class="_ _11"> </span>25 <span class="_ _10"> </span>wrześ<span class="_ _1"></span>nia <span class="_ _10"> </span>2024 <span class="_ _10"> </span>r. <span class="_ _10"> </span>przez <span class="_ _10"> </span>Spółkę <span class="_"> </span>10<span class="_ _0"></span>0% <span class="_ _10"> </span>udziałów <span class="_"> </span>w <span class="_ _11"> </span>spółce <span class="_ _10"> </span>z <span class="_ _10"> </span>ograniczoną<span class="_ _1"></span> </span></span></div><div class="t m0 xf h14 y135 ff6 fsa fc0 sc0 ls0 ws0">odpowiedzialnośc<span class="_ _1"></span>ią pod firmą: Strąży<span class="_ _1"></span>ska Sp. z o.o.<span class="_ _1"></span><span class="ff1"> (obecni<span class="_ _1"></span>e: WIKANA CAS<span class="_ _1"></span>A Sp. z o.o.)<span class="_ _1"></span><span class="ls6">; </span> </span></div><div class="t m0 x1c h14 y49 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zawarcie <span class="_ _14"> </span>w <span class="_ _13"> </span>dniu <span class="_ _13"> </span>30 <span class="_ _14"> </span>p<span class="_ _1"></span>aździernika <span class="_ _13"> </span>2024 <span class="_ _13"> </span>r. <span class="_ _14"></span>umowy <span class="_ _13"> </span>sprz<span class="_ _1"></span>edaży <span class="_ _14"> </span>100% <span class="_ _13"> </span>udziałów <span class="_ _13"> </span>WIKAN<span class="_ _1"></span>A <span class="_ _14"> </span>SIGM<span class="_ _1"></span>A </span></span></div><div class="t m0 xf h14 y136 ff1 fsa fc0 sc0 ls0 ws0">Sp. z <span class="ff6">o.o. <span class="_ _14"></span>z <span class="_ _14"> </span>WI<span class="_ _1"></span>KANA <span class="_ _14"> </span>S.A. <span class="_ _13"> </span>na <span class="_ _14"></span>rzecz <span class="_ _14"> </span>podm<span class="_ _1"></span>iotu <span class="_ _14"></span>niepowiąz<span class="_ _1"></span>anego <span class="_ _14"></span>kapitałow<span class="_ _1"></span>o <span class="_ _14"></span>i <span class="_ _14"></span>osob<span class="_ _1"></span>owo <span class="_ _14"></span>z <span class="_ _14"> </span>Grupą </span></div><div class="t m0 xf h14 y137 ff6 fsa fc0 sc0 ls0 ws0">Kapitałową WIKAN<span class="_ _1"></span>A.<span class="ff1"> </span></div><div class="t m0 xb h1f y138 ff6 fsa fc0 sc0 ls0 ws0">Zarząd <span class="_ _1"></span>Spó<span class="_ _1"></span>łki <span class="_ _1"></span>wskazuje,<span class="_ _1"></span> <span class="_ _b"></span>że <span class="_ _1"></span>poza <span class="_ _1"></span>z<span class="_ _1"></span>mianami <span class="_ _1"></span>op<span class="_ _1"></span>isanymi <span class="_ _1"></span>powy<span class="_ _1"></span>żej, <span class="_ _1"></span>które <span class="_ _b"></span>miały <span class="_ _1"></span>na <span class="_ _1"></span>ce<span class="_ _1"></span>lu <span class="_ _1"></span>prz<span class="_ _1"></span>ede <span class="_ _1"></span>wszy<span class="_ _1"></span>stkim </div><div class="t m0 xb h1f y139 ff6 fsa fc0 sc0 ls0 ws0">uproszczenie <span class="_ _d"> </span>i <span class="_ _d"> </span>uporządk<span class="_ _1"></span>owanie <span class="_ _d"> </span>struktury <span class="_ _d"> </span>G<span class="_ _1"></span>rupy <span class="_ _d"> </span>Kapitałowej<span class="_ _1"></span> <span class="_ _d"> </span>WIKANA, <span class="_ _d"> </span>z<span class="_ _1"></span>arówno <span class="_ _d"> </span>w <span class="_ _d"> </span>okresie </div><div class="t m0 xb h1f y13a ff6 fsa fc0 sc0 ls0 ws0">sprawozdawczym, <span class="_ _12"></span>jak<span class="_ _1"></span> <span class="_ _b"></span>i <span class="_ _14"></span>do <span class="_ _12"></span>dnia <span class="_ _12"></span>sporządzenia<span class="_ _1"></span> <span class="_ _b"></span>ni<span class="_ _1"></span>niejszego <span class="_ _12"></span>spra<span class="_ _1"></span>wozdania, <span class="_ _12"></span>nie <span class="_ _12"></span>nas<span class="_ _1"></span>tąpiły <span class="_ _12"></span>żadne <span class="_ _12"></span>zm<span class="_ _1"></span>iany </div><div class="t m0 xb h14 y13b ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">organizacji <span class="_ _b"></span>Grupy <span class="_ _12"></span>Kapitałowej, <span class="_ _b"></span>w <span class="_ _12"></span>tym <span class="_ _b"></span>w <span class="_ _b"></span>wyniku<span class="_ _1"></span>: <span class="_ _b"></span>połączenia <span class="_ _b"></span>j<span class="_ _1"></span>ednostek, <span class="_ _b"></span>uzys<span class="_ _1"></span>kania <span class="_ _b"></span>lub <span class="_ _b"></span>utraty <span class="_ _b"></span>k<span class="_ _1"></span>ontroli </span></div><div class="t m0 xb h1f y13c ff6 fsa fc0 sc0 ls0 ws0">nad jednostką/jednostkami zależnym<span class="_ _1"></span>i. Ponadto w omawianym czasie nie miały miejsca zdarzenia takie </div><div class="t m0 xb h14 y13d ff1 fsa fc0 sc0 ls0 ws0">jak: <span class="_ _1c"> </span>uzys<span class="_ _1"></span>kanie <span class="_ _1c"> </span>czy <span class="_ _1b"> </span>utrata <span class="_ _1c"> </span>kontroli <span class="_ _1c"> </span>n<span class="_ _1"></span><span class="ff6">ad <span class="_ _1c"> </span>inwes<span class="_ _1"></span>tycjami <span class="_ _1c"> </span>długo<span class="_ _1"></span>terminowymi, <span class="_ _1c"> </span>a<span class="_ _1"></span>ni <span class="_ _1c"> </span>zdarzeni<span class="_ _1"></span>a <span class="_ _1c"> </span>dotyczące<span class="_ _1"></span> </span></div><div class="t m0 xb h14 y13e ff6 fsa fc0 sc0 ls0 ws0">podziału, restrukturyz<span class="_ _1"></span>acji lub zaniechania <span class="_ _1"></span>działalności.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h3 y13f ff2 fs1 fc1 sc0 ls9 ws0">3.<span class="ls0"> <span class="_ _f"> </span><span class="ff3">Opis działa<span class="_ _0"></span>lności Spółki i Grupy Ka<span class="_ _0"></span>pitałowej W<span class="_ _0"></span>IKANA<span class="ff2">` </span></span></span></div><div class="t m0 x12 h15 y140 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Opis podstawowych produktów</span> <span class="_ _1"></span><span class="ff3">i usług</span> </div><div class="t m0 xb h14 y141 ff6 fsa fc0 sc0 ls0 ws0">Przedmiotem <span class="_ _16"> </span>dzia<span class="_ _1"></span>łalności <span class="_ _16"> </span>Spółki <span class="_ _16"> </span>oraz <span class="_ _16"> </span>j<span class="_ _1"></span>ednost<span class="_ _1"></span>ek<span class="_ _1"></span> <span class="_ _16"> </span>zależnych <span class="_ _1f"> </span><span class="ff1">w <span class="_ _16"> </span>okresie <span class="_ _1f"> </span></span>objętym<span class="ff1"> <span class="_ _16"> </span>nini<span class="_ _1"></span>ejszym </span></div><div class="t m0 xb h14 y142 ff1 fsa fc0 sc0 ls0 ws0">sprawozdaniem, zgo<span class="_ _1"></span>dnie ze statut<span class="_ _1"></span>ami<span class="ff6">/umowa<span class="_ _1"></span>mi spółek<span class="_ _1"></span></span>, <span class="ff6">były</span><span class="ls6">: </span> </div></div><span class="d m1" style="border-style:none;position:absolute;left:502.996000px;bottom:760.617000px;width:35.090000px;height:13.230000px;background-color:rgba(255,255,255,0.000001);">&#160;</span><span class="d m1" style="border-style:none;position:absolute;left:487.539000px;bottom:743.431000px;width:35.090000px;height:13.220000px;background-color:rgba(255,255,255,0.000001);">&#160;</span><span class="d m1" style="border-style:none;position:absolute;left:529.984000px;bottom:687.960000px;width:40.650000px;height:16.220000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></div><div class="pi"></div></div>
<div id="pfa" class="pf w0 h0"><div class="pc pca w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">10<span class="ff5 fs6 ls0"> </span></div><div class="t m0 x1c h14 y91 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">działalność dewelopers<span class="_ _1"></span>ka, <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y143 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zarządzanie nierucho<span class="_ _1"></span>mościami na zlec<span class="_ _1"></span>enie, <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y144 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">wynajem powierz<span class="_ _1"></span>chni,  </span></span></div><div class="t m0 x1c h14 y145 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">wytwarzanie odnaw<span class="_ _1"></span>ialnych źr<span class="_ _1"></span>ódeł energii, <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y146 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">działalność firm centra<span class="_ _1"></span>lnych (head <span class="_ _1"></span><span class="ff1">offices</span>) i hol<span class="_ _1"></span>dingów, z wy<span class="_ _1"></span>łączeniem holdingów <span class="_ _1"></span>finansowych. <span class="_ _b"></span><span class="ff1"> </span></span></span></div><div class="t m0 xb h14 y147 ff1 fsa fc0 sc0 ls0 ws0">Podstawowym <span class="_ _1d"> </span>p<span class="_ _1"></span><span class="ff6">rzedmiotem <span class="_ _19"> </span>działalności <span class="_ _1d"> </span>Gru<span class="_ _1"></span>py <span class="_ _1d"> </span>jest <span class="_ _1d"> </span>prowa<span class="_ _1"></span>dzenie <span class="_ _1d"> </span>działalnoś<span class="_ _1"></span>ci <span class="_ _1d"> </span>dewelopers<span class="_ _1"></span>kiej <span class="_ _e"> </span>–</span> </div><div class="t m0 xb h14 y148 ff1 fsa fc0 sc0 ls5 ws0">od<span class="ls0"> <span class="ff6">pozysk<span class="_ _1"></span>ania <span class="_ _2"> </span>grunt<span class="_ _1"></span>ów, <span class="_ _1c"> </span>poprzez<span class="_ _1"></span> <span class="_ _2"> </span>uz<span class="_ _1"></span>yskanie <span class="_ _1c"> </span>zezwolenia <span class="_ _1c"> </span>n<span class="_ _1"></span>a <span class="_ _1c"> </span>budowę, <span class="_ _1c"> </span>nadzór<span class="_ _1"></span> <span class="_ _1c"> </span>nad <span class="_ _1c"> </span>wykonaws<span class="_ _1"></span>twem </span></span></div><div class="t m0 xb h14 y149 ff6 fsa fc0 sc0 ls0 ws0">inwestycji, <span class="_ _4"></span>aż<span class="_ _1"></span> <span class="_ _4"></span>po <span class="_ _0"></span>przekazanie <span class="_ _4"></span>g<span class="_ _1"></span>otowych <span class="_ _4"></span>loka<span class="_ _1"></span>li <span class="_ _4"></span>nabywc<span class="_ _1"></span>om. <span class="ff1">Projekty <span class="_ _4"></span>inwestycy<span class="_ _1"></span>jne <span class="_ _4"></span>realizowan<span class="_ _1"></span>e <span class="_ _0"></span><span class="ff6 lsa">są<span class="ff1 ls0"> <span class="_ _4"></span>poprzez </span></span></span></div><div class="t m0 xb h1f y14a ff6 fsa fc0 sc0 ls0 ws0">spółki <span class="_ _12"></span>celowe, <span class="_ _12"></span>tj. <span class="_ _12"></span>j<span class="_ _1"></span>ednostki <span class="_ _14"></span>zależne <span class="_ _12"></span>założone <span class="_ _12"></span>w<span class="_ _1"></span> <span class="_ _12"></span>celu <span class="_ _12"></span>realizac<span class="_ _1"></span>ji <span class="_ _b"></span>k<span class="_ _1"></span>onkretnych <span class="_ _12"></span>proj<span class="_ _1"></span>ektów <span class="_ _12"></span>inwestyc<span class="_ _1"></span>yjnych. </div><div class="t m0 xb h14 y64 ff1 fsa fc0 sc0 ls0 ws0">Budowy <span class="_ _d"> </span>co <span class="_ _17"> </span>do <span class="_ _17"> </span>zas<span class="_ _1"></span>ady <span class="_ _d"> </span><span class="ff6">prowadzone <span class="_ _17"> </span>s<span class="_ _1"></span>ą <span class="_ _17"> </span>w <span class="_ _d"> </span>systemie <span class="_ _d"> </span>generalnego <span class="_ _d"> </span></span>wykonawstw<span class="_ _1"></span>a <span class="_ _17"> </span>zleca<span class="_ _1"></span>nego </div><div class="t m0 xb h14 y14b ff1 fsa fc0 sc0 ls0 ws0">wyspecjalizowanym,<span class="_ _1"></span> <span class="_ _10"> </span><span class="ff6">zewnętrzny<span class="_ _1"></span>m <span class="_ _11"> </span>s<span class="_ _1"></span>półkom <span class="_ _10"> </span>budowlany<span class="_ _1"></span>m. <span class="_ _11"> </span>W <span class="_ _10"> </span>przy<span class="_ _1"></span>padku <span class="_ _11"> </span>br<span class="_ _1"></span>aku <span class="_ _10"> </span>możliwości <span class="_ _10"> </span>rea<span class="_ _1"></span>lizacji </span></div><div class="t m0 xb h1f y14c ff6 fsa fc0 sc0 ls0 ws0">danej <span class="_ _4"></span>budowy <span class="_ _0"></span>w <span class="_ _4"></span>systemie <span class="_ _0"></span>generalnego <span class="_ _4"></span>wyk<span class="_ _1"></span>onawstwa <span class="_ _4"></span>r<span class="_ _1"></span>oboty <span class="_ _4"></span>budowla<span class="_ _1"></span>ne <span class="_ _4"></span>zlecane <span class="_ _0"></span>są <span class="_ _4"></span>wyspecjalizow<span class="_ _1"></span>anym </div><div class="t m0 xb h1f y14d ff6 fsa fc0 sc0 ls0 ws0">firmom <span class="_ _1c"> </span>podwykonawc<span class="_ _1"></span>zym <span class="_ _1c"> </span>i <span class="_ _1c"> </span>koordynowan<span class="_ _1"></span>e <span class="_ _1c"> </span>własnymi <span class="_ _1c"> </span>sił<span class="_ _1"></span>ami. <span class="_ _1b"> </span>Sprzed<span class="_ _1"></span>aż <span class="_ _2"> </span>n<span class="_ _1"></span>ieruchomości<span class="_ _1"></span> <span class="_ _2"> </span>lok<span class="_ _1"></span>alowych<span class="_ _1"></span> </div><div class="t m0 xb h14 y14e ff6 fsa fc0 sc0 ls0 ws0">prowadzona jest prze<span class="_ _1"></span>de wszy<span class="_ _1"></span>stkim przez własne biura <span class="_ _1"></span>sprzedaży.<span class="_ _1"></span><span class="ff1">  </span></div><div class="t m0 xb h14 y14f ff1 fsa fc0 sc0 ls0 ws0">P<span class="ff6">oza <span class="_ _4"></span>powyżs<span class="_ _1"></span>zym, <span class="_ _4"></span>S<span class="_ _1"></span>półka <span class="_ _4"></span>ś<span class="_ _1"></span>wiadczy <span class="_ _4"></span>także<span class="_ _1"></span> <span class="_ _4"></span>usługi<span class="_ _1"></span><span class="ff1"> <span class="_ _4"></span>n<span class="_ _1"></span>a <span class="_ _4"></span>rze<span class="_ _1"></span>cz <span class="_ _4"></span><span class="ff6">s<span class="_ _1"></span>półek <span class="_ _4"></span>zależnych<span class="_ _1"></span> <span class="_ _4"></span>wchodz<span class="_ _1"></span>ących <span class="_ _4"></span>w<span class="_ _1"></span><span class="ff1"> <span class="_ _4"></span><span class="ff6">sk<span class="_ _1"></span>ład <span class="_ _4"></span>Grupy<span class="_ _1"></span> </span></span></span></span></span></div><div class="t m0 xb h14 y150 ff6 fsa fc0 sc0 ls0 ws0">Kapitałowej, w tym zarz<span class="_ _1"></span>ądzania i księgow<span class="_ _1"></span>e.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h1f y151 ff6 fsa fc0 sc0 ls0 ws0">Niezależenie <span class="_ _11"> </span>od <span class="_ _13"> </span>prow<span class="_ _1"></span>adzonej <span class="_ _11"> </span>działalności <span class="_ _11"> </span>deweloper<span class="_ _1"></span>skiej, <span class="_ _13"> </span>G<span class="_ _1"></span>rupa <span class="_ _11"> </span>w <span class="_ _11"> </span>pierwszym<span class="_ _1"></span> <span class="_ _13"> </span>pó<span class="_ _1"></span>łroczu <span class="_ _13"> </span>2<span class="_ _1"></span>024 <span class="_ _13"> </span>r<span class="_ _1"></span>oku </div><div class="t m0 xb h14 y152 ff1 fsa fc0 sc0 ls0 ws0">prowadzi<span class="ff6">ła <span class="_ _14"> </span>dz<span class="_ _1"></span>iałalność <span class="_ _14"> </span></span>w <span class="_ _13"></span><span class="ff6">segmencie <span class="_ _13"> </span>odnawialnych <span class="_ _14"> </span>źr<span class="_ _1"></span>ódeł <span class="_ _14"></span>energii. <span class="_ _13"> </span>Spółka <span class="_ _14"> </span>dz<span class="_ _1"></span>iałaj<span class="_ _1"></span>ąca <span class="_ _14"></span>w <span class="_ _14"> </span>ramach <span class="_ _14"> </span>t<span class="_ _1"></span>ego </span></div><div class="t m0 xb h14 y3d ff1 fsa fc0 sc0 ls0 ws0">segmentu <span class="_"> </span><span class="ff6">–</span> <span class="_ _10"> </span>BIOEN<span class="_ _1"></span>ERGIA <span class="_"> </span>PLUS <span class="_ _10"> </span>Sp. <span class="_"> </span>z <span class="_"> </span>o.o<span class="_ _0"></span>. <span class="_"> </span><span class="ff6">–</span> <span class="_"> </span><span class="ff6">wytwarzała <span class="_ _10"> </span>trz<span class="_ _1"></span>y <span class="_"> </span>podstawowe <span class="_"> </span>produkty: <span class="_"> </span>1) <span class="_ _10"> </span>energ<span class="_ _1"></span>ię </span></div><div class="t m0 xb h14 y153 ff6 fsa fc0 sc0 ls0 ws0">elektryczną, 2) energię ciep<span class="_ _1"></span>lną, 3) gwarancj<span class="_ _1"></span><span class="ff1">e pochodzenia energ<span class="_ _1"></span>ii. W dniu 15 marca 2024 r. J<span class="_ _1"></span>ednostka </span></div><div class="t m0 xb h1f y154 ff6 fsa fc0 sc0 ls0 ws0">Dominująca, <span class="_ _12"></span>jako <span class="_ _14"></span>Sprzedający<span class="_ _1"></span>, <span class="_ _b"></span>z<span class="_ _1"></span>awarła <span class="_ _12"></span>z <span class="_ _12"></span>po<span class="_ _1"></span>dmiotem <span class="_ _12"></span>niepow<span class="_ _1"></span>iązanym <span class="_ _12"></span>kapitałow<span class="_ _1"></span>o <span class="_ _12"></span>i <span class="_ _12"></span>osobowo<span class="_ _1"></span> <span class="_ _b"></span>z<span class="_ _1"></span> <span class="_ _12"></span>Grupą </div><div class="t m0 xb h1f y155 ff6 fsa fc0 sc0 ls0 ws0">Kapitałową <span class="_ _14"> </span>WIK<span class="_ _1"></span>ANA, <span class="_ _14"></span>jako <span class="_ _13"> </span>Kupującym, <span class="_ _14"> </span>przedws<span class="_ _1"></span>tępną <span class="_ _14"> </span>warunkow<span class="_ _1"></span>ą <span class="_ _14"></span>umowę <span class="_ _14"> </span>s<span class="_ _1"></span>przedaży <span class="_ _13"> </span>100% <span class="_ _12"></span>u<span class="_ _1"></span>działów </div><div class="t m0 xb h14 y156 ff1 fsa fc0 sc0 ls0 ws0">we wspomnianej<span class="_ _1"></span> <span class="ff6">spół<span class="_ _0"></span>ce zależnej: BIOENERGIA PLUS Sp. <span class="_ _4"></span>z<span class="_ _1"></span> o.o. <span class="_ _0"></span>(szcz<span class="_ _1"></span>egóły: <span class="_ _0"></span>raport bieżący nr <span class="ff1 fc5">3/2024<span class="fc0">), </span></span></span></div><div class="t m0 xb h14 y157 ff6 fsa fc0 sc0 ls0 ws0">zmienioną <span class="_ _b"></span>anek<span class="_ _1"></span>sem <span class="_ _b"></span>zawart<span class="_ _1"></span>ym <span class="_ _b"></span>w <span class="_ _12"></span>dniu <span class="_ _b"></span>22 <span class="_ _b"></span>maj<span class="_ _1"></span>a <span class="_ _b"></span>2024 <span class="_ _12"></span>r. <span class="_ _b"></span>(<span class="_ _1"></span>szczegóły: <span class="_ _b"></span>raport <span class="_ _12"></span>bieżący <span class="_ _12"></span>nr <span class="_ _14"></span><span class="ff1 fc5 ls5">7/2024</span><span class="ff1">). <span class="_ _12"></span>W <span class="_ _b"></span>dniu </span></div><div class="t m0 xb h14 y158 ff1 fsa fc0 sc0 ls0 ws0">3 <span class="ff6">lipca <span class="_ _2"> </span>2024 <span class="_ _2"> </span>r<span class="_ _1"></span>., <span class="_ _2"> </span>w <span class="_ _2"> </span>związk<span class="_ _1"></span>u <span class="_ _2"> </span>ze <span class="_ _2"> </span>s<span class="_ _1"></span>pełnieniem <span class="_ _2"> </span>przez<span class="_ _1"></span> <span class="_ _2"> </span>Jednostkę <span class="_ _2"> </span>Domi<span class="_ _1"></span>nującą <span class="_ _2"> </span>war<span class="_ _1"></span>unków <span class="_ _2"> </span>określo<span class="_ _1"></span>nych </span></div><div class="t m0 xb h14 y159 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">przedwstępnej warunkowej umowie sprzedaży, o <span class="_ _0"></span>której mowa w <span class="_ _0"></span>zdaniu poprzednim, zawarta została </span></div><div class="t m0 xb h1f y15a ff6 fsa fc0 sc0 ls0 ws0">ostateczna <span class="_ _0"></span>umowa <span class="_ _4"></span>s<span class="_ _1"></span>przeda<span class="_ _1"></span>ży <span class="_ _0"></span>100% <span class="_ _4"></span>udzia<span class="_ _1"></span>łów <span class="_ _4"></span>B<span class="_ _1"></span>IOENERG<span class="_ _1"></span>IA <span class="_ _0"></span>PLUS <span class="_ _0"></span>Sp. <span class="_ _4"></span>z <span class="_ _0"></span>o.o. <span class="_ _0"></span>(szczegóły: <span class="_ _0"></span>raport <span class="_ _0"></span>bieżący </div><div class="t m0 xb h14 y105 ff1 fsa fc0 sc0 ls0 ws0">nr <span class="fc5">16/2024</span>). <span class="_ _1"></span> </div><div class="t m0 xb h14 y15b ff1 fsa fc0 sc0 ls0 ws0">Grupa<span class="ff6">, <span class="_ _b"></span>poprz<span class="_ _1"></span>ez <span class="_ _b"></span>wybra<span class="_ _1"></span>ne <span class="_ _b"></span>s<span class="_ _1"></span>półki <span class="_ _b"></span>cel<span class="_ _1"></span>owe,<span class="_ _1"></span></span> <span class="_ _b"></span><span class="ff6">prow<span class="_ _1"></span>adzi <span class="_ _b"></span>tak<span class="_ _1"></span>że <span class="_ _b"></span>dzia<span class="_ _1"></span>łalność <span class="_ _b"></span>w<span class="_ _1"></span></span> <span class="_ _12"></span>zakresie <span class="_ _12"></span>wynajmu <span class="_ _12"></span>pow<span class="_ _1"></span>ierzchni </div><div class="t m0 xb h14 y15c ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">obiektach <span class="_ _1e"> </span>p<span class="_ _1"></span>ołożonych <span class="_ _17"> </span>w <span class="_ _1e"> </span>Kaliszu<span class="_ _1"></span></span> <span class="_ _1e"> </span>i <span class="_ _17"> </span>Lublinie <span class="_ _17"> </span>(WIKANA <span class="_ _17"> </span>PROPERTY <span class="_ _17"> </span><span class="ff6">Spółka <span class="_ _17"> </span>z <span class="_ _1e"> </span>ograniczon<span class="_ _1"></span>ą </span></div><div class="t m0 xb h14 y15d ff6 fsa fc0 sc0 ls0 ws0">odpowiedzialnośc<span class="_ _1"></span>ią ALBA S.K.A.)<span class="ff1 ls6">, </span>jak równi<span class="_ _1"></span>eż<span class="ff1"> <span class="ls10">w </span></span>zakresie usługowego zarz<span class="_ _1"></span>ądzan<span class="ff1">i</span>a nieruch<span class="_ _1"></span>omościami,<span class="_ _1"></span> </div><div class="t m0 xb h14 y15e ff6 fsa fc0 sc0 ls0 ws0">zarówno <span class="_ _1a"> </span>własnymi, <span class="_ _1a"> </span>jak <span class="_ _1a"> </span>i <span class="_ _1a"> </span>zleconymi <span class="_ _1a"> </span>przez <span class="_ _1a"> </span>wspólnoty <span class="_ _1a"> </span>mieszkaniowe <span class="_ _1a"> </span>(<span class="_ _b"></span><span class="ff1">Towarzystwo <span class="_ _1a"> </span>Budownictwa </span></div><div class="t m0 xb h14 y15f ff6 fsa fc0 sc0 ls0 ws0">Społecznego „Nasz Do<span class="_ _1"></span>m” S<span class="ff1 ls5">p.<span class="_ _1"></span><span class="ls0"> z o.o.). </span></span></div><div class="t m0 xb h14 y160 ff6 fsa fc0 sc0 ls0 ws0">Z <span class="_ _4"></span>uwagi <span class="_ _4"></span>n<span class="_ _1"></span>a <span class="_ _4"></span>niejednolity <span class="_ _0"></span>zakres <span class="_ _4"></span>źródeł <span class="_ _0"></span>przychodów <span class="_ _4"></span>w<span class="_ _1"></span> <span class="_ _4"></span>niniejsz<span class="_ _1"></span>ym <span class="_ _0"></span><span class="ff1">s<span class="ff6">prawozdaniu <span class="_ _4"></span>o<span class="_ _1"></span>dstąpiono <span class="_ _0"></span><span class="ff1">od <span class="_ _4"></span>preze<span class="_ _1"></span>ntacji </span></span></span></div><div class="t m0 xb h1f y161 ff6 fsa fc0 sc0 ls0 ws0">ilościowej <span class="_ _11"> </span>sprzedaży <span class="_ _10"> </span>w <span class="_ _11"> </span>ramach <span class="_ _11"> </span>poszc<span class="_ _1"></span>zególnych <span class="_ _11"> </span>obsz<span class="_ _1"></span>arów <span class="_ _11"> </span>prowadzonej <span class="_ _11"> </span>dzi<span class="_ _1"></span>ałalności. <span class="_ _11"> </span>Jednocz<span class="_ _1"></span>eśnie </div><div class="t m0 xb h1f y162 ff6 fsa fc0 sc0 ls0 ws0">informacje <span class="_ _11"> </span>nt.<span class="_ _1"></span> <span class="_ _11"> </span>sprz<span class="_ _1"></span>edaży <span class="_ _11"> </span>z<span class="_ _1"></span>realizowanej <span class="_ _10"> </span>w <span class="_ _11"> </span>ram<span class="_ _1"></span>ach <span class="_ _11"> </span>po<span class="_ _1"></span>szcz<span class="_ _1"></span>ególnych <span class="_ _11"> </span>segmentów <span class="_ _10"> </span>działal<span class="_ _1"></span>ności <span class="_ _11"> </span>zosta<span class="_ _1"></span>ły </div><div class="t m0 xb h14 y163 ff1 fsa fc0 sc0 ls0 ws0">zaprezentowane w p<span class="_ _1"></span>unkcie 4.1 <span class="_ _1"></span>niniejszego sprawoz<span class="_ _1"></span>dania. </div><div class="t m0 x12 h15 y164 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span>Rynki zby<span class="_ _1"></span>tu </div><div class="t m0 xb h1f y165 ff6 fsa fc0 sc0 ls0 ws0">Grupa <span class="_ _b"></span>prow<span class="_ _1"></span>adzi <span class="_ _b"></span>dzia<span class="_ _1"></span>łalność <span class="_ _12"></span>przede <span class="_ _b"></span>wsz<span class="_ _1"></span>ystkim <span class="_ _b"></span>w <span class="_ _12"></span>zakresie <span class="_ _b"></span>us<span class="_ _1"></span>ług <span class="_ _12"></span>deweloperskich.<span class="_ _1"></span> <span class="_ _14"></span>Całość <span class="_ _12"></span>przychodów<span class="_ _1"></span> </div><div class="t m0 xb h14 y166 ff1 fsa fc0 sc0 ls0 ws0">generowana <span class="_ _12"></span>jest <span class="_ _12"></span>na <span class="_ _12"></span>obsz<span class="_ _1"></span>arze <span class="_ _12"></span>Polski <span class="_ _14"></span><span class="ff6">–</span> <span class="_ _12"></span><span class="ff6">podmioty <span class="_ _12"></span>wch<span class="_ _1"></span>odzące <span class="_ _12"></span>w <span class="_ _12"></span>skład <span class="_ _12"></span>Grupy <span class="_ _14"> </span></span>nie <span class="_ _14"></span>prowadz<span class="ff6">ą</span> <span class="_ _12"></span><span class="ff6">sprze<span class="_ _1"></span>daży </span></div><div class="t m0 xb h14 y167 ff1 fsa fc0 sc0 ls0 ws0">eksportowej. W tym obszarze <span class="ff6">Spółka oraz </span>Grupa nie <span class="ff6 lsa">są</span> <span class="_ _0"></span><span class="ff6">uzależnion<span class="ff1">e<span class="_ _1"></span> <span class="ls5">od</span> </span>żadnego ze swoich odbiorców<span class="ff1 lse">. </span></span></div><div class="t m0 xb h14 y168 ff1 fsa fc0 sc0 ls0 ws0">Odbiorcami Grupy<span class="_ _1"></span> <span class="ff6">w zdecydowanej wi<span class="_ _1"></span>ększości <span class="_ _1"></span>są </span>osoby<span class="_ _1"></span> fizyczne <span class="ff6">nabyw<span class="_ _1"></span>ające lokale miesz<span class="_ _1"></span>kalne</span><span class="lse">. </span> </div><div class="t m0 xb h14 y169 ff1 fsa fc0 sc0 ls0 ws0">W <span class="_ _13"></span>segmencie <span class="_ _13"></span>odnawialnych <span class="_ _13"> </span><span class="ff6">ź<span class="_ _1"></span>ródeł <span class="_ _13"> </span>energii <span class="_ _13"> </span>działalność <span class="_ _13"> </span>operacyj<span class="_ _1"></span>ną <span class="_ _13"> </span>prowadz<span class="_ _1"></span>iła <span class="_ _13"> </span>Spółka <span class="_ _13"> </span>BIOENERGI<span class="_ _1"></span>A </span></div><div class="t m0 xb h14 y16a ff1 fsa fc0 sc0 ls0 ws0">PLUS <span class="_ _1"></span>Sp. <span class="_ _1"></span>z<span class="_ _1"></span> <span class="_ _1"></span>o.o. <span class="_ _1"></span>W <span class="_ _1"></span>d<span class="_ _1"></span>niu <span class="_ _1"></span>3 <span class="ff6">li<span class="_ _1"></span>pca <span class="_ _1"></span>2024 <span class="_ _1"></span>r. <span class="_ _b"></span>została zawart<span class="_ _1"></span>a <span class="_ _1"></span>umowa <span class="_ _1"></span>s<span class="_ _1"></span>przedaży <span class="_ _1"></span>100% <span class="_ _b"></span>udziałów <span class="_ _b"></span>tejże <span class="_ _1"></span>spółki </span></div><div class="t m0 xb h14 y16b ff6 fsa fc0 sc0 ls0 ws0">(szczegóły: raport b<span class="_ _1"></span>ieżący nr <span class="_ _1"></span><span class="ff1 fc5">16/2024<span class="fc0">). <span class="_ _1"></span> </span></span></div></div><span class="d m1" style="border-style:none;position:absolute;left:631.163000px;bottom:560.196000px;width:35.080000px;height:13.220000px;background-color:rgba(255,255,255,0.000001);">&#160;</span><span class="d m1" style="border-style:none;position:absolute;left:585.052000px;bottom:543.010000px;width:35.090000px;height:13.220000px;background-color:rgba(255,255,255,0.000001);">&#160;</span><span class="d m1" style="border-style:none;position:absolute;left:104.351000px;bottom:474.240000px;width:40.650000px;height:13.230000px;background-color:rgba(255,255,255,0.000001);">&#160;</span><span class="d m1" style="border-style:none;position:absolute;left:258.245000px;bottom:110.956300px;width:40.650000px;height:21.219000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></div><div class="pi"></div></div>
<div id="pfb" class="pf w0 h0"><div class="pc pcb w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">11<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h1f y91 ff6 fsa fc0 sc0 ls0 ws0">W <span class="_ _e"> </span>segmencie <span class="_ _15"> </span>wynajmu <span class="_ _15"> </span>powierzc<span class="_ _1"></span>hni <span class="_ _e"> </span>komercy<span class="_ _1"></span>jnej <span class="_ _e"> </span>odbiorcami <span class="_ _15"> </span>Grupy <span class="_ _e"> </span>s<span class="_ _1"></span>ą <span class="_ _e"> </span>podmioty <span class="_ _15"> </span>prowadząc<span class="_ _1"></span>e </div><div class="t m0 xb h14 yc4 ff6 fsa fc0 sc0 ls0 ws0">działalność handlową na <span class="_ _4"></span>p<span class="_ _1"></span>owierzchni wynajmowanej w da<span class="_ _0"></span>nym obiekcie <span class="_ _0"></span>handlo<span class="_ _1"></span>wym<span class="_ _b"></span><span class="ff1"> <span class="_ _4"></span>oraz<span class="_ _1"></span> na<span class="_ _0"></span>jemcy lokali </span></div><div class="t m0 xb h14 yc5 ff6 fsa fc0 sc0 ls0 ws0">mieszkalnych będący<span class="_ _1"></span>ch w zasobach TB<span class="_ _1"></span>S „Nasz Dom”<span class="_ _1"></span> Sp. z o.o.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y16c ff6 fsa fc0 sc0 ls0 ws0">Jednostka <span class="_ _14"></span>Dominuj<span class="_ _1"></span>ąc<span class="ff1">a</span>, <span class="_ _14"> </span>p<span class="_ _1"></span>oza <span class="_ _14"> </span>działalnoś<span class="_ _1"></span>cią <span class="_ _14"></span>o <span class="_ _14"></span>charak<span class="_ _1"></span>terze<span class="ff1"> <span class="_ _13"></span>holdingowym</span>, <span class="_ _14"> </span>w <span class="_ _13"> </span>szczególności <span class="_ _14"></span>w<span class="ff1"> <span class="_ _13"></span>zakresie </span></div><div class="t m0 xb h14 y16d ff6 fsa fc0 sc0 ls0 ws0">świadczenia <span class="_ _1b"> </span>usług <span class="_ _1b"> </span>na <span class="_ _1b"> </span>rz<span class="_ _1"></span>ecz <span class="_ _1b"> </span>j<span class="_ _1"></span>ednostek <span class="_ _1b"> </span>z <span class="_ _1b"> </span>G<span class="_ _1"></span>rupy <span class="_ _1b"> </span>Kapitałowej, <span class="_ _1b"> </span>j<span class="_ _1"></span>ak <span class="_ _1b"> </span>również <span class="_ _1b"> </span>w <span class="_ _1a"> </span><span class="ff1">zakres<span class="_ _1"></span>ie <span class="_ _1b"> </span>transakcji </span></div><div class="t m0 xb h1f y2f ff6 fsa fc0 sc0 ls0 ws0">związanych <span class="_ _1a"> </span>z <span class="_ _1a"> </span>nabyciem <span class="_ _1a"> </span>i <span class="_ _1a"> </span>sprz<span class="_ _1"></span>edażą <span class="_ _1a"> </span>nieruchomośc<span class="_ _1"></span>i, <span class="_ _1a"> </span>prowadzi <span class="_ _1a"> </span>także <span class="_ _1a"> </span>działal<span class="_ _1"></span>ność <span class="_ _1a"> </span>deweloperską, </div><div class="t m0 xb h1f y9a ff6 fsa fc0 sc0 ls0 ws0">polegającą <span class="_ _20"> </span>na <span class="_ _20"> </span>przygotowy<span class="_ _1"></span>waniu <span class="_ _20"> </span>na <span class="_ _20"> </span>posiadanym <span class="_ _20"> </span>banku <span class="_ _20"> </span>ziem<span class="_ _1"></span>i <span class="_ _20"> </span>projektów <span class="_ _20"> </span>dewelopersk<span class="_ _1"></span>ich, </div><div class="t m0 xb h1f y16e ff6 fsa fc0 sc0 ls0 ws0">przeznaczonych <span class="_ _10"> </span>do<span class="_ _1"></span> <span class="_ _11"> </span>r<span class="_ _1"></span>ealizacji <span class="_ _10"> </span>prz<span class="_ _1"></span>ez <span class="_ _10"> </span>powołane <span class="_ _10"> </span>d<span class="_ _1"></span>o <span class="_ _11"> </span>t<span class="_ _1"></span>ego <span class="_ _10"> </span>spółki<span class="_ _1"></span> <span class="_ _10"> </span>celowe. <span class="_ _10"> </span>Spó<span class="_ _1"></span>łka <span class="_ _10"> </span>nie <span class="_ _10"> </span>jest <span class="_ _10"> </span>uza<span class="_ _1"></span>le<span class="_ _b"></span>żniona </div><div class="t m0 xb h14 y16f ff1 fsa fc0 sc0 ls5 ws0">od<span class="ls0"> <span class="ff6">żadnego ze swo<span class="_ _1"></span>ich odbiorców <span class="_ _1"></span>–</span> <span class="ff6">odbiorcam<span class="_ _1"></span>i usług są w sz<span class="_ _1"></span>czególnośc<span class="_ _1"></span>i spółki z Grupy Kap<span class="_ _1"></span>itałowej.<span class="_ _1"></span></span> </span></div><div class="t m0 xb h14 y170 ff1 fsa fc0 sc0 ls0 ws0">W <span class="_ _10"> </span>2<span class="ls11">02</span>4 <span class="_"> </span><span class="ff6">roku <span class="_ _10"> </span>udział <span class="_"> </span>żadnego <span class="_"> </span>z <span class="_ _10"> </span>odbiorców <span class="_"> </span>Grupy <span class="_"> </span>nie <span class="_ _10"> </span>przekroczy<span class="_ _1"></span>ł <span class="_ _10"> </span>udzi<span class="_ _1"></span>ału <span class="_"> </span>10% <span class="_ _10"> </span>skonsolidowa<span class="_ _1"></span>nych </span></div><div class="t m0 xb h14 y171 ff6 fsa fc0 sc0 ls0 ws0">przychodów <span class="_"> </span>ze <span class="_ _10"> </span>s<span class="_ _1"></span>przedaży<span class="_ _1"></span>, <span class="_"> </span>jak <span class="_ _10"> </span>równ<span class="_ _1"></span>ież<span class="ff1"> <span class="_"> </span></span>w <span class="_ _10"> </span>ty<span class="_ _1"></span>m <span class="_"> </span>okresie <span class="_ _10"> </span>udzia<span class="_ _1"></span>ł <span class="_ _10"> </span>ża<span class="_ _1"></span>dnego <span class="_"> </span>z<span class="ff1"> <span class="_"> </span></span>odbiorc<span class="_ _1"></span>ów <span class="_ _10"> </span>s<span class="_ _1"></span>poza <span class="_"> </span>Grupy </div><div class="t m0 xb h14 y172 ff6 fsa fc0 sc0 ls0 ws0">Kapitałowej nie przekr<span class="_ _1"></span>oczył 10% przychod<span class="_ _1"></span>ów ze sprzedaży<span class="_ _1"></span> Spółki.<span class="_ _1"></span><span class="ff1">  </span></div><div class="t m0 xb h9 y173 ff6 fsa fc0 sc0 ls0 ws0">Sprzedaż dewel<span class="ff1">o<span class="_ _1"></span>perska<span class="fs6"> </span>2024 </span>w <span class="_ _1"></span>podziale ze wzg<span class="_ _1"></span>lędu na lokalizację prze<span class="_ _1"></span>dstawia się nastę<span class="_ _1"></span>pująco:<span class="_ _1"></span><span class="ff1 fs6"> </span></div></div><div class="c xb y174 w8 h21"><div class="t m0 x3b h22 y175 ff2 fse fc0 sc0 ls0 ws0">Miasto </div></div><div class="c x30 y176 w9 h23"><div class="t m0 x3c h22 y177 ff2 fse fc0 sc0 ls0 ws0">Mieszkania </div></div><div class="c x30 y174 wa h23"><div class="t m0 x3d h22 y178 ff2 fse fc0 sc0 ls0 ws0">Liczba </div></div><div class="c x3e y174 wa h23"><div class="t m0 x3f h22 y178 ff2 fse fc0 sc0 ls0 ws0">PUM <span class="ls12">[m</span></div><div class="t m0 xd h24 y179 ff2 fsf fc0 sc0 ls0 ws0">2</div><div class="t m0 x40 h22 y178 ff2 fse fc0 sc0 ls0 ws0">] </div></div><div class="c xb y17a w8 h25"><div class="t m0 x3b h26 y17b ff1 fse fc0 sc0 ls0 ws0">Lublin </div></div><div class="c x30 y17a wa h25"><div class="t m0 x1b h26 y17b ff1 fse fc0 sc0 ls13 ws0">32<span class="ls0"> </span></div></div><div class="c x3e y17a wa h25"><div class="t m0 x41 h26 y17b ff1 fse fc0 sc0 ls0 ws0">1 839 </div></div><div class="c xb y17c w8 h25"><div class="t m0 x3b h26 y17b ff6 fse fc0 sc0 ls0 ws0">Świdnik<span class="ff1"> </span></div></div><div class="c x30 y17c wa h25"><div class="t m0 x1b h26 y17b ff1 fse fc0 sc0 ls13 ws0">38<span class="ls0"> </span></div></div><div class="c x3e y17c wa h25"><div class="t m0 x41 h26 y17b ff1 fse fc0 sc0 ls0 ws0">1 877 </div></div><div class="c xb y17d w8 h25"><div class="t m0 x3b h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zamość<span class="ff1"> </span></div></div><div class="c x30 y17d wa h25"><div class="t m0 x1b h26 y17b ff1 fse fc0 sc0 ls13 ws0">51<span class="ls0"> </span></div></div><div class="c x3e y17d wa h25"><div class="t m0 x41 h26 y17b ff1 fse fc0 sc0 ls0 ws0">2 403 </div></div><div class="c xb y17e w8 h25"><div class="t m0 x3b h26 y17b ff6 fse fc0 sc0 ls0 ws0">Tomaszów Lubelski<span class="ff1"> </span></div></div><div class="c x30 y17e wa h25"><div class="t m0 x1b h26 y17b ff1 fse fc0 sc0 ls13 ws0">20<span class="ls0"> </span></div></div><div class="c x3e y17e wa h25"><div class="t m0 x42 h26 y17b ff1 fse fc0 sc0 ls13 ws0">832<span class="ls0"> </span></div></div><div class="c xb y17f w8 h25"><div class="t m0 x3b h26 y17b ff6 fse fc0 sc0 ls0 ws0">Przemyśl<span class="ff1"> </span></div></div><div class="c x30 y17f wa h25"><div class="t m0 x1b h26 y17b ff1 fse fc0 sc0 ls13 ws0">24<span class="ls0"> </span></div></div><div class="c x3e y17f wa h25"><div class="t m0 x41 h26 y17b ff1 fse fc0 sc0 ls0 ws0">1 003 </div></div><div class="c xb y180 w8 h27"><div class="t m0 x3b h26 y17b ff6 fse fc0 sc0 ls0 ws0">Rzeszów<span class="ff1"> </span></div></div><div class="c x30 y180 wa h27"><div class="t m0 x1d h26 y17b ff1 fse fc0 sc0 ls0 ws0">4 </div></div><div class="c x3e y180 wa h27"><div class="t m0 x42 h26 y17b ff1 fse fc0 sc0 ls13 ws0">419<span class="ls0"> </span></div></div><div class="c xb y181 w8 h25"><div class="t m0 x3b h22 y17b ff2 fse fc0 sc0 ls0 ws0">SUMA </div></div><div class="c x30 y181 wa h25"><div class="t m0 x42 h22 y17b ff2 fse fc0 sc0 ls13 ws0">169<span class="ls0"> </span></div></div><div class="c x3e y181 wa h25"><div class="t m0 x41 h22 y17b ff2 fse fc0 sc0 ls0 ws0">8 372 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb h14 y182 ff6 fsa fc0 sc0 ls0 ws0">Sprzedaż dewelopers<span class="_ _1"></span>ka 202<span class="ff1">4 </span>w <span class="_ _1"></span>podziale na inwesty<span class="_ _1"></span>cje przedstaw<span class="_ _1"></span>ia się następując<span class="_ _1"></span>o:<span class="_ _1"></span><span class="ff1"> </span></div></div><div class="c xb y183 wb h28"><div class="t m0 x15 h22 y184 ff2 fse fc0 sc0 ls0 ws0">Inwestycja </div></div><div class="c x43 y183 wc h28"><div class="t m0 x44 h22 y185 ff2 fse fc0 sc0 ls0 ws0">Planowany termin </div><div class="t m0 x45 h29 y186 ff3 fse fc0 sc0 ls0 ws0">zakończenia </div><div class="t m0 x46 h22 y187 ff2 fse fc0 sc0 ls0 ws0">projektu </div><div class="t m0 x47 h22 y188 ff1 fse fc0 sc0 ls0 ws0">(<span class="ff3">kwartał<span class="ff2"> i rok) </span></span></div></div><div class="c x26 y189 wd h2a"><div class="t m0 x48 h22 y18a ff2 fse fc0 sc0 ls0 ws0">Mieszkania </div></div><div class="c x26 y183 we h2b"><div class="t m0 x49 h22 y18b ff2 fse fc0 sc0 ls0 ws0">Liczba </div></div><div class="c x4a y183 wf h2b"><div class="t m0 x4b h22 y18b ff2 fse fc0 sc0 ls0 ws0">PUM [m</div><div class="t m0 x1b h24 y18c ff2 fsf fc0 sc0 ls0 ws0">2</div><div class="t m0 x4c h22 y18b ff2 fse fc0 sc0 ls0 ws0">] </div></div><div class="c xb y18d wb h25"><div class="t m0 x15 h26 y17b ff6 fse fc0 sc0 ls0 ws0">Niecała 7<span class="ff1"> </span></div></div><div class="c x43 y18d wc h25"><div class="t m0 x47 h26 y17b ff6 fse fc0 sc0 ls0 ws0">II kwartał 2025<span class="ff1"> </span></div></div><div class="c x26 y18d we h25"><div class="t m0 x4d h26 y17b ff1 fse fc0 sc0 ls0 ws0">4 </div></div><div class="c x4a y18d wf h25"><div class="t m0 x21 h26 y17b ff1 fse fc0 sc0 ls13 ws0">313<span class="ls0"> </span></div></div><div class="c xb y15d wb h25"><div class="t m0 x15 h26 y17b ff1 fse fc0 sc0 ls0 ws0">Wikana Residence B3, B4 </div></div><div class="c x43 y15d wc h25"><div class="t m0 x1e h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c x26 y15d we h25"><div class="t m0 x4d h26 y17b ff1 fse fc0 sc0 ls0 ws0">7 </div></div><div class="c x4a y15d wf h25"><div class="t m0 x21 h26 y17b ff1 fse fc0 sc0 ls13 ws0">454<span class="ls0"> </span></div></div><div class="c xb y18e wb h25"><div class="t m0 x15 h26 y17b ff1 fse fc0 sc0 ls0 ws0">Nowe Bronowice B2 </div></div><div class="c x43 y18e wc h25"><div class="t m0 x4e h26 y17b ff6 fse fc0 sc0 ls0 ws0">III kwartał 2026<span class="ff1"> </span></div></div><div class="c x26 y18e we h25"><div class="t m0 x24 h26 y17b ff1 fse fc0 sc0 ls13 ws0">10<span class="ls0"> </span></div></div><div class="c x4a y18e wf h25"><div class="t m0 x21 h26 y17b ff1 fse fc0 sc0 ls13 ws0">439<span class="ls0"> </span></div></div><div class="c xb y18f wb h27"><div class="t m0 x15 h26 y17b ff1 fse fc0 sc0 ls0 ws0">Nowe Bronowice B1 </div></div><div class="c x43 y18f wc h27"><div class="t m0 x1e h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c x26 y18f we h27"><div class="t m0 x4d h26 y17b ff1 fse fc0 sc0 ls0 ws0">9 </div></div><div class="c x4a y18f wf h27"><div class="t m0 x21 h26 y17b ff1 fse fc0 sc0 ls13 ws0">474<span class="ls0"> </span></div></div><div class="c xb y190 wb h25"><div class="t m0 x15 h26 y17b ff1 fse fc0 sc0 ls0 ws0">Klonowe Osiedle B1 </div></div><div class="c x43 y190 wc h25"><div class="t m0 x4e h26 y17b ff6 fse fc0 sc0 ls0 ws0">III Kwartał 2025<span class="ff1"> </span></div></div><div class="c x26 y190 we h25"><div class="t m0 x24 h26 y17b ff1 fse fc0 sc0 ls13 ws0">24<span class="ls0"> </span></div></div><div class="c x4a y190 wf h25"><div class="t m0 x4f h26 y17b ff1 fse fc0 sc0 ls0 ws0">1 016 </div></div><div class="c xb y191 wb h25"><div class="t m0 x15 h26 y17b ff1 fse fc0 sc0 ls0 ws0">Klonowe Osiedle B3 </div></div><div class="c x43 y191 wc h25"><div class="t m0 x1e h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c x26 y191 we h25"><div class="t m0 x24 h26 y17b ff1 fse fc0 sc0 ls13 ws0">14<span class="ls0"> </span></div></div><div class="c x4a y191 wf h25"><div class="t m0 x21 h26 y17b ff1 fse fc0 sc0 ls13 ws0">862<span class="ls0"> </span></div></div><div class="c xb y192 wb h25"><div class="t m0 x15 h26 y17b ff1 fse fc0 sc0 ls0 ws0">Delia Park A1 </div></div><div class="c x43 y192 wc h25"><div class="t m0 x4e h26 y17b ff1 fse fc0 sc0 ls0 ws0">IV <span class="ff6">kwartał 2026</span> </div></div><div class="c x26 y192 we h25"><div class="t m0 x4d h26 y17b ff1 fse fc0 sc0 ls0 ws0">8 </div></div><div class="c x4a y192 wf h25"><div class="t m0 x21 h26 y17b ff1 fse fc0 sc0 ls13 ws0">400<span class="ls0"> </span></div></div><div class="c xb y193 wb h25"><div class="t m0 x15 h26 y17b ff1 fse fc0 sc0 ls0 ws0">Delia Park B1 </div></div><div class="c x43 y193 wc h25"><div class="t m0 x1e h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c x26 y193 we h25"><div class="t m0 x24 h26 y17b ff1 fse fc0 sc0 ls13 ws0">31<span class="ls0"> </span></div></div><div class="c x4a y193 wf h25"><div class="t m0 x4f h26 y17b ff1 fse fc0 sc0 ls0 ws0">1 444 </div></div><div class="c xb y194 wb h2c"><div class="t m0 x15 h26 y17b ff1 fse fc0 sc0 ls0 ws0">Factory Park B </div></div><div class="c x43 y194 wc h2c"><div class="t m0 x4e h26 y17b ff6 fse fc0 sc0 ls0 ws0">IV kwartał 2025<span class="ff1"> </span></div></div><div class="c x26 y194 we h2c"><div class="t m0 x24 h26 y17b ff1 fse fc0 sc0 ls13 ws0">10<span class="ls0"> </span></div></div><div class="c x4a y194 wf h2c"><div class="t m0 x21 h26 y17b ff1 fse fc0 sc0 ls13 ws0">458<span class="ls0"> </span></div></div><div class="c xb y195 wb h27"><div class="t m0 x15 h26 y17b ff1 fse fc0 sc0 ls0 ws0">Factory Park A1 </div></div><div class="c x43 y195 wc h27"><div class="t m0 x1e h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c x26 y195 we h27"><div class="t m0 x4d h26 y17b ff1 fse fc0 sc0 ls0 ws0">2 </div></div><div class="c x4a y195 wf h27"><div class="t m0 x21 h26 y17b ff1 fse fc0 sc0 ls13 ws0">101<span class="ls0"> </span></div></div><div class="c xb y196 wb h25"><div class="t m0 x15 h26 y17b ff6 fse fc0 sc0 ls0 ws0">Leśne Zacisze AB<span class="ff1"> </span></div></div><div class="c x43 y196 wc h25"><div class="t m0 x47 h26 y17b ff6 fse fc0 sc0 ls0 ws0">II kwartał 2025<span class="ff1"> </span></div></div><div class="c x26 y196 we h25"><div class="t m0 x24 h26 y17b ff1 fse fc0 sc0 ls13 ws0">20<span class="ls0"> </span></div></div><div class="c x4a y196 wf h25"><div class="t m0 x21 h26 y17b ff1 fse fc0 sc0 ls13 ws0">832<span class="ls0"> </span></div></div><div class="c xb y197 wb h25"><div class="t m0 x15 h26 y17b ff1 fse fc0 sc0 ls0 ws0">Wikana Residence B1<span class="ls14">, <span class="ls15">B2</span></span> </div></div><div class="c x43 y197 wc h25"><div class="t m0 x1e h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c x26 y197 we h25"><div class="t m0 x4d h26 y17b ff1 fse fc0 sc0 ls0 ws0">2 </div></div><div class="c x4a y197 wf h25"><div class="t m0 x21 h26 y17b ff1 fse fc0 sc0 ls13 ws0">159<span class="ls0"> </span></div></div><div class="c xb y198 wb h25"><div class="t m0 x15 h26 y17b ff1 fse fc0 sc0 ls0 ws0">Parkowa Dzielnica B3 </div></div><div class="c x43 y198 wc h25"><div class="t m0 x1e h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c x26 y198 we h25"><div class="t m0 x24 h26 y17b ff1 fse fc0 sc0 ls13 ws0">24<span class="ls0"> </span></div></div><div class="c x4a y198 wf h25"><div class="t m0 x4f h26 y17b ff1 fse fc0 sc0 ls0 ws0">1 003 </div></div><div class="c xb y199 wb h25"><div class="t m0 x15 h26 y17b ff1 fse fc0 sc0 ls0 ws0">Zielone Tarasy CD </div></div><div class="c x43 y199 wc h25"><div class="t m0 x1e h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c x26 y199 we h25"><div class="t m0 x4d h26 y17b ff1 fse fc0 sc0 ls0 ws0">1 </div></div><div class="c x4a y199 wf h25"><div class="t m0 x24 h26 y17b ff1 fse fc0 sc0 ls13 ws0">83<span class="ls0"> </span></div></div><div class="c xb y19a wb h25"><div class="t m0 x15 h26 y17b ff1 fse fc0 sc0 ls0 ws0">Wikana Square A </div></div><div class="c x43 y19a wc h25"><div class="t m0 x1e h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c x26 y19a we h25"><div class="t m0 x4d h26 y17b ff1 fse fc0 sc0 ls0 ws0">2 </div></div><div class="c x4a y19a wf h25"><div class="t m0 x21 h26 y17b ff1 fse fc0 sc0 ls13 ws0">201<span class="ls0"> </span></div></div><div class="c xb y19b wb h27"><div class="t m0 x15 h26 y17b ff1 fse fc0 sc0 ls0 ws0">Wikana Square B </div></div><div class="c x43 y19b wc h27"><div class="t m0 x1e h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c x26 y19b we h27"><div class="t m0 x4d h26 y17b ff1 fse fc0 sc0 ls0 ws0">1 </div></div><div class="c x4a y19b wf h27"><div class="t m0 x21 h26 y17b ff1 fse fc0 sc0 ls13 ws0">134<span class="ls0"> </span></div></div><div class="c xb y19c wb h25"><div class="t m0 x15 h22 y19d ff2 fse fc0 sc0 ls0 ws0">SUMA </div></div><div class="c x43 y19c wc h25"><div class="t m0 x50 h22 y19d ff2 fse fc0 sc0 ls0 ws0">  </div></div><div class="c x26 y19c we h25"><div class="t m0 x21 h22 y19d ff2 fse fc0 sc0 ls13 ws0">169<span class="ls0"> </span></div></div><div class="c x4a y19c wf h25"><div class="t m0 x4f h22 y19d ff2 fse fc0 sc0 ls0 ws0">8 372 </div></div></div><div class="pi"></div></div>
<div id="pfc" class="pf w0 h0"><div class="pc pcc w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">12<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h14 y5a ff6 fsa fc0 sc0 ls0 ws0">Poniżej Spółka zamies<span class="_ _1"></span>zcza zestawieni<span class="_ _1"></span>e aktualnie realiz<span class="_ _1"></span>owanych projektów <span class="_ _b"></span><span class="ff1">deweloperskich: <span class="_ _1"></span> </span></div></div><div class="c xb y19e w10 h2d"><div class="t m0 x3b h22 y19f ff2 fse fc0 sc0 ls0 ws0">Projekt </div></div><div class="c x51 y19e w11 h2d"><div class="t m0 x15 h22 y1a0 ff2 fse fc0 sc0 ls0 ws0">Liczba lokali </div><div class="t m0 x44 h22 y1a1 ff2 fse fc0 sc0 ls0 ws0">w projekcie </div></div><div class="c x52 y19e w12 h2d"><div class="t m0 x45 h22 y1a0 ff2 fse fc0 sc0 ls16 ws0">PU<span class="ls0"> </span></div><div class="t m0 x47 h22 y1a1 ff2 fse fc0 sc0 ls12 ws0">(m</div><div class="t m0 x46 h24 y1a2 ff2 fsf fc0 sc0 ls0 ws0">2</div><div class="t m0 x53 h22 y1a1 ff2 fse fc0 sc0 ls0 ws0">) </div></div><div class="c x2 y19e w13 h2d"><div class="t m0 x54 h22 y1a3 ff2 fse fc0 sc0 ls0 ws0">Liczba sprzedanych </div><div class="t m0 x55 h22 y19f ff2 fse fc0 sc0 ls0 ws0">lokali  </div><div class="t m0 x44 h22 y1a4 ff2 fse fc0 sc0 ls0 ws0">(stan na 31.12.2024 r.) </div></div><div class="c x56 y19e w14 h2d"><div class="t m0 x57 h29 y1a0 ff3 fse fc0 sc0 ls0 ws0">Rozpoczęcie </div><div class="t m0 x4e h22 y1a1 ff2 fse fc0 sc0 ls0 ws0">budowy </div></div><div class="c x58 y19e w15 h2d"><div class="t m0 x57 h22 y1a3 ff2 fse fc0 sc0 ls0 ws0">Planowane </div><div class="t m0 x3b h29 y19f ff3 fse fc0 sc0 ls0 ws0">ukończenie </div><div class="t m0 x59 h22 y1a4 ff2 fse fc0 sc0 ls0 ws0">budowy </div></div><div class="c xb y1a5 w10 h27"><div class="t m0 x3b h22 y17b ff2 fse fc0 sc0 ls17 ws0">Lublin<span class="ls0"> </span></div></div><div class="c x51 y1a5 w11 h27"><div class="t m0 x53 h26 y17b ff1 fse fc0 sc0 ls0 ws0">  </div></div><div class="c x52 y1a5 w12 h27"><div class="t m0 x1a h26 y17b ff1 fse fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y1a5 w13 h27"><div class="t m0 x41 h26 y17b ff1 fse fc0 sc0 ls0 ws0">  </div></div><div class="c x56 y1a5 w14 h27"><div class="t m0 x53 h26 y17b ff1 fse fc0 sc0 ls0 ws0">  </div></div><div class="c x58 y1a5 w15 h27"><div class="t m0 x46 h26 y17b ff1 fse fc0 sc0 ls0 ws0">  </div></div><div class="c xb y1a6 w10 h25"><div class="t m0 x3b h26 y17b ff6 fse fc0 sc0 ls0 ws0">Niecała 7<span class="ff1"> </span></div></div><div class="c x51 y1a6 w11 h25"><div class="t m0 x46 h26 y17b ff1 fse fc0 sc0 ls13 ws0">81<span class="ls0"> </span></div></div><div class="c x52 y1a6 w12 h25"><div class="t m0 x5a h26 y17b ff1 fse fc0 sc0 ls0 ws0">5 043 </div></div><div class="c x2 y1a6 w13 h25"><div class="t m0 x3d h26 y17b ff1 fse fc0 sc0 ls13 ws0">33<span class="ls0"> </span></div></div><div class="c x56 y1a6 w14 h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">11.2020 r. </div></div><div class="c x58 y1a6 w15 h25"><div class="t m0 x5b h26 y17b ff1 fse fc0 sc0 ls0 ws0">06.2025 r. </div></div><div class="c xb y1a7 w10 h25"><div class="t m0 x3b h26 y17b ff1 fse fc0 sc0 ls0 ws0">Nowe Bronowice B2 </div></div><div class="c x51 y1a7 w11 h25"><div class="t m0 x5c h26 y17b ff1 fse fc0 sc0 ls13 ws0">105<span class="ls0"> </span></div></div><div class="c x52 y1a7 w12 h25"><div class="t m0 x5a h26 y17b ff1 fse fc0 sc0 ls0 ws0">4 467 </div></div><div class="c x2 y1a7 w13 h25"><div class="t m0 x3d h26 y17b ff1 fse fc0 sc0 ls13 ws0">10<span class="ls0"> </span></div></div><div class="c x56 y1a7 w14 h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">09.2022 r. </div></div><div class="c x58 y1a7 w15 h25"><div class="t m0 x5b h26 y17b ff1 fse fc0 sc0 ls0 ws0">12.2025 r. </div></div><div class="c xb y1a8 w10 h25"><div class="t m0 x3b h22 y17b ff3 fse fc0 sc0 ls0 ws0">Świdnik<span class="ff2"> </span></div></div><div class="c x51 y1a8 w11 h25"><div class="t m0 x53 h26 y17b ff1 fse fc0 sc0 ls0 ws0">  </div></div><div class="c x52 y1a8 w12 h25"><div class="t m0 x1a h26 y17b ff1 fse fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y1a8 w13 h25"><div class="t m0 x41 h26 y17b ff1 fse fc0 sc0 ls0 ws0">  </div></div><div class="c x56 y1a8 w14 h25"><div class="t m0 x53 h26 y17b ff1 fse fc0 sc0 ls0 ws0">  </div></div><div class="c x58 y1a8 w15 h25"><div class="t m0 x46 h26 y17b ff1 fse fc0 sc0 ls0 ws0">  </div></div><div class="c xb y1a9 w10 h25"><div class="t m0 x3b h26 y17b ff1 fse fc0 sc0 ls0 ws0">Klonowe Osiedle B1 </div></div><div class="c x51 y1a9 w11 h25"><div class="t m0 x5c h26 y17b ff1 fse fc0 sc0 ls13 ws0">120<span class="ls0"> </span></div></div><div class="c x52 y1a9 w12 h25"><div class="t m0 x5a h26 y17b ff1 fse fc0 sc0 ls0 ws0">5 472 </div></div><div class="c x2 y1a9 w13 h25"><div class="t m0 x3d h26 y17b ff1 fse fc0 sc0 ls13 ws0">24<span class="ls0"> </span></div></div><div class="c x56 y1a9 w14 h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">12.2023 r. </div></div><div class="c x58 y1a9 w15 h25"><div class="t m0 x5b h26 y17b ff1 fse fc0 sc0 ls0 ws0">10.2025 r. </div></div><div class="c xb y120 w10 h25"><div class="t m0 x3b h22 y17b ff3 fse fc0 sc0 ls0 ws0">Zamość<span class="ff2"> </span></div></div><div class="c x51 y120 w11 h25"><div class="t m0 x53 h26 y17b ff1 fse fc0 sc0 ls0 ws0">  </div></div><div class="c x52 y120 w12 h25"><div class="t m0 x1a h26 y17b ff1 fse fc0 sc0 ls0 ws0">  </div></div><div class="c x2 y120 w13 h25"><div class="t m0 x41 h26 y17b ff1 fse fc0 sc0 ls0 ws0">  </div></div><div class="c x56 y120 w14 h25"><div class="t m0 x53 h26 y17b ff1 fse fc0 sc0 ls0 ws0">  </div></div><div class="c x58 y120 w15 h25"><div class="t m0 x46 h26 y17b ff1 fse fc0 sc0 ls0 ws0">  </div></div><div class="c xb y1aa w10 h27"><div class="t m0 x3b h26 y17b ff1 fse fc0 sc0 ls0 ws0">Factory Park B </div></div><div class="c x51 y1aa w11 h27"><div class="t m0 x46 h26 y17b ff1 fse fc0 sc0 ls13 ws0">51<span class="ls0"> </span></div></div><div class="c x52 y1aa w12 h27"><div class="t m0 x5a h26 y17b ff1 fse fc0 sc0 ls0 ws0">2 533 </div></div><div class="c x2 y1aa w13 h27"><div class="t m0 x3d h26 y17b ff1 fse fc0 sc0 ls13 ws0">10<span class="ls0"> </span></div></div><div class="c x56 y1aa w14 h27"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">09.2023 r. </div></div><div class="c x58 y1aa w15 h27"><div class="t m0 x5b h26 y17b ff1 fse fc0 sc0 ls0 ws0">12.2025 r. </div></div><div class="c xb y1ab w10 h25"><div class="t m0 x3b h26 y17b ff1 fse fc0 sc0 ls0 ws0">Delia Park A1 </div></div><div class="c x51 y1ab w11 h25"><div class="t m0 x5c h26 y17b ff1 fse fc0 sc0 ls13 ws0">120<span class="ls0"> </span></div></div><div class="c x52 y1ab w12 h25"><div class="t m0 x5a h26 y17b ff1 fse fc0 sc0 ls0 ws0">5 647 </div></div><div class="c x2 y1ab w13 h25"><div class="t m0 x41 h26 y17b ff1 fse fc0 sc0 ls0 ws0">8 </div></div><div class="c x56 y1ab w14 h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">05.2024 r. </div></div><div class="c x58 y1ab w15 h25"><div class="t m0 x5b h26 y17b ff1 fse fc0 sc0 ls0 ws0">12.2026 r. </div></div><div class="c xb ya1 w10 h25"><div class="t m0 x3b h22 y17b ff3 fse fc0 sc0 ls0 ws0">Tomaszów Lubelski<span class="ff2"> </span></div></div><div class="c x51 ya1 w11 h25"><div class="t m0 x53 h22 y17b ff2 fse fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x52 ya1 w12 h25"><div class="t m0 x1a h22 y17b ff2 fse fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x2 ya1 w13 h25"><div class="t m0 x41 h22 y17b ff2 fse fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x56 ya1 w14 h25"><div class="t m0 x53 h22 y17b ff2 fse fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x58 ya1 w15 h25"><div class="t m0 x46 h22 y17b ff2 fse fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c xb y1ac w10 h2c"><div class="t m0 x3b h26 y17b ff6 fse fc0 sc0 ls0 ws0">Leśne Zacisze A, B<span class="ff1"> </span></div></div><div class="c x51 y1ac w11 h2c"><div class="t m0 x5c h26 y17b ff1 fse fc0 sc0 ls13 ws0">109<span class="ls0"> </span></div></div><div class="c x52 y1ac w12 h2c"><div class="t m0 x5a h26 y17b ff1 fse fc0 sc0 ls0 ws0">4 693 </div></div><div class="c x2 y1ac w13 h2c"><div class="t m0 x3d h26 y17b ff1 fse fc0 sc0 ls13 ws0">36<span class="ls0"> </span></div></div><div class="c x56 y1ac w14 h2c"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">10.2022 r. </div></div><div class="c x58 y1ac w15 h2c"><div class="t m0 x5b h26 y17b ff1 fse fc0 sc0 ls13 ws0">05<span class="ls0">.2025 <span class="ls12">r.</span> </span></div></div><div class="c xb y1ad w10 h25"><div class="t m0 x3b h22 y17b ff2 fse fc0 sc0 ls0 ws0">SUMA </div></div><div class="c x51 y1ad w11 h25"><div class="t m0 x5c h22 y17b ff2 fse fc0 sc0 ls13 ws0">586<span class="ls0"> </span></div></div><div class="c x52 y1ad w12 h25"><div class="t m0 x54 h22 y17b ff2 fse fc0 sc0 ls0 ws0">27 855 </div></div><div class="c x2 y1ad w13 h25"><div class="t m0 x5d h22 y17b ff2 fse fc0 sc0 ls13 ws0">121<span class="ls0"> </span></div></div><div class="c x56 y1ad w14 h25"><div class="t m0 x53 h22 y1ae ff5 fsa fc0 sc0 ls0 ws0"> <span class="ff2 fse"> </span></div></div><div class="c x58 y1ad w15 h25"><div class="t m0 x46 h22 y1ae ff5 fsa fc0 sc0 ls0 ws0"> <span class="ff2 fse"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb h14 y1af ff6 fsa fc0 sc0 ls0 ws0">Oferta lokali (na dzień 3<span class="_ _1"></span>1 grudnia 20<span class="_ _1"></span><span class="ff1">24 r.)<span class="_ _1"></span> </span></div></div><div class="c xb y1b0 w16 h2e"><div class="t m0 x5e h22 y1b1 ff2 fse fc0 sc0 ls0 ws0">Inwestycja </div></div><div class="c x5f y1b2 w17 h2f"><div class="t m0 x4f h22 y1b3 ff2 fse fc0 sc0 ls0 ws0">Lokale  </div><div class="t m0 x45 h22 y1a4 ff2 fse fc0 sc0 ls0 ws0">niesprzedane </div></div><div class="c x60 y1b2 w18 h2f"><div class="t m0 x59 h22 y1b3 ff2 fse fc0 sc0 ls0 ws0">Wszystkie lokale  </div><div class="t m0 x1e h22 y1a4 ff2 fse fc0 sc0 ls0 ws0">w inwestycji </div></div><div class="c x61 y1b0 w19 h2e"><div class="t m0 x59 h22 y1b4 ff2 fse fc0 sc0 ls0 ws0">Przewidziany termin  </div><div class="t m0 x16 h22 y1b5 ff3 fse fc0 sc0 ls0 ws0">zakończenia <span class="ff2">projektu </span></div></div><div class="c x5f y1b0 w1a h30"><div class="t m0 x62 h22 y1a1 ff2 fse fc0 sc0 ls0 ws0">Liczba </div></div><div class="c x2e y1b0 w1b h30"><div class="t m0 x47 h22 y19f ff2 fse fc0 sc0 ls0 ws0">PU  </div><div class="t m0 x5a h22 y1a4 ff2 fse fc0 sc0 ls12 ws0">(m</div><div class="t m0 x5c h24 y1b6 ff2 fsf fc0 sc0 ls0 ws0">2</div><div class="t m0 x63 h22 y1a4 ff2 fse fc0 sc0 ls0 ws0">) </div></div><div class="c x60 y1b0 w1c h30"><div class="t m0 x62 h22 y1a1 ff2 fse fc0 sc0 ls0 ws0">Liczba </div></div><div class="c x34 y1b0 w1d h30"><div class="t m0 x47 h22 y19f ff2 fse fc0 sc0 ls0 ws0">PU  </div><div class="t m0 x5a h22 y1a4 ff2 fse fc0 sc0 ls12 ws0">(m</div><div class="t m0 x5c h24 y1b6 ff2 fsf fc0 sc0 ls0 ws0">2</div><div class="t m0 x63 h22 y1a4 ff2 fse fc0 sc0 ls0 ws0">) </div></div><div class="c xb y1b7 w16 h25"><div class="t m0 x3b h26 y17b ff1 fse fc0 sc0 ls0 ws0">Wikana Residence B1, B2 </div></div><div class="c x5f y1b7 w1a h25"><div class="t m0 x64 h26 y17b ff1 fse fc0 sc0 ls0 ws0">1 </div></div><div class="c x2e y1b7 w1b h25"><div class="t m0 x65 h26 y17b ff1 fse fc0 sc0 ls13 ws0">83<span class="ls0"> </span></div></div><div class="c x60 y1b7 w1c h25"><div class="t m0 x65 h26 y17b ff1 fse fc0 sc0 ls13 ws0">84<span class="ls0"> </span></div></div><div class="c x34 y1b7 w1d h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">4 789 </div></div><div class="c x61 y1b7 w19 h25"><div class="t m0 x1d h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c xb y1b8 w16 h25"><div class="t m0 x3b h26 y17b ff1 fse fc0 sc0 ls0 ws0">Wikana Residence B3, B4 </div></div><div class="c x5f y1b8 w1a h25"><div class="t m0 x64 h26 y17b ff1 fse fc0 sc0 ls0 ws0">2 </div></div><div class="c x2e y1b8 w1b h25"><div class="t m0 x4e h26 y17b ff1 fse fc0 sc0 ls13 ws0">125<span class="ls0"> </span></div></div><div class="c x60 y1b8 w1c h25"><div class="t m0 x65 h26 y17b ff1 fse fc0 sc0 ls13 ws0">88<span class="ls0"> </span></div></div><div class="c x34 y1b8 w1d h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">5 008 </div></div><div class="c x61 y1b8 w19 h25"><div class="t m0 x1d h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c xb y1b9 w16 h25"><div class="t m0 x3b h26 y17b ff1 fse fc0 sc0 ls0 ws0">Nowe Bronowice B2 </div></div><div class="c x5f y1b9 w1a h25"><div class="t m0 x65 h26 y17b ff1 fse fc0 sc0 ls13 ws0">95<span class="ls0"> </span></div></div><div class="c x2e y1b9 w1b h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">4 028 </div></div><div class="c x60 y1b9 w1c h25"><div class="t m0 x4e h26 y17b ff1 fse fc0 sc0 ls13 ws0">105<span class="ls0"> </span></div></div><div class="c x34 y1b9 w1d h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">4 467 </div></div><div class="c x61 y1b9 w19 h25"><div class="t m0 x41 h26 y17b ff1 fse fc0 sc0 ls14 ws0">II <span class="ff6 ls0">kwartał 2026<span class="ff1"> </span></span></div></div><div class="c xb y1ba w16 h25"><div class="t m0 x3b h26 y17b ff1 fse fc0 sc0 ls0 ws0">Klonowe Osiedle B1 </div></div><div class="c x5f y1ba w1a h25"><div class="t m0 x65 h26 y17b ff1 fse fc0 sc0 ls13 ws0">96<span class="ls0"> </span></div></div><div class="c x2e y1ba w1b h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">4 456 </div></div><div class="c x60 y1ba w1c h25"><div class="t m0 x4e h26 y17b ff1 fse fc0 sc0 ls13 ws0">120<span class="ls0"> </span></div></div><div class="c x34 y1ba w1d h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">5 472 </div></div><div class="c x61 y1ba w19 h25"><div class="t m0 x66 h26 y17b ff6 fse fc0 sc0 ls0 ws0">I kwartał 2026<span class="ff1"> </span></div></div><div class="c xb y1bb w16 h2c"><div class="t m0 x3b h26 y17b ff1 fse fc0 sc0 ls0 ws0">Klonowe Osiedle B3 </div></div><div class="c x5f y1bb w1a h2c"><div class="t m0 x64 h26 y17b ff1 fse fc0 sc0 ls0 ws0">4 </div></div><div class="c x2e y1bb w1b h2c"><div class="t m0 x4e h26 y17b ff1 fse fc0 sc0 ls13 ws0">291<span class="ls0"> </span></div></div><div class="c x60 y1bb w1c h2c"><div class="t m0 x4e h26 y17b ff1 fse fc0 sc0 ls13 ws0">108<span class="ls0"> </span></div></div><div class="c x34 y1bb w1d h2c"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">5 986 </div></div><div class="c x61 y1bb w19 h2c"><div class="t m0 x1d h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c xb y1bc w16 h25"><div class="t m0 x3b h26 y17b ff6 fse fc0 sc0 ls0 ws0">Niecała 7<span class="ff1"> </span></div></div><div class="c x5f y1bc w1a h25"><div class="t m0 x65 h26 y17b ff1 fse fc0 sc0 ls13 ws0">48<span class="ls0"> </span></div></div><div class="c x2e y1bc w1b h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">3 015 </div></div><div class="c x60 y1bc w1c h25"><div class="t m0 x65 h26 y17b ff1 fse fc0 sc0 ls13 ws0">81<span class="ls0"> </span></div></div><div class="c x34 y1bc w1d h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">5 043 </div></div><div class="c x61 y1bc w19 h25"><div class="t m0 x41 h26 y17b ff6 fse fc0 sc0 ls0 ws0">II kwartał 2026<span class="ff1"> </span></div></div><div class="c xb y1bd w16 h25"><div class="t m0 x3b h26 y17b ff1 fse fc0 sc0 ls0 ws0">Wikana Square B </div></div><div class="c x5f y1bd w1a h25"><div class="t m0 x64 h26 y17b ff1 fse fc0 sc0 ls0 ws0">1 </div></div><div class="c x2e y1bd w1b h25"><div class="t m0 x4e h26 y17b ff1 fse fc0 sc0 ls13 ws0">199<span class="ls0"> </span></div></div><div class="c x60 y1bd w1c h25"><div class="t m0 x4e h26 y17b ff1 fse fc0 sc0 ls13 ws0">142<span class="ls0"> </span></div></div><div class="c x34 y1bd w1d h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">8 490 </div></div><div class="c x61 y1bd w19 h25"><div class="t m0 x1d h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c xb y1be w16 h25"><div class="t m0 x3b h26 y17b ff1 fse fc0 sc0 ls0 ws0">Zielone Tarasy C, D </div></div><div class="c x5f y1be w1a h25"><div class="t m0 x64 h26 y17b ff1 fse fc0 sc0 ls0 ws0">1 </div></div><div class="c x2e y1be w1b h25"><div class="t m0 x65 h26 y17b ff1 fse fc0 sc0 ls13 ws0">76<span class="ls0"> </span></div></div><div class="c x60 y1be w1c h25"><div class="t m0 x65 h26 y17b ff1 fse fc0 sc0 ls13 ws0">46<span class="ls0"> </span></div></div><div class="c x34 y1be w1d h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">3 104 </div></div><div class="c x61 y1be w19 h25"><div class="t m0 x1d h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c xb y1bf w16 h25"><div class="t m0 x3b h26 y17b ff1 fse fc0 sc0 ls0 ws0">Delia Park A1 </div></div><div class="c x5f y1bf w1a h25"><div class="t m0 x4e h26 y17b ff1 fse fc0 sc0 ls13 ws0">112<span class="ls0"> </span></div></div><div class="c x2e y1bf w1b h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">5 258 </div></div><div class="c x60 y1bf w1c h25"><div class="t m0 x4e h26 y17b ff1 fse fc0 sc0 ls13 ws0">120<span class="ls0"> </span></div></div><div class="c x34 y1bf w1d h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">5 657 </div></div><div class="c x61 y1bf w19 h25"><div class="t m0 x67 h26 y17b ff6 fse fc0 sc0 ls0 ws0">IV kwartał 2026<span class="ff1"> </span></div></div><div class="c xb yde w16 h25"><div class="t m0 x3b h26 y17b ff1 fse fc0 sc0 ls0 ws0">Delia Park B1 </div></div><div class="c x5f yde w1a h25"><div class="t m0 x64 h26 y17b ff1 fse fc0 sc0 ls0 ws0">5 </div></div><div class="c x2e yde w1b h25"><div class="t m0 x4e h26 y17b ff1 fse fc0 sc0 ls13 ws0">237<span class="ls0"> </span></div></div><div class="c x60 yde w1c h25"><div class="t m0 x4e h26 y17b ff1 fse fc0 sc0 ls13 ws0">144<span class="ls0"> </span></div></div><div class="c x34 yde w1d h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">6 707 </div></div><div class="c x61 yde w19 h25"><div class="t m0 x1d h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c xb y1c0 w16 h25"><div class="t m0 x3b h26 y17b ff1 fse fc0 sc0 ls0 ws0">Factory Park A1 </div></div><div class="c x5f y1c0 w1a h25"><div class="t m0 x64 h26 y17b ff1 fse fc0 sc0 ls0 ws0">2 </div></div><div class="c x2e y1c0 w1b h25"><div class="t m0 x4e h26 y17b ff1 fse fc0 sc0 ls13 ws0">100<span class="ls0"> </span></div></div><div class="c x60 y1c0 w1c h25"><div class="t m0 x65 h26 y17b ff1 fse fc0 sc0 ls13 ws0">68<span class="ls0"> </span></div></div><div class="c x34 y1c0 w1d h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">3 381 </div></div><div class="c x61 y1c0 w19 h25"><div class="t m0 x1d h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c xb y1c1 w16 h25"><div class="t m0 x3b h26 y17b ff1 fse fc0 sc0 ls0 ws0">Factory Park B </div></div><div class="c x5f y1c1 w1a h25"><div class="t m0 x65 h26 y17b ff1 fse fc0 sc0 ls13 ws0">41<span class="ls0"> </span></div></div><div class="c x2e y1c1 w1b h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">2 075 </div></div><div class="c x60 y1c1 w1c h25"><div class="t m0 x65 h26 y17b ff1 fse fc0 sc0 ls13 ws0">51<span class="ls0"> </span></div></div><div class="c x34 y1c1 w1d h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">2 533 </div></div><div class="c x61 y1c1 w19 h25"><div class="t m0 x66 h26 y17b ff6 fse fc0 sc0 ls0 ws0">I kwartał 2026<span class="ff1"> </span></div></div><div class="c xb y1c2 w16 h25"><div class="t m0 x3b h26 y17b ff6 fse fc0 sc0 ls0 ws0">Leśne Zacisze AB<span class="ff1"> </span></div></div><div class="c x5f y1c2 w1a h25"><div class="t m0 x65 h26 y17b ff1 fse fc0 sc0 ls13 ws0">73<span class="ls0"> </span></div></div><div class="c x2e y1c2 w1b h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">3 082 </div></div><div class="c x60 y1c2 w1c h25"><div class="t m0 x4e h26 y17b ff1 fse fc0 sc0 ls13 ws0">109<span class="ls0"> </span></div></div><div class="c x34 y1c2 w1d h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">4 693 </div></div><div class="c x61 y1c2 w19 h25"><div class="t m0 x41 h26 y17b ff6 fse fc0 sc0 ls0 ws0">II kwartał 2025<span class="ff1"> </span></div></div><div class="c xb y1c3 w16 h25"><div class="t m0 x3b h26 y17b ff1 fse fc0 sc0 ls0 ws0">Parkowa Dzielnica B3 </div></div><div class="c x5f y1c3 w1a h25"><div class="t m0 x65 h26 y17b ff1 fse fc0 sc0 ls13 ws0">54<span class="ls0"> </span></div></div><div class="c x2e y1c3 w1b h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">2 896 </div></div><div class="c x60 y1c3 w1c h25"><div class="t m0 x65 h26 y17b ff1 fse fc0 sc0 ls13 ws0">78<span class="ls0"> </span></div></div><div class="c x34 y1c3 w1d h25"><div class="t m0 x59 h26 y17b ff1 fse fc0 sc0 ls0 ws0">3 848 </div></div><div class="c x61 y1c3 w19 h25"><div class="t m0 x1d h26 y17b ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c xb y1c4 w16 h2c"><div class="t m0 x3b h22 y17b ff2 fse fc0 sc0 ls0 ws0">SUMA </div></div><div class="c x5f y1c4 w1a h2c"><div class="t m0 x4e h22 y17b ff2 fse fc0 sc0 ls13 ws0">535<span class="ls0"> </span></div></div><div class="c x2e y1c4 w1b h2c"><div class="t m0 x62 h22 y17b ff2 fse fc0 sc0 ls0 ws0">25 922 </div></div><div class="c x60 y1c4 w1c h2c"><div class="t m0 x59 h22 y17b ff2 fse fc0 sc0 ls0 ws0">1 344 </div></div><div class="c x34 y1c4 w1d h2c"><div class="t m0 x62 h22 y17b ff2 fse fc0 sc0 ls0 ws0">69 178 </div></div><div class="c x61 y1c4 w19 h2c"><div class="t m0 x68 h22 y1ae ff5 fsa fc0 sc0 ls0 ws0"> <span class="ff2 fse"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb h14 y1c5 ff1 fsa fc0 sc0 ls0 ws0">Przekazania lokali w <span class="_ _1"></span>2024 <span class="lsc">r.</span> </div></div><div class="c xb y1c6 w1e h31"><div class="t m0 x15 h22 y1c7 ff2 fse fc0 sc0 ls0 ws0">Projekt </div></div><div class="c x69 y1c8 w1f h25"><div class="t m0 x6a h22 y17b ff2 fse fc0 sc0 ls0 ws0">Lokale przekazane klientom </div></div><div class="c x69 y1c6 w20 h25"><div class="t m0 x1 h22 y17b ff2 fse fc0 sc0 ls0 ws0">Liczba </div></div><div class="c x6b y1c6 w21 h25"><div class="t m0 x6c h22 y17b ff2 fse fc0 sc0 ls0 ws0">PU [m</div><div class="t m0 x6d h24 y1c9 ff2 fsf fc0 sc0 ls0 ws0">2</div><div class="t m0 x6e h22 y17b ff2 fse fc0 sc0 ls0 ws0">] </div></div><div class="c xb y1ca w1e h25"><div class="t m0 x15 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">Wikana Residence <span class="_ _1"></span>B1, B2<span class="fse"> </span></div></div><div class="c x69 y1ca w20 h25"><div class="t m0 x48 h26 y17b ff1 fse fc0 sc0 ls0 ws0">4 </div></div><div class="c x6b y1ca w21 h25"><div class="t m0 x4c h26 y17b ff1 fse fc0 sc0 ls13 ws0">313<span class="ls0"> </span></div></div><div class="c xb y1cc w1e h25"><div class="t m0 x15 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">Wikana Residence <span class="_ _1"></span>B3, B4<span class="fse"> </span></div></div><div class="c x69 y1cc w20 h25"><div class="t m0 x6f h14 y1cb ff1 fsa fc0 sc0 ls5 ws0">86<span class="fse ls0"> </span></div></div><div class="c x6b y1cc w21 h25"><div class="t m0 x1b h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">4 855<span class="fse"> </span></div></div><div class="c xb y1cd w1e h25"><div class="t m0 x15 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">Nowe Bronowice B1<span class="_ _1"></span><span class="fse"> </span></div></div><div class="c x69 y1cd w20 h25"><div class="t m0 x6f h14 y1cb ff1 fsa fc0 sc0 ls5 ws0">86<span class="fse ls0"> </span></div></div><div class="c x6b y1cd w21 h25"><div class="t m0 x1b h14 y1cb ff1 fsa fc0 sc0 ls5 ws0">3 <span class="ls0">877<span class="fse"> </span></span></div></div><div class="c xb y1ce w1e h25"><div class="t m0 x15 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">Klonowe Osiedle B<span class="_ _1"></span>3<span class="fse"> </span></div></div><div class="c x69 y1ce w20 h25"><div class="t m0 x6f h14 y1cb ff1 fsa fc0 sc0 ls5 ws0">30<span class="fse ls0"> </span></div></div><div class="c x6b y1ce w21 h25"><div class="t m0 x1b h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">1 799<span class="fse"> </span></div></div></div><div class="pi"></div></div>
<div id="pfd" class="pf w0 h0"><div class="pc pcd w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">13<span class="ff5 fs6 ls0"> </span></div></div><div class="c xb y1cf w1e h32"><div class="t m0 x15 h22 y1c7 ff2 fse fc0 sc0 ls0 ws0">Projekt </div></div><div class="c x69 y1d0 w1f h2c"><div class="t m0 x6a h22 y1d1 ff2 fse fc0 sc0 ls0 ws0">Lokale przekazane klientom </div></div><div class="c x69 y1cf w20 h25"><div class="t m0 x1 h22 y17b ff2 fse fc0 sc0 ls0 ws0">Liczba </div></div><div class="c x6b y1cf w21 h25"><div class="t m0 x6c h22 y17b ff2 fse fc0 sc0 ls0 ws0">PU [m</div><div class="t m0 x6d h24 y1c9 ff2 fsf fc0 sc0 ls0 ws0">2</div><div class="t m0 x6e h22 y17b ff2 fse fc0 sc0 ls0 ws0">] </div></div><div class="c xb y1d2 w1e h25"><div class="t m0 x15 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">Delia Park B1<span class="_ _1"></span><span class="fse"> </span></div></div><div class="c x69 y1d2 w20 h25"><div class="t m0 x4c h14 y1cb ff1 fsa fc0 sc0 ls5 ws0">139<span class="fse ls0"> </span></div></div><div class="c x6b y1d2 w21 h25"><div class="t m0 x1b h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">6 471<span class="fse"> </span></div></div><div class="c xb y1d3 w1e h25"><div class="t m0 x15 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">Factory Park A1<span class="fse"> </span></div></div><div class="c x69 y1d3 w20 h25"><div class="t m0 x48 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">3<span class="fse"> </span></div></div><div class="c x6b y1d3 w21 h25"><div class="t m0 x4c h14 y1cb ff1 fsa fc0 sc0 ls5 ws0">149<span class="fse ls0"> </span></div></div><div class="c xb y1d4 w1e h25"><div class="t m0 x15 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">Parkowa Dzielnic<span class="_ _1"></span>a B3<span class="fse"> </span></div></div><div class="c x69 y1d4 w20 h25"><div class="t m0 x6f h14 y1cb ff1 fsa fc0 sc0 ls5 ws0">24<span class="fse ls0"> </span></div></div><div class="c x6b y1d4 w21 h25"><div class="t m0 x1b h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">1 003<span class="fse"> </span></div></div><div class="c xb y1d5 w1e h25"><div class="t m0 x15 h26 y17b ff1 fse fc0 sc0 ls0 ws0">Wikana Square A </div></div><div class="c x69 y1d5 w20 h25"><div class="t m0 x48 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">1<span class="fse"> </span></div></div><div class="c x6b y1d5 w21 h25"><div class="t m0 x4c h14 y1cb ff1 fsa fc0 sc0 ls5 ws0">134<span class="fse ls0"> </span></div></div><div class="c xb y1d6 w1e h25"><div class="t m0 x15 h26 y1d7 ff1 fse fc0 sc0 ls0 ws0">Wikana Square B </div></div><div class="c x69 y1d6 w20 h25"><div class="t m0 x48 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">2<span class="fse"> </span></div></div><div class="c x6b y1d6 w21 h25"><div class="t m0 x4c h14 y1cb ff1 fsa fc0 sc0 ls5 ws0">201<span class="fse ls0"> </span></div></div><div class="c xb y1d8 w1e h25"><div class="t m0 x15 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">Zielone Tarasy C, D<span class="_ _1"></span><span class="fse"> </span></div></div><div class="c x69 y1d8 w20 h25"><div class="t m0 x48 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">1<span class="fse"> </span></div></div><div class="c x6b y1d8 w21 h25"><div class="t m0 x6f h14 y1cb ff1 fsa fc0 sc0 ls5 ws0">83<span class="fse ls0"> </span></div></div><div class="c xb y1d9 w1e h25"><div class="t m0 x15 h22 y17b ff2 fse fc0 sc0 ls0 ws0">SUMA </div></div><div class="c x69 y1d9 w20 h25"><div class="t m0 x4c h13 y1cb ff2 fsa fc0 sc0 ls5 ws0">376<span class="fse ls0"> </span></div></div><div class="c x6b y1d9 w21 h25"><div class="t m0 x42 h13 y1cb ff2 fsa fc0 sc0 ls0 ws0">18 885<span class="fse"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb h14 y1da ff6 fsa fc0 sc0 ls0 ws0">Lokale pozostałe do<span class="_ _1"></span> przekazania (w<span class="_ _1"></span>edług stanu na <span class="_ _1"></span>dzi<span class="_ _1"></span>eń 31 grudnia 20<span class="_ _1"></span><span class="ff1">24 r.) </span></div></div><div class="c x3f y1db w22 h33"><div class="t m0 x5e h22 y1dc ff2 fse fc0 sc0 ls0 ws0">Inwestycja </div></div><div class="c x70 y1dd w23 h34"><div class="t m0 x57 h22 y1de ff2 fse fc0 sc0 ls0 ws0">Lokale sprzedane, <span class="ls13">a </span>nieprzekazane nabywcom </div></div><div class="c x71 y1db w24 h33"><div class="t m0 x54 h22 y1df ff2 fse fc0 sc0 ls0 ws0">Przewidziany termin  </div><div class="t m0 x62 h22 y1e0 ff3 fse fc0 sc0 ls0 ws0">zakończenia <span class="ff2">projektu </span></div></div><div class="c x70 y1db w25 h35"><div class="t m0 x65 h22 y1a1 ff2 fse fc0 sc0 ls0 ws0">Liczba </div></div><div class="c x72 y1db w26 h35"><div class="t m0 x5b h22 y1e1 ff2 fse fc0 sc0 ls0 ws0">PUM/PUU  </div><div class="t m0 x64 h22 y1a4 ff2 fse fc0 sc0 ls12 ws0">(m</div><div class="t m0 x49 h24 y1b6 ff2 fsf fc0 sc0 ls0 ws0">2</div><div class="t m0 x17 h22 y1a4 ff2 fse fc0 sc0 ls0 ws0">) </div></div><div class="c x73 y1db w27 h35"><div class="t m0 x44 h22 y1e1 ff3 fse fc0 sc0 ls0 ws0">Wartość umów <span class="ff2"> </span></div><div class="t m0 x1a h22 y1a4 ff3 fse fc0 sc0 ls0 ws0">(tys. zł)<span class="ff2"> </span></div></div><div class="c x3f y1e2 w22 h34"><div class="t m0 x3b h26 y1de ff1 fse fc0 sc0 ls0 ws0">Nowe Bronowice B2 </div></div><div class="c x70 y1e2 w25 h34"><div class="t m0 x74 h26 y1de ff1 fse fc0 sc0 ls13 ws0">10<span class="ls0"> </span></div></div><div class="c x72 y1e2 w26 h34"><div class="t m0 x1e h26 y1de ff1 fse fc0 sc0 ls13 ws0">439<span class="ls0"> </span></div></div><div class="c x73 y1e2 w27 h34"><div class="t m0 x46 h26 y1de ff1 fse fc0 sc0 ls0 ws0">3 949 </div></div><div class="c x71 y1e2 w24 h34"><div class="t m0 x5d h26 y1de ff6 fse fc0 sc0 ls0 ws0">IV kwartał 2026<span class="ff1"> </span></div></div><div class="c x3f y1e3 w22 h34"><div class="t m0 x3b h26 y1de ff6 fse fc0 sc0 ls0 ws0">Niecała 7<span class="ff1"> </span></div></div><div class="c x70 y1e3 w25 h34"><div class="t m0 x74 h26 y1de ff1 fse fc0 sc0 ls13 ws0">33<span class="ls0"> </span></div></div><div class="c x72 y1e3 w26 h34"><div class="t m0 x65 h26 y1de ff1 fse fc0 sc0 ls0 ws0">2 027 </div></div><div class="c x73 y1e3 w27 h34"><div class="t m0 x4b h26 y1de ff1 fse fc0 sc0 ls0 ws0">22 376 </div></div><div class="c x71 y1e3 w24 h34"><div class="t m0 x5d h26 y1de ff1 fse fc0 sc0 ls14 ws0">II <span class="ff6 ls0">kwartał 2025<span class="ff1">. </span></span></div></div><div class="c x3f y1e4 w22 h34"><div class="t m0 x3b h26 y1de ff1 fse fc0 sc0 ls0 ws0">Klonowe Osiedle B1 </div></div><div class="c x70 y1e4 w25 h34"><div class="t m0 x74 h26 y1de ff1 fse fc0 sc0 ls13 ws0">24<span class="ls0"> </span></div></div><div class="c x72 y1e4 w26 h34"><div class="t m0 x65 h26 y1de ff1 fse fc0 sc0 ls0 ws0">1 016 </div></div><div class="c x73 y1e4 w27 h34"><div class="t m0 x46 h26 y1de ff1 fse fc0 sc0 ls0 ws0">8 789 </div></div><div class="c x71 y1e4 w24 h34"><div class="t m0 x41 h26 y1de ff6 fse fc0 sc0 ls0 ws0">I kwartał 2026<span class="ff1"> </span></div></div><div class="c x3f y1e5 w22 h34"><div class="t m0 x3b h26 y1e6 ff1 fse fc0 sc0 ls0 ws0">Delia Park A </div></div><div class="c x70 y1e5 w25 h34"><div class="t m0 x63 h26 y1e6 ff1 fse fc0 sc0 ls0 ws0">8 </div></div><div class="c x72 y1e5 w26 h34"><div class="t m0 x1e h26 y1e6 ff1 fse fc0 sc0 ls13 ws0">400<span class="ls0"> </span></div></div><div class="c x73 y1e5 w27 h34"><div class="t m0 x46 h26 y1e6 ff1 fse fc0 sc0 ls0 ws0">3 445 </div></div><div class="c x71 y1e5 w24 h34"><div class="t m0 x1b h26 y1e6 ff6 fse fc0 sc0 ls0 ws0">Zakończony<span class="ff1"> </span></div></div><div class="c x3f y1e7 w22 h36"><div class="t m0 x3b h26 y1e6 ff1 fse fc0 sc0 ls0 ws0">Factory Park B </div></div><div class="c x70 y1e7 w25 h36"><div class="t m0 x74 h26 y1e6 ff1 fse fc0 sc0 ls13 ws0">10<span class="ls0"> </span></div></div><div class="c x72 y1e7 w26 h36"><div class="t m0 x1e h26 y1e6 ff1 fse fc0 sc0 ls13 ws0">458<span class="ls0"> </span></div></div><div class="c x73 y1e7 w27 h36"><div class="t m0 x46 h26 y1e6 ff1 fse fc0 sc0 ls0 ws0">3 714 </div></div><div class="c x71 y1e7 w24 h36"><div class="t m0 x3d h26 y1e6 ff6 fse fc0 sc0 ls0 ws0">II kwartał 2026<span class="ff1"> </span></div></div><div class="c x3f y1e8 w22 h36"><div class="t m0 x3b h26 y1e6 ff6 fse fc0 sc0 ls0 ws0">Leśne Zacisze AB<span class="ff1"> </span></div></div><div class="c x70 y1e8 w25 h36"><div class="t m0 x74 h26 y1e6 ff1 fse fc0 sc0 ls13 ws0">36<span class="ls0"> </span></div></div><div class="c x72 y1e8 w26 h36"><div class="t m0 x65 h26 y1e6 ff1 fse fc0 sc0 ls0 ws0">1 610 </div></div><div class="c x73 y1e8 w27 h36"><div class="t m0 x4b h26 y1e6 ff1 fse fc0 sc0 ls0 ws0">11 882 </div></div><div class="c x71 y1e8 w24 h36"><div class="t m0 x3d h26 y1e6 ff6 fse fc0 sc0 ls0 ws0">II kwartał 2025<span class="ff1"> </span></div></div><div class="c x3f y1e9 w22 h34"><div class="t m0 x3b h22 y1de ff2 fse fc0 sc0 ls0 ws0">SUMA </div></div><div class="c x70 y1e9 w25 h34"><div class="t m0 x5c h22 y1de ff2 fse fc0 sc0 ls13 ws0">121<span class="ls0"> </span></div></div><div class="c x72 y1e9 w26 h34"><div class="t m0 x65 h22 y1de ff2 fse fc0 sc0 ls0 ws0">5 951<span class="ff1"> </span></div></div><div class="c x73 y1e9 w27 h34"><div class="t m0 x4b h22 y1de ff2 fse fc0 sc0 ls0 ws0">54 154<span class="ff1"> </span></div></div><div class="c x71 y1e9 w24 h34"><div class="t m0 x75 h26 y1ea ff5 fsa fc0 sc0 ls0 ws0"> <span class="ff1 fse fc6"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x12 h15 y1eb ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span>Rynki za<span class="_ _1"></span>opatrzenia </div><div class="t m0 xb h1f y1ec ff6 fsa fc0 sc0 ls0 ws0">Grupa <span class="_ _14"></span>w <span class="_ _13"> </span>ramach <span class="_ _14"> </span>dzia<span class="_ _1"></span>łalności <span class="_ _14"> </span>dewel<span class="_ _1"></span>operskiej <span class="_ _13"> </span>ponosi <span class="_ _14"></span>głównie <span class="_ _14"> </span>k<span class="_ _1"></span>oszty <span class="_ _14"> </span>usł<span class="_ _1"></span>ug <span class="_ _14"> </span>budo<span class="_ _1"></span>wlanych <span class="_ _14"> </span>oraz <span class="_ _13"> </span>koszty </div><div class="t m0 xb h14 y1ed ff6 fsa fc0 sc0 ls0 ws0">zakupu gruntów <span class="_ _1"></span>pod projek<span class="_ _1"></span>ty dewelopersk<span class="_ _1"></span>ie. Zakup gr<span class="_ _1"></span>untów nie wiąż<span class="_ _1"></span>e się <span class="_ _1"></span><span class="ff1">z <span class="_ _1"></span></span>uzależ<span class="_ _1"></span>nieniem od jedne<span class="_ _1"></span>go </div><div class="t m0 xb h14 y1ee ff6 fsa fc0 sc0 ls0 ws0">dostawcy, <span class="_ _1d"> </span>natomiast <span class="_ _1d"> </span>w <span class="_ _1a"> </span>prz<span class="_ _1"></span>ypadku <span class="_ _1a"> </span>us<span class="_ _1"></span>ług <span class="_ _1a"> </span>budowla<span class="_ _1"></span>nych <span class="_ _19"> </span><span class="ff1">Grupa <span class="_ _1d"> </span>co <span class="_ _1d"> </span>do <span class="_ _1a"> </span>zas<span class="_ _1"></span>ady <span class="_ _1d"> </span>dokonuje <span class="_ _1a"> </span>wy<span class="_ _1"></span>boru </span></div><div class="t m0 xb h1f y1ef ff6 fsa fc0 sc0 ls0 ws0">generalnego <span class="_ _f"> </span>wy<span class="_ _1"></span>konawcy <span class="_ _1e"> </span>w <span class="_ _1e"> </span>drodze <span class="_ _f"> </span>postę<span class="_ _1"></span>powania <span class="_ _f"> </span>prz<span class="_ _1"></span>etargowego<span class="_ _1"></span> <span class="_ _f"> </span>z <span class="_ _f"> </span>z<span class="_ _1"></span>achowaniem <span class="_ _1e"> </span>elementów<span class="_ _1"></span> </div><div class="t m0 xb h14 y1f0 ff6 fsa fc0 sc0 ls0 ws0">konkurencji, <span class="_ _b"></span>a<span class="_ _1"></span> <span class="_ _b"></span>genera<span class="_ _1"></span>lny <span class="_ _b"></span>wy<span class="_ _1"></span>konawca <span class="_ _b"></span>jes<span class="_ _1"></span>t <span class="_ _b"></span>odpo<span class="_ _1"></span>wiedzialny <span class="_ _b"></span>z<span class="_ _1"></span>a <span class="_ _b"></span>całość <span class="_ _12"></span>prac<span class="_ _1"></span> <span class="_ _b"></span>budow<span class="_ _1"></span>lanych. <span class="_ _14"> </span><span class="ff1">W <span class="_ _12"></span>prz<span class="_ _1"></span>ypadku </span></div><div class="t m0 xb h14 y1f1 ff6 fsa fc0 sc0 ls0 ws0">braku <span class="_ _14"> </span>moż<span class="_ _1"></span>liwości <span class="_ _13"> </span>realizacji <span class="_ _13"> </span>danej <span class="_ _14"> </span>bud<span class="_ _1"></span>owy <span class="_ _14"> </span>w <span class="_ _13"> </span>system<span class="_ _1"></span>ie <span class="_ _14"> </span>gen<span class="_ _1"></span>eralnego<span class="_ _1"></span><span class="ff1"> <span class="_ _13"></span>wykonaws<span class="_ _1"></span>twa <span class="_ _13"></span>roboty <span class="_ _14"></span>bud<span class="_ _1"></span>owlane </span></div><div class="t m0 xb h14 y1f2 ff6 fsa fc0 sc0 ls0 ws0">zlecane <span class="_ _11"> </span>s<span class="_ _1"></span>ą <span class="_ _11"> </span>wyspecj<span class="_ _1"></span>alizowanym <span class="_ _10"> </span>firmom <span class="_ _10"> </span>podwykonaw<span class="_ _1"></span>czym <span class="_ _10"> </span>i <span class="_ _11"> </span>koordynow<span class="_ _1"></span>ane <span class="_ _11"> </span>w<span class="_ _1"></span>łasnymi <span class="_ _11"> </span>s<span class="_ _1"></span>iłami. <span class="_"> </span><span class="ff1">Grupa </span></div><div class="t m0 xb h14 y1f3 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">procesie <span class="_ _a"> </span>wyboru <span class="_ _a"> </span>wykonawców <span class="_ _a"> </span>ocenia <span class="_ _a"> </span>między <span class="_ _a"> </span>innymi <span class="_ _a"> </span>ich <span class="_ _a"> </span>kondycję <span class="_ _a"> </span>finansową, <span class="_ _1f"> </span>z<span class="_ _1"></span>asoby </span></div><div class="t m0 xb h14 y1f4 ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">doświadczenie. <span class="_ _1"></span></span> </div><div class="t m0 xb h14 y1f5 ff1 fsa fc0 sc0 ls0 ws0">Z <span class="_ _e"> </span>kolei <span class="_ _e"> </span><span class="ff6">Sp<span class="_ _1"></span>ółka <span class="_ _e"> </span>w <span class="_ _e"> </span>ramac<span class="_ _1"></span>h <span class="_ _e"> </span>prowadzo<span class="_ _1"></span>nej <span class="_ _e"> </span>działalnoś<span class="_ _1"></span>ci <span class="_ _e"> </span>ponosi <span class="_ _e"> </span>ko<span class="_ _b"></span>szty <span class="_ _19"> </span>utrz<span class="_ _1"></span>ymania <span class="_ _e"> </span>nieruch<span class="_ _1"></span>omości </span></div><div class="t m0 xb h14 y1f6 ff6 fsa fc0 sc0 ls0 ws0">wchodzących<span class="ff1"> <span class="_ _10"> </span></span>w <span class="_ _11"> </span>s<span class="_ _1"></span>kład <span class="_ _11"> </span>pos<span class="_ _1"></span>iadanego <span class="_ _10"> </span>banku <span class="_ _11"> </span>z<span class="_ _1"></span>iemi, <span class="_ _10"> </span>przygotowywan<span class="_ _1"></span>ia <span class="_ _11"> </span>projek<span class="_ _1"></span>tów <span class="_ _11"> </span>dewe<span class="_ _1"></span>loperskich <span class="_ _10"> </span>oraz </div><div class="t m0 xb h1f y1f7 ff6 fsa fc0 sc0 ls0 ws0">świadczenia <span class="_ _13"> </span>usług <span class="_ _14"> </span>na <span class="_ _13"> </span>rzecz<span class="_ _1"></span> <span class="_ _14"> </span>j<span class="_ _1"></span>ednostek <span class="_ _13"> </span>z <span class="_ _14"> </span>G<span class="_ _1"></span>rupy <span class="_ _14"> </span>Ka<span class="_ _1"></span>pitałowej. <span class="_ _13"> </span>W <span class="_ _14"></span>żadnej <span class="_ _13"> </span>z <span class="_ _14"> </span>ww. <span class="_ _13"> </span>sytuac<span class="_ _1"></span>ji <span class="_ _14"> </span>nie <span class="_ _13"> </span>występuje </div><div class="t m0 xb h14 y1f8 ff6 fsa fc0 sc0 ls0 ws0">uzależnienie od podmi<span class="_ _1"></span>otów zewnętrznych.<span class="_ _1"></span><span class="ff1"> <span class="_ _1"></span> </span></div><div class="t m0 xb h1f y1f9 ff6 fsa fc0 sc0 ls0 ws0">W <span class="_ _14"></span>kontekśc<span class="_ _1"></span>ie <span class="_ _14"></span>Grupy <span class="_ _13"> </span>bardziej <span class="_ _14"> </span>ist<span class="_ _1"></span>otne <span class="_ _14"> </span>znacz<span class="_ _1"></span>enie <span class="_ _14"> </span>wyk<span class="_ _1"></span>azują <span class="_ _14"> </span>r<span class="_ _1"></span>elacje <span class="_ _14"> </span>dostawc<span class="_ _1"></span>ów <span class="_ _14"></span>ze <span class="_ _13"> </span>spółkami <span class="_ _14"></span>za<span class="_ _1"></span>leżnymi </div><div class="t m0 xb h14 y1fa ff6 fsa fc0 sc0 ls0 ws0">Grupy, poprzez które to p<span class="_ _1"></span>odmioty Grupa <span class="_ _1"></span>w szerszy<span class="_ _1"></span>m zakresie realizuje działalnoś<span class="_ _1"></span>ć gospodarcz<span class="_ _1"></span>ą. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y1fb ff1 fsa fc0 sc0 ls0 ws0">W <span class="_ _12"></span>2<span class="_ _1"></span>024 <span class="_ _14"></span>r. <span class="_ _14"></span><span class="ff6">jedynym <span class="_ _14"></span>znacz<span class="_ _1"></span>ącym <span class="_ _14"></span>dostawcą</span> <span class="_ _14"></span><span class="ff6">Gru<span class="_ _1"></span>py <span class="_ _14"></span>Kapitałowej<span class="_ _1"></span> <span class="_ _12"></span>WI<span class="_ _1"></span>KANA <span class="_ _14"></span>(konkretnie: <span class="_ _14"></span>Spó<span class="_ _1"></span>łki)<span class="_ _1"></span>, <span class="_ _12"></span>z<span class="_ _1"></span> <span class="_ _14"></span>którym </span></div><div class="t m0 xb h1f y1fc ff6 fsa fc0 sc0 ls0 ws0">obroty <span class="_ _1a"> </span>stanow<span class="_ _1"></span>iły <span class="_ _1a"> </span>więcej <span class="_ _1d"> </span>niż <span class="_ _1a"> </span>10% <span class="_ _1d"> </span>przy<span class="_ _1"></span>chodów <span class="_ _1a"> </span>Spółki,<span class="_ _1"></span> <span class="_ _1a"> </span>poza <span class="_ _1a"> </span>d<span class="_ _1"></span>ostawcami/wy<span class="_ _1"></span>konawcami <span class="_ _1a"> </span>z<span class="_ _1"></span> <span class="_ _1a"> </span>Grupy<span class="_ _1"></span> </div><div class="t m0 xb h14 y1fd ff6 fsa fc0 sc0 ls0 ws0">Kapitałowej, <span class="_ _13"> </span>była <span class="_ _14"></span>spółka: <span class="_ _13"> </span>AD<span class="ff1"> <span class="_ _1"></span>Budownictwo <span class="_ _13"></span>Sp. <span class="_ _14"></span>z <span class="_ _13"></span>o.o. <span class="_ _13"></span>z </span>siedzibą <span class="_ _14"> </span>w <span class="_ _13"> </span>Lublinie <span class="_ _13"> </span>–<span class="ff1"> <span class="_ _13"></span>generalny <span class="_ _14"></span>wy<span class="_ _1"></span>konawca </span></div><div class="t m0 xb h14 y1fe ff6 fsa fc0 sc0 ls0 ws0">inwestycji „Niecała 7” w<span class="_ _1"></span><span class="ff1"> Lu<span class="_ _1"></span>blinie. </span></div><div class="t m0 xb h14 y1ff ff6 fsa fc0 sc0 ls0 ws0">Wyżej wymieniony k<span class="_ _1"></span>ontrahent nie jest <span class="_ _1"></span>powiązany ze S<span class="_ _1"></span>półką, ani jej Grupą <span class="_ _1"></span>Kapitałową.<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y200 ff1 fsa fc0 sc0 ls0 ws0"> <span class="_ _18"> </span> </div></div></div><div class="pi"></div></div>
<div id="pfe" class="pf w0 h0"><div class="pc pce w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">14<span class="ff5 fs6 ls0"> </span></div><div class="t m0 x12 h15 y118 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Informacje<span class="_ _1"></span> <span class="_"> </span>o <span class="_ _1b"> </span>umowach <span class="_"> </span>znaczących <span class="_"> </span>dla <span class="_ _1b"> </span>działalności <span class="_"> </span>Grupy <span class="_"> </span>Kapitałow<span class="_ _1"></span>ej </span></div><div class="t m0 xf h15 y119 ff2 fs6 fc0 sc0 ls0 ws0">WIKANA </div><div class="t m0 xb h15 y201 ff2 fs6 fc0 sc0 ls0 ws0">3.4.1. <span class="_ _21"> </span><span class="ff3">Umowy i transakcje z zakresu działalności operacyjnej </span> </div><div class="t m0 xb h14 y202 ff1 fsa fc0 sc0 ls18 ws0">W <span class="_ _4"></span><span class="ls0">2<span class="_ _1"></span>024 <span class="_ _4"></span>r<span class="_ _1"></span>oku, <span class="_ _0"></span>poza <span class="_ _0"></span><span class="ff6">umowami przenoszącymi <span class="_ _4"></span>w<span class="_ _1"></span>łasność <span class="_ _0"></span>lokali, <span class="_ _0"></span>w <span class="_ _0"></span>ocenie <span class="_ _4"></span>Z<span class="_ _1"></span>arządu <span class="_ _0"></span>Spółki <span class="_ _0"></span>za <span class="_ _4"></span>ist<span class="_ _1"></span>otne <span class="_ _0"></span>należy </span></span></div><div class="t m0 xb h14 y203 ff6 fsa fc0 sc0 ls0 ws0">uznać także: <span class="ff1"> </span></div><div class="t m0 x1c h14 y204 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zawartą <span class="_ _1"></span>w <span class="_ _1"></span>d<span class="_ _1"></span>niu <span class="_ _1"></span>3 <span class="_ _1"></span>lipca <span class="_ _b"></span>2024 <span class="_ _1"></span>r. <span class="_ _1"></span>przez<span class="_ _1"></span> <span class="_ _1"></span>Spółkę, <span class="_ _1"></span>jako <span class="_ _b"></span>Sprzedającego, <span class="_ _1"></span>z <span class="_ _b"></span>podmiotem <span class="_ _1"></span>niepow<span class="_ _1"></span>iązanym </span></span></div><div class="t m0 xf h1f y205 ff6 fsa fc0 sc0 ls0 ws0">kapitałowo <span class="_ _17"> </span>i <span class="_ _1e"> </span>osobowo<span class="_ _1"></span> <span class="_ _1e"> </span>z <span class="_ _17"> </span>Grupą <span class="_ _17"> </span>Kapitałową <span class="_ _17"> </span>WIKANA, <span class="_ _17"> </span>jako <span class="_ _1e"> </span>Kup<span class="_ _1"></span>ującym, <span class="_ _17"> </span>w <span class="_ _1e"> </span>wy<span class="_ _1"></span>konaniu </div><div class="t m0 xf h14 y63 ff6 fsa fc0 sc0 ls0 ws0">przedwstępnej warunkowej <span class="_ _0"></span>umowy <span class="_ _0"></span>sprzedaży zawartej <span class="_ _4"></span>przez<span class="_ _1"></span> <span class="_ _0"></span>ww. <span class="_ _0"></span>strony <span class="_ _0"></span>w <span class="_ _0"></span>dniu <span class="_ _4"></span>15 marca <span class="_ _0"></span>2024<span class="_ _1"></span><span class="ff1"> r. </span></div><div class="t m0 xf h14 y206 ff1 fsa fc0 sc0 ls0 ws0">(szcze<span class="ff6">góły: <span class="_ _14"></span>raport <span class="_ _14"></span>bieżący <span class="_ _14"></span>nr <span class="_ _14"> </span></span><span class="fc5">3/2024</span>)<span class="_ _1"></span>, <span class="_ _12"></span>zmie<span class="_ _1"></span>nionej <span class="_ _14"></span>aneksem <span class="_ _14"></span>zawarty<span class="_ _1"></span>m <span class="_ _12"></span>w <span class="_ _14"></span>dniu <span class="_ _14"></span>22 <span class="_ _14"></span>maja <span class="_ _14"></span>2024 <span class="_ _14"></span>r. </div><div class="t m0 xf h14 y207 ff6 fsa fc0 sc0 ls0 ws0">(szczegóły: <span class="_ _1c"> </span>raport <span class="_ _1b"> </span>bieżący<span class="_ _1"></span> <span class="_ _1c"> </span>nr <span class="_ _1b"> </span><span class="ff1 fc5">7/202<span class="_ _1"></span>4</span>), <span class="_ _1c"> </span>umowy<span class="_ _1"></span> <span class="_ _1c"> </span>sprz<span class="_ _1"></span>edaży <span class="_ _1c"> </span>100% <span class="_ _1b"> </span>udziałów<span class="_ _1"></span> <span class="_ _1c"> </span>spółki <span class="_ _1c"> </span>z<span class="_ _1"></span>ależnej: </div><div class="t m0 xf h14 y208 ff6 fsa fc0 sc0 ls0 ws0">BIOENERGIA <span class="_ _11"> </span>PLUS <span class="_ _13"> </span>Sp. <span class="_ _13"> </span>z<span class="_ _1"></span> <span class="_ _13"> </span>o.o. <span class="_ _13"> </span>(<span class="_ _1"></span>szczegóły: <span class="_ _13"> </span>ra<span class="_ _1"></span>port <span class="_ _13"> </span>bieżąc<span class="_ _1"></span>y <span class="_ _13"> </span>nr <span class="_ _11"> </span><span class="ff1 fc5">16/20<span class="_ _1"></span>24<span class="fc0 lsc">);<span class="ls0"> <span class="_ _13"> </span></span></span></span>powyż<span class="_ _1"></span>sza <span class="_ _13"> </span>transakc<span class="_ _1"></span>ja </div><div class="t m0 xf h1f y209 ff6 fsa fc0 sc0 ls0 ws0">stanowi <span class="_ _1a"> </span>potwierdzenie <span class="_ _1a"> </span>kontynuacji<span class="_ _1"></span> <span class="_ _1b"> </span>str<span class="_ _1"></span>ategii, <span class="_ _1b"> </span>o<span class="_ _1"></span> <span class="_ _1b"> </span>któr<span class="_ _1"></span>ej <span class="_ _1a"> </span>Emitent <span class="_ _1a"> </span>informował <span class="_ _1a"> </span>tak <span class="_ _1a"> </span>w <span class="_ _1b"> </span>rap<span class="_ _1"></span>ortach </div><div class="t m0 xf h1f y20a ff6 fsa fc0 sc0 ls0 ws0">bieżących, <span class="_ _f"> </span>jak<span class="_ _1"></span> <span class="_ _f"> </span>i <span class="_ _f"> </span>okreso<span class="_ _1"></span>wych, <span class="_ _f"> </span>z<span class="_ _1"></span>akładającej <span class="_ _f"> </span>dezin<span class="_ _1"></span>westycję <span class="_ _1e"> </span>poprzez <span class="_ _f"> </span>sprz<span class="_ _1"></span>edaż <span class="_ _f"> </span>wybranyc<span class="_ _1"></span>h </div><div class="t m0 xf h1f y20b ff6 fsa fc0 sc0 ls0 ws0">składników <span class="_ _1e"> </span>majątku <span class="_ _1e"> </span>trwa<span class="_ _1"></span>łego <span class="_ _1e"> </span>niewykorz<span class="_ _1"></span>ystywanych <span class="_ _17"> </span>do <span class="_ _f"> </span>podst<span class="_ _1"></span>awowej <span class="_ _d"> </span>działalności <span class="_ _f"> </span>G<span class="_ _1"></span>rupy </div><div class="t m0 xf h1f y20c ff6 fsa fc0 sc0 ls0 ws0">Kapitałowej <span class="_"> </span>WIKANA <span class="_ _10"> </span>i <span class="_ _10"> </span>p<span class="_ _1"></span>ełną <span class="_ _10"> </span>ko<span class="_ _1"></span>ncentrację <span class="_"> </span>na <span class="_ _10"> </span>działalności <span class="_"> </span>podstawowej, <span class="_ _10"> </span>to <span class="_"> </span>jest <span class="_ _10"> </span>działalności<span class="_ _1"></span> </div><div class="t m0 xf h14 y20d ff1 fsa fc0 sc0 ls0 ws0">deweloperskiej;<span class="_ _1"></span> </div><div class="t m0 x1c h14 y20e ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zawartą w <span class="_ _0"></span>dniu <span class="ff1">5 grudnia <span class="_ _0"></span>2024 r. <span class="_ _0"></span><span class="ff6">przez WIKANA KOMERC Sp. <span class="_ _0"></span>z o.o., jako <span class="_ _0"></span>Kupującego, z<span class="_ _1"></span><span class="ff1"> <span class="_ _0"></span><span class="ff6">Gminą </span></span></span></span></span></span></div><div class="t m0 xf h14 y20f ff6 fsa fc0 sc0 ls0 ws0">Stalowa <span class="_ _14"> </span>Wola, <span class="_ _14"> </span>jak<span class="_ _1"></span>o <span class="_ _14"> </span>Sprze<span class="_ _1"></span>dającym, <span class="_ _13"> </span><span class="ff1">umowy <span class="_ _14"></span>przeniesi<span class="_ _1"></span>enia <span class="_ _14"></span></span>nieruc<span class="_ _1"></span>homości <span class="_ _14"> </span>po<span class="_ _1"></span>łożonej <span class="_ _14"> </span>w <span class="_ _14"> </span>Sta<span class="_ _1"></span>lowej </div><div class="t m0 xf h14 y210 ff1 fsa fc0 sc0 ls0 ws0">Woli <span class="_ _0"></span>o po<span class="_ _0"></span>wierzc<span class="_ _1"></span>hni <span class="_ _0"></span>1,0429 ha <span class="_ _0"></span><span class="ff6">(szczegóły: <span class="_ _0"></span>raport<span class="_ _1"></span> <span class="_ _0"></span>bieżący nr <span class="_ _0"></span><span class="ff1 fc5">36/2024<span class="ff6 fc0">)<span class="_ _1"></span>, <span class="_ _0"></span>w <span class="_ _0"></span>wykonani<span class="_ _1"></span>u <span class="_ _0"></span>zobowiązania </span></span></span></div><div class="t m0 xf h1f y211 ff6 fsa fc0 sc0 ls0 ws0">wynikającego <span class="_ _1a"> </span>z <span class="_ _1a"> </span>w<span class="_ _1"></span>arunkowej<span class="_ _1"></span> <span class="_ _1a"> </span>umowy <span class="_ _1a"> </span>sprz<span class="_ _1"></span>edaży <span class="_ _1a"> </span>z<span class="_ _1"></span>awartej <span class="_ _1a"> </span>pomiędz<span class="_ _1"></span>y <span class="_ _1a"> </span>ww. <span class="_ _1a"> </span>st<span class="_ _1"></span>ronami <span class="_ _1a"> </span>w <span class="_ _1a"> </span>d<span class="_ _1"></span>niu </div><div class="t m0 xf h14 y212 ff1 fsa fc0 sc0 ls5 ws0">24<span class="ls0"> <span class="ff6">października 2<span class="_ _1"></span>024 r.</span> <span class="ff6">(s<span class="_ _1"></span>zczegóły: raport b<span class="_ _1"></span>ieżący nr </span><span class="fc5">3<span class="_ _1"></span>0/2024</span>).<span class="_ _1"></span> </span></div><div class="t m0 xb h14 y213 ff6 fsa fc0 sc0 ls0 ws0">Poza <span class="_ _1"></span>wyż<span class="_ _1"></span>ej <span class="_ _1"></span>op<span class="_ _1"></span>isanymi <span class="_ _b"></span>umowami, <span class="_ _1"></span>k<span class="_ _1"></span>tóre <span class="_ _1"></span>Zarz<span class="_ _1"></span>ąd <span class="_ _b"></span>Spółki <span class="_ _b"></span>zidentyfikował <span class="_ _1"></span>jako <span class="_ _b"></span>znaczące, <span class="_ _b"></span>Spółka <span class="_ _1"></span>w<span class="_ _b"></span><span class="ff1"> <span class="_ _b"></span>okresie </span></div><div class="t m0 xb h14 y214 ff6 fsa fc0 sc0 ls0 ws0">sprawozdawczym <span class="_ _0"></span>nadal <span class="_ _4"></span>konc<span class="_ _1"></span>entrowała <span class="_ _4"></span>się <span class="_ _0"></span>przede <span class="_ _4"></span>ws<span class="_ _1"></span>z<span class="_ _1"></span>ystkim <span class="_ _4"></span>na <span class="_ _4"></span>świ<span class="_ _1"></span>adczeniu <span class="_ _0"></span>usług <span class="_ _4"></span>na<span class="ff1"> <span class="_ _4"></span><span class="ff6">r<span class="_ _1"></span>zecz <span class="_ _4"></span>po<span class="_ _1"></span>dmiotów </span></span></div><div class="t m0 xb h14 y215 ff6 fsa fc0 sc0 ls0 ws0">z Grupy Kapitałowej<span class="_ _1"></span>.<span class="ff1"> </span></div><div class="t m0 xb h15 y216 ff2 fs6 fc0 sc0 ls0 ws0">3.4.2. <span class="_ _21"> </span>Umowy kredytowe i umowy <span class="ff3">pożyc<span class="_ _1"></span>z</span><span class="ls19">ek</span> </div><div class="t m0 x1c h15 y1f0 ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Zestawienie kredytów bankowych, wraz z podaniem limitów kredytowych<span class="ff2"> </span></span></span></div><div class="t m0 xb h14 y217 ff1 fsa fc0 sc0 ls0 ws0">W <span class="_ _1c"> </span>2024 <span class="_ _1b"> </span><span class="ff6">r. <span class="_ _1c"> </span>s<span class="_ _1"></span>półki <span class="_ _1c"> </span>z <span class="_ _1c"> </span>G<span class="_ _1"></span>rupy<span class="_ _1"></span> <span class="_ _1b"> </span>Kapitałowej <span class="_ _1b"> </span>nie <span class="_ _1c"> </span>wy<span class="_ _1"></span>powiadały <span class="_ _1b"> </span>umów <span class="_ _1c"> </span>k<span class="_ _1"></span>redytowych. <span class="_ _1a"> </span>Poniżej <span class="_ _1c"> </span>nat<span class="_ _1"></span>omiast</span> </div><div class="t m0 xb h14 y218 ff6 fsa fc0 sc0 ls0 ws0">zamieszczono zestawie<span class="_ _1"></span>nie umów kre<span class="_ _1"></span>dytowych obow<span class="_ _1"></span>iązują<span class="_ _1"></span>cyc<span class="_ _1"></span>h według stanu na koniec 202<span class="_ _1"></span><span class="ff1">4 r. <span class="_ _1"></span> </span></div></div><div class="c xb y219 w28 h37"><div class="t m0 x3b h22 y1a3 ff2 fse fc0 sc0 ls0 ws0">Kredytodawca </div></div><div class="c x76 y219 w29 h37"><div class="t m0 x5a h22 y21a ff2 fse fc0 sc0 ls0 ws0">Nr umowy </div><div class="t m0 x44 h22 y1a0 ff2 fse fc0 sc0 ls0 ws0">data zawarcia </div></div><div class="c x77 y219 w2a h37"><div class="t m0 x3b h22 y21b ff2 fse fc0 sc0 ls0 ws0">Przyzna</div><div class="t m0 x47 h22 y21c ff2 fse fc0 sc0 ls0 ws0">na </div><div class="t m0 x5b h22 y1a3 ff2 fse fc0 sc0 ls0 ws0">kwota </div><div class="t m0 x57 h22 y1b3 ff2 fse fc0 sc0 ls0 ws0">kredytu </div><div class="t m0 x3b h22 y21d ff2 fse fc0 sc0 ls0 ws0">w <span class="ff3">tys. zł</span> </div></div><div class="c x78 y219 w2b h37"><div class="t m0 x4e h22 y21c ff2 fse fc0 sc0 ls0 ws0">Kwota </div><div class="t m0 x15 h22 y1a3 ff3 fse fc0 sc0 ls0 ws0">zadłużenia<span class="ff2"> </span></div><div class="t m0 x54 h22 y1b3 ff3 fse fc0 sc0 ls0 ws0">w tys. zł<span class="ff2"> </span></div></div><div class="c x79 y219 w2c h37"><div class="t m0 x4e h22 y21a ff2 fse fc0 sc0 ls0 ws0">Termin </div><div class="t m0 x65 h22 y1a0 ff3 fse fc0 sc0 ls0 ws0">spłaty<span class="ff2"> </span></div><div class="t m0 x3b h26 y21e ff1 fse fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y219 w2d h37"><div class="t m0 x44 h22 y21a ff2 fse fc0 sc0 ls0 ws0">Oprocento- </div><div class="t m0 x45 h22 y1a0 ff2 fse fc0 sc0 ls0 ws0">wanie </div></div><div class="c x7b y219 w2e h37"><div class="t m0 x7c h22 y1a3 ff2 fse fc0 sc0 ls0 ws0">Zabezpieczenia </div></div><div class="c xb y21f w28 h38"><div class="t m0 x3b h26 y220 ff1 fse fc0 sc0 ls0 ws0">Bank </div><div class="t m0 x3b h26 y221 ff1 fse fc0 sc0 ls0 ws0">Gospodarstwa </div><div class="t m0 x3b h26 y222 ff1 fse fc0 sc0 ls0 ws0">Krajowego </div></div><div class="c x76 y21f w29 h38"><div class="t m0 x15 h26 y220 ff1 fse fc0 sc0 ls0 ws0">12001745/233/</div><div class="t m0 x4b h26 y221 ff1 fse fc0 sc0 ls13 ws0">2000<span class="ls0"> </span></div><div class="t m0 x5a h26 y222 ff1 fse fc0 sc0 ls0 ws0">15.12.2000 </div></div><div class="c x77 y21f w2a h38"><div class="t m0 x16 h26 y221 ff1 fse fc0 sc0 ls0 ws0">1 719 </div></div><div class="c x78 y21f w2b h38"><div class="t m0 x65 h26 y221 ff1 fse fc0 sc0 ls0 ws0">1 189 </div></div><div class="c x79 y21f w2c h38"><div class="t m0 x44 h26 y221 ff1 fse fc0 sc0 ls0 ws0">20.11.2037 </div></div><div class="c x7a y21f w2d h38"><div class="t m0 x4e h26 y221 ff1 fse fc0 sc0 ls0 ws0">Zmienne </div></div><div class="c x7b y21f w2e h38"><div class="t m0 x3b h26 y223 ff1 fse fc0 sc0 ls0 ws0">Hipoteka kaucyjna do kwoty </div><div class="t m0 x3b h26 y224 ff1 fse fc0 sc0 ls0 ws0">2 <span class="ff6">579 tys. zł na nieruchomości </span></div><div class="t m0 x3b h39 y225 ff6 fse fc0 sc0 ls0 ws0">należącej do kredytobiorcy, </div><div class="t m0 x3b h26 y226 ff1 fse fc0 sc0 ls0 ws0">cesja praw z umowy </div><div class="t m0 x3b h26 y227 ff1 fse fc0 sc0 ls0 ws0">ubezpieczenia finansowanej </div><div class="t m0 x3b h39 y220 ff6 fse fc0 sc0 ls0 ws0">nieruchomości, cesja </div><div class="t m0 x3b h26 y221 ff6 fse fc0 sc0 ls0 ws0">wierzytelności z<span class="ff1"> </span>tytułu </div><div class="t m0 x3b h26 y222 ff6 fse fc0 sc0 ls0 ws0">należnych czynszów ogół<span class="ff1">em </span></div><div class="t m0 x3b h26 y21b ff1 fse fc0 sc0 ls13 ws0">do<span class="ls0"> <span class="ff6">kwoty 56 tys. zł rocznie </span></span></div><div class="t m0 x3b h39 y21c ff6 fse fc0 sc0 ls0 ws0">wpływających na wszystkie </div><div class="t m0 x3b h26 y228 ff1 fse fc0 sc0 ls0 ws0">rachunki bankowe, umowa </div><div class="t m0 x3b h26 y19f ff6 fse fc0 sc0 ls0 ws0">ubezpieczenia na sumę<span class="ff1"> 150 </span></div><div class="t m0 x3b h26 y1a4 ff1 fse fc0 sc0 ls0 ws0">tys. <span class="ff6 lsa">zł</span> </div></div><span class="d m1" 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<div id="pff" class="pf w0 h0"><div class="pc pcf w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">15<span class="ff5 fs6 ls0"> </span></div></div><div class="c xb y229 w28 h3a"><div class="t m0 x3b h26 y221 ff1 fse fc0 sc0 ls0 ws0">Bank </div><div class="t m0 x3b h26 y222 ff1 fse fc0 sc0 ls0 ws0">Gospodarstwa </div><div class="t m0 x3b h26 y21b ff1 fse fc0 sc0 ls0 ws0">Krajowego </div></div><div class="c x76 y229 w2b h3a"><div class="t m0 x57 h26 y221 ff1 fse fc0 sc0 ls0 ws0">12001745/8</div><div class="t m0 x4e h26 y222 ff1 fse fc0 sc0 ls0 ws0">3/2002 </div><div class="t m0 x15 h26 y21b ff1 fse fc0 sc0 ls0 ws0">24.07.2002 </div></div><div class="c x35 y229 w2f h3a"><div class="t m0 x65 h26 y222 ff1 fse fc0 sc0 ls0 ws0">2 900 </div></div><div class="c x78 y229 w2b h3a"><div class="t m0 x65 h26 y222 ff1 fse fc0 sc0 ls13 ws0">1 172<span class="ls0"> </span></div></div><div class="c x79 y229 w2c h3a"><div class="t m0 x44 h26 y222 ff1 fse fc0 sc0 ls13 ws0">25.<span class="ls0">12.2031 </span></div></div><div class="c x7a y229 w2d h3a"><div class="t m0 x4e h26 y222 ff1 fse fc0 sc0 ls0 ws0">Zmienne </div></div><div class="c x7b y229 w2e h3a"><div class="t m0 x3b h26 y22a ff1 fse fc0 sc0 ls0 ws0">Hipoteka kaucyjna do kwoty </div><div class="t m0 x3b h26 y22b ff1 fse fc0 sc0 ls0 ws0">4 <span class="ff6">380 tys. zł na nieruchomości </span></div><div class="t m0 x3b h39 y227 ff6 fse fc0 sc0 ls0 ws0">należącej do kredytobiorcy, </div><div class="t m0 x3b h26 y220 ff1 fse fc0 sc0 ls0 ws0">cesja praw z umowy </div><div class="t m0 x3b h26 y221 ff1 fse fc0 sc0 ls0 ws0">ubezpieczenia finansowanej </div><div class="t m0 x3b h39 y222 ff6 fse fc0 sc0 ls0 ws0">nieruchomości, cesja </div><div class="t m0 x3b h26 y21b ff6 fse fc0 sc0 ls0 ws0">wierzytelności z<span class="ff1"> </span>tytułu </div><div class="t m0 x3b h39 y21c ff6 fse fc0 sc0 ls0 ws0">należnych czynszów ogółem </div><div class="t m0 x3b h39 y228 ff6 fse fc0 sc0 ls0 ws0">do kwoty 124 tys. zł rocznie </div><div class="t m0 x3b h39 y19f ff6 fse fc0 sc0 ls0 ws0">wpływających na wszystkie </div><div class="t m0 x3b h26 y1a4 ff1 fse fc0 sc0 ls0 ws0">rachunki bankowe </div></div><div class="c xb y22c w28 h3b"><div class="t m0 x3b h26 y21b ff1 fse fc0 sc0 ls0 ws0">Bank </div><div class="t m0 x3b h26 y21c ff1 fse fc0 sc0 ls0 ws0">Gospodarstwa </div><div class="t m0 x3b h26 y228 ff1 fse fc0 sc0 ls0 ws0">Krajowego </div></div><div class="c x76 y22c w2b h3b"><div class="t m0 x57 h26 y21b ff1 fse fc0 sc0 ls0 ws0">12001745/1</div><div class="t m0 x7d h26 y21c ff1 fse fc0 sc0 ls0 ws0">52/2002 </div><div class="t m0 x15 h26 y228 ff1 fse fc0 sc0 ls0 ws0">27.09.2002 </div></div><div class="c x35 y22c w2f h3b"><div class="t m0 x65 h26 y21c ff1 fse fc0 sc0 ls0 ws0">4 000 </div></div><div class="c x78 y22c w2b h3b"><div class="t m0 x65 h26 y21c ff1 fse fc0 sc0 ls13 ws0">2 310<span class="ls0"> </span></div></div><div class="c x79 y22c w2c h3b"><div class="t m0 x44 h26 y21c ff1 fse fc0 sc0 ls13 ws0">25.<span class="ls0">06.2033 </span></div></div><div class="c x7a y22c w2d h3b"><div class="t m0 x4e h26 y21c ff1 fse fc0 sc0 ls0 ws0">Zmienne </div></div><div class="c x7b y22c w2e h3b"><div class="t m0 x3b h26 y221 ff1 fse fc0 sc0 ls0 ws0">Hipoteki kaucyjne do kwoty </div><div class="t m0 x3b h26 y222 ff1 fse fc0 sc0 ls0 ws0">6 <span class="ff6">000 tys. zł</span>, cesja praw </div><div class="t m0 x3b h26 y21b ff1 fse fc0 sc0 ls0 ws0">z umowy ubezpieczenia </div><div class="t m0 x3b h39 y21c ff6 fse fc0 sc0 ls0 ws0">finansowanej nieruchomości </div><div class="t m0 x3b h26 y228 ff6 fse fc0 sc0 ls0 ws0">cesja wierzytelności z<span class="ff1"> </span>tytułu </div><div class="t m0 x3b h39 y19f ff6 fse fc0 sc0 ls0 ws0">należnych czynszów ogółem </div><div class="t m0 x3b h26 y1a4 ff6 fse fc0 sc0 ls0 ws0">do kwoty 171 tys. zł rocznie <span class="ff1"> </span></div></div><div class="c xb y22d w28 h3c"><div class="t m0 x3b h26 y22e ff1 fse fc0 sc0 ls0 ws0"> </div></div><div class="c x76 y22d w2b h3c"><div class="t m0 x63 h26 y22e ff1 fse fc0 sc0 ls0 ws0"> </div></div><div class="c x35 y22d w2f h3c"><div class="t m0 x46 h26 y22e ff1 fse fc0 sc0 ls0 ws0"> </div></div><div class="c x78 y22d w2b h3c"><div class="t m0 x63 h26 y22e ff1 fse fc0 sc0 ls0 ws0"> </div></div><div class="c x79 y22d w2c h3c"><div class="t m0 x53 h26 y22e ff1 fse fc0 sc0 ls0 ws0"> </div></div><div class="c x7a y22d w2d h3c"><div class="t m0 x49 h26 y22e ff1 fse fc0 sc0 ls0 ws0"> </div></div><div class="c x7b y22d w2e h3c"><div class="t m0 x3b h39 y22f ff6 fse fc0 sc0 ls0 ws0">wpływających na wszystkie </div><div class="t m0 x3b h26 y230 ff1 fse fc0 sc0 ls0 ws0">rachunki bankowe </div></div><div class="c xb y231 w28 h3d"><div class="t m0 x3b h26 y221 ff1 fse fc0 sc0 ls0 ws0">Bank </div><div class="t m0 x3b h26 y222 ff1 fse fc0 sc0 ls0 ws0">Gospodarstwa </div><div class="t m0 x3b h26 y21b ff1 fse fc0 sc0 ls0 ws0">Krajowego </div></div><div class="c x76 y231 w2b h3d"><div class="t m0 x57 h26 y221 ff1 fse fc0 sc0 ls0 ws0">12001745/6</div><div class="t m0 x4e h26 y222 ff1 fse fc0 sc0 ls0 ws0">4/2003 </div><div class="t m0 x15 h26 y21b ff1 fse fc0 sc0 ls0 ws0">27.05.2003 </div></div><div class="c x35 y231 w2f h3d"><div class="t m0 x65 h26 y222 ff1 fse fc0 sc0 ls0 ws0">7 300 </div></div><div class="c x78 y231 w2b h3d"><div class="t m0 x65 h26 y222 ff1 fse fc0 sc0 ls13 ws0">1 510<span class="ls0"> </span></div></div><div class="c x79 y231 w2c h3d"><div class="t m0 x44 h26 y222 ff1 fse fc0 sc0 ls13 ws0">25.<span class="ls0">11.2027 </span></div></div><div class="c x7a y231 w2d h3d"><div class="t m0 x4e h26 y222 ff1 fse fc0 sc0 ls0 ws0">Zmienne </div></div><div class="c x7b y231 w2e h3d"><div class="t m0 x3b h26 y232 ff1 fse fc0 sc0 ls0 ws0">Hipoteka kaucyjna do kwoty </div><div class="t m0 x3b h39 y22b ff6 fse fc0 sc0 ls0 ws0">10.950 tys. zł na </div><div class="t m0 x3b h39 y227 ff6 fse fc0 sc0 ls0 ws0">nieruchomości należącej do </div><div class="t m0 x3b h26 y220 ff1 fse fc0 sc0 ls0 ws0">kredytobiorcy, cesja praw z </div><div class="t m0 x3b h26 y221 ff1 fse fc0 sc0 ls0 ws0">umowy ubezpieczenia </div><div class="t m0 x3b h39 y222 ff6 fse fc0 sc0 ls0 ws0">finansowanej nieruchomości, </div><div class="t m0 x3b h26 y21b ff6 fse fc0 sc0 ls0 ws0">cesja wierzytelności z<span class="ff1"> </span>tytułu </div><div class="t m0 x3b h39 y21c ff6 fse fc0 sc0 ls0 ws0">należnych czynszów ogółem </div><div class="t m0 x3b h39 y228 ff6 fse fc0 sc0 ls0 ws0">do kwoty 335 tys. zł rocznie </div><div class="t m0 x3b h39 y19f ff6 fse fc0 sc0 ls0 ws0">wpływających na wszystkie </div><div class="t m0 x3b h26 y1a4 ff1 fse fc0 sc0 ls0 ws0">rachunki bankowe </div></div><div class="c xb y233 w28 h3a"><div class="t m0 x3b h26 y221 ff1 fse fc0 sc0 ls0 ws0">Bank </div><div class="t m0 x3b h26 y222 ff1 fse fc0 sc0 ls0 ws0">Gospodarstwa </div><div class="t m0 x3b h26 y21b ff1 fse fc0 sc0 ls0 ws0">Krajowego </div></div><div class="c x76 y233 w2b h3a"><div class="t m0 x57 h26 y221 ff1 fse fc0 sc0 ls0 ws0">12001745/1</div><div class="t m0 x16 h26 y222 ff1 fse fc0 sc0 ls0 ws0">058/2006 </div><div class="t m0 x15 h26 y21b ff1 fse fc0 sc0 ls0 ws0">05.09.2006 </div></div><div class="c x35 y233 w2f h3a"><div class="t m0 x65 h26 y222 ff1 fse fc0 sc0 ls0 ws0">2 454 </div></div><div class="c x78 y233 w2b h3a"><div class="t m0 x64 h26 y222 ff1 fse fc0 sc0 ls13 ws0">515<span class="ls0"> </span></div></div><div class="c x79 y233 w2c h3a"><div class="t m0 x44 h26 y222 ff1 fse fc0 sc0 ls13 ws0">25.<span class="ls0">09.2027 </span></div></div><div class="c x7a y233 w2d h3a"><div class="t m0 x4e h26 y222 ff1 fse fc0 sc0 ls0 ws0">Zmienne </div></div><div class="c x7b y233 w2e h3a"><div class="t m0 x3b h26 y22a ff1 fse fc0 sc0 ls0 ws0">Hipoteka kaucyjna do kwoty </div><div class="t m0 x3b h26 y234 ff1 fse fc0 sc0 ls0 ws0">3 <span class="ff6">681 tys. zł na nieruchomości </span></div><div class="t m0 x3b h39 y235 ff6 fse fc0 sc0 ls0 ws0">należącej do kredytobiorcy, </div><div class="t m0 x3b h26 y220 ff1 fse fc0 sc0 ls0 ws0">cesja praw z umowy </div><div class="t m0 x3b h26 y221 ff1 fse fc0 sc0 ls0 ws0">ubezpieczenia finansowanej </div><div class="t m0 x3b h39 y222 ff6 fse fc0 sc0 ls0 ws0">nieruchomości, cesja </div><div class="t m0 x3b h26 y21b ff6 fse fc0 sc0 ls0 ws0">wierzytelności z<span class="ff1"> </span>tytułu </div><div class="t m0 x3b h39 y21c ff6 fse fc0 sc0 ls0 ws0">należnych czynszów ogółem </div><div class="t m0 x3b h39 y1a3 ff6 fse fc0 sc0 ls0 ws0">do kwoty 120 tys. zł rocznie </div><div class="t m0 x3b h39 y19f ff6 fse fc0 sc0 ls0 ws0">wpływających na rachunek </div><div class="t m0 x3b h26 y1a4 ff1 fse fc0 sc0 ls0 ws0">bankowy </div></div><div class="c xb y236 w28 h3e"><div class="t m0 x3b h26 y237 ff1 fse fc0 sc0 ls0 ws0">Bank </div><div class="t m0 x3b h26 y238 ff1 fse fc0 sc0 ls0 ws0">Gospodarstwa </div><div class="t m0 x3b h26 y239 ff1 fse fc0 sc0 ls0 ws0">Krajowego </div></div><div class="c x76 y236 w2b h3e"><div class="t m0 x57 h26 y237 ff1 fse fc0 sc0 ls0 ws0">12001745/1</div><div class="t m0 x16 h26 y238 ff1 fse fc0 sc0 ls0 ws0">059/2006 </div><div class="t m0 x15 h26 y239 ff1 fse fc0 sc0 ls0 ws0">05.09.2006 </div></div><div class="c x35 y236 w2f h3e"><div class="t m0 x65 h26 y238 ff1 fse fc0 sc0 ls0 ws0">4 164 </div></div><div class="c x78 y236 w2b h3e"><div class="t m0 x64 h26 y238 ff1 fse fc0 sc0 ls13 ws0">911<span class="ls0"> </span></div></div><div class="c x79 y236 w2c h3e"><div class="t m0 x44 h26 y238 ff1 fse fc0 sc0 ls13 ws0">25.<span class="ls0">11.2027 </span></div></div><div class="c x7a y236 w2d h3e"><div class="t m0 x4e h26 y238 ff1 fse fc0 sc0 ls0 ws0">Zmienne </div></div><div class="c x7b y236 w2e h3e"><div class="t m0 x3b h26 y23a ff1 fse fc0 sc0 ls0 ws0">Hipoteka kaucyjna do kwoty </div><div class="t m0 x3b h26 y226 ff1 fse fc0 sc0 ls0 ws0">6 <span class="ff6">246 tys. zł na nieruchomości </span></div><div class="t m0 x3b h26 y23b ff6 fse fc0 sc0 ls0 ws0">należącej do <span class="ff1">kredytobiorcy, </span></div><div class="t m0 x3b h26 y23c ff1 fse fc0 sc0 ls0 ws0">cesja praw z umowy </div><div class="t m0 x3b h26 y237 ff1 fse fc0 sc0 ls0 ws0">ubezpieczenia finansowanej </div><div class="t m0 x3b h39 y238 ff6 fse fc0 sc0 ls0 ws0">nieruchomości, cesja </div><div class="t m0 x3b h26 y239 ff6 fse fc0 sc0 ls0 ws0">wierzytelności z<span class="ff1"> </span>tytułu </div><div class="t m0 x3b h39 y23d ff6 fse fc0 sc0 ls0 ws0">należnych czynszów ogółem </div><div class="t m0 x3b h39 y23e ff6 fse fc0 sc0 ls0 ws0">do kwoty 196 tys. zł rocznie </div><div class="t m0 x3b h39 y19f ff6 fse fc0 sc0 ls0 ws0">wpływających na rachunek </div><div class="t m0 x3b h26 y1a4 ff1 fse fc0 sc0 ls0 ws0">bankowy </div></div><div class="c xb y23f w28 h3f"><div class="t m0 x3b h22 y240 ff2 fse fc0 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c x76 y23f w2b h3f"><div class="t m0 x74 h22 y1a4 ff2 fse fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x35 y23f w2f h3f"><div class="t m0 x4e h22 y240 ff2 fse fc0 sc0 ls0 ws0">22 537<span class="ff1"> </span></div></div><div class="c x78 y23f w2b h3f"><div class="t m0 x65 h22 y240 ff2 fse fc0 sc0 ls0 ws0">7 607<span class="ff1"> </span></div></div><div class="c x79 y23f w2c h3f"><div class="t m0 x63 h22 y1a4 ff2 fse fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x7a y23f w2d h3f"><div class="t m0 x3b h26 y241 ff1 fse fc0 sc0 ls0 ws0"> </div></div><div class="c x7b y23f w2e h3f"><div class="t m0 x3b h22 y1a4 ff2 fse fc0 sc0 ls0 ws0"> <span class="ff1"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1c h15 y242 ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Zestawienie pożyczek<span class="ff2">  </span></span></span></div><div class="t m0 xb h14 y243 ff6 fsa fc0 sc0 ls0 ws0">Poniżej <span class="_ _f"> </span>zamieszc<span class="_ _1"></span>zono <span class="_ _f"> </span>zestawienie <span class="_ _f"> </span>poży<span class="_ _1"></span>czek <span class="_ _1e"> </span>otrzymanych <span class="_ _f"> </span>przez <span class="_ _f"> </span>spółki<span class="_ _1"></span><span class="ff1"> <span class="_ _f"> </span>z <span class="_ _f"> </span>Grupy <span class="_ _1e"> </span></span>Kapitałowej </div><div class="t m0 xb h14 y244 ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">obowiązującyc<span class="_ _1"></span>h w </span>2024 <span class="lsc">r.</span>  </div></div></div><div class="pi"></div></div>
<div id="pf10" class="pf w0 h0"><div class="pc pc10 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">16<span class="ff5 fs6 ls0"> </span></div></div><div class="c xb y245 w30 h40"><div class="t m0 x3b h22 y246 ff3 fse fc0 sc0 ls0 ws0">Pożyczkodawca<span class="ff2"> </span></div></div><div class="c x7e y245 w31 h40"><div class="t m0 x64 h22 y247 ff2 fse fc0 sc0 ls0 ws0">Data </div><div class="t m0 x54 h22 y1b1 ff2 fse fc0 sc0 ls0 ws0">zawarcia </div></div><div class="c x35 y245 w32 h40"><div class="t m0 x3b h22 y248 ff2 fse fc0 sc0 ls0 ws0">Przyznany </div><div class="t m0 x47 h22 y247 ff2 fse fc0 sc0 ls0 ws0">limit </div><div class="t m0 x44 h29 y1b1 ff3 fse fc0 sc0 ls0 ws0">pożyczki </div><div class="t m0 x5b h22 y249 ff2 fse fc0 sc0 ls0 ws0">w <span class="ff3">tys. zł</span> </div></div><div class="c x4 y245 w33 h40"><div class="t m0 x7d h22 y24a ff2 fse fc0 sc0 ls0 ws0">Kwota </div><div class="t m0 x3b h22 y1b4 ff3 fse fc0 sc0 ls0 ws0">zadłużenia<span class="ff2"> </span></div><div class="t m0 x62 h22 y24b ff3 fse fc0 sc0 ls0 ws0">w tys. zł<span class="ff2"> </span></div></div><div class="c x60 y245 w34 h40"><div class="t m0 x54 h22 y247 ff2 fse fc0 sc0 ls0 ws0">Termin </div><div class="t m0 x5a h22 y1b1 ff3 fse fc0 sc0 ls0 ws0">spłaty<span class="ff2"> </span></div></div><div class="c x7f y245 w35 h40"><div class="t m0 x3b h22 y24c ff2 fse fc0 sc0 ls0 ws0">Oprocento- </div><div class="t m0 x4e h22 y24d ff2 fse fc0 sc0 ls0 ws0">wanie </div></div><div class="c x80 y245 w36 h40"><div class="t m0 x64 h22 y246 ff2 fse fc0 sc0 ls0 ws0">Zabezpieczenia </div></div><div class="c xb y24e w30 h41"><div class="t m0 x3b h26 y24f ff1 fse fc0 sc0 ls0 ws0">Sigma Duo  </div><div class="t m0 x3b h26 y250 ff1 fse fc0 sc0 ls0 ws0">Sp. z o.o. </div></div><div class="c x7e y24e w31 h41"><div class="t m0 x44 h26 y251 ff1 fse fc0 sc0 ls0 ws0">01.07.2014 </div></div><div class="c x35 y24e w32 h41"><div class="t m0 x7d h26 y251 ff1 fse fc0 sc0 ls0 ws0">15 000 </div></div><div class="c x4 y24e w33 h41"><div class="t m0 x45 h26 y251 ff1 fse fc0 sc0 ls13 ws0">675<span class="ls0"> </span></div></div><div class="c x60 y24e w34 h41"><div class="t m0 x3b h26 y251 ff1 fse fc0 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x7f y24e w35 h41"><div class="t m0 x16 h26 y251 ff1 fse fc0 sc0 ls0 ws0">Zmienne </div></div><div class="c x80 y24e w36 h41"><div class="t m0 x5c h39 y252 ff6 fse fc0 sc0 ls0 ws0">Weksel własny </div><div class="t m0 x65 h26 y251 ff1 fse fc0 sc0 ls0 ws0">wystawiony przez </div><div class="t m0 x1a h26 y1d7 ff6 fse fc0 sc0 ls0 ws0">pożyczkobiorcę<span class="ff1"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb h14 y253 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h14 y254 ff6 fsa fc0 sc0 ls0 ws0">Spółki <span class="_ _b"></span>z <span class="_ _b"></span>Grupy <span class="_ _b"></span>Kapitałowej<span class="_ _1"></span><span class="ff1"> <span class="_ _b"></span><span class="ls10">w <span class="_ _1"></span></span>2<span class="_ _1"></span>024 <span class="_ _b"></span></span>r. <span class="_ _b"></span>nie <span class="_ _b"></span>udzielały <span class="_ _b"></span>pożycz<span class="_ _1"></span>ek<span class="ff1"> <span class="_ _b"></span></span>podmiotom <span class="_ _b"></span>spoza <span class="_ _b"></span>Grupy<span class="_ _1"></span> <span class="_ _b"></span>oraz <span class="_ _1"></span>i<span class="_ _1"></span>nnym <span class="_ _b"></span>niż </div><div class="t m0 xb h14 y255 ff1 fsa fc0 sc0 ls5 ws0">po<span class="ff6 ls0">wiązane kap<span class="_ _1"></span>itałowo, bądź os<span class="_ _1"></span>obowo<span class="ff1"> </span>z<span class="_ _1"></span> Grupą<span class="ff1">. </span></span></div><div class="t m0 xb h15 y256 ff2 fs6 fc0 sc0 ls0 ws0">3.4.3. <span class="_ _21"> </span>Transakcje z podmiot<span class="_ _0"></span>ami <span class="ff3">powiązanymi</span> <span class="ff3">na i<span class="_ _0"></span>nnych warunkach niż<span class="_ _0"></span> rynkowe<span class="ff2"> </span></span></div><div class="t m0 xb h14 y257 ff1 fsa fc0 sc0 ls0 ws0">W <span class="_ _14"></span>roku <span class="_ _13"> </span>obrotowym <span class="_ _13"> </span>202<span class="_ _1"></span>4<span class="ff6">, <span class="_ _14"> </span>j<span class="_ _1"></span>ak <span class="_ _13"> </span>i <span class="_ _14"></span>do <span class="_ _13"> </span>dnia <span class="_ _14"> </span>s<span class="_ _1"></span>porządzenia<span class="_ _1"></span> <span class="_ _14"> </span>niniejs<span class="_ _1"></span>zego <span class="_ _13"> </span>spr<span class="_ _1"></span>awozdania<span class="_ _1"></span>, <span class="_ _14"> </span>nie <span class="_ _13"> </span>były <span class="_ _14"> </span>z<span class="_ _1"></span>awierane </span></div><div class="t m0 xb h14 y258 ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">podmiotami powi<span class="_ _1"></span>ązanymi transakcj<span class="_ _1"></span>e na warunkach i<span class="_ _1"></span>nnych niż rynkowe.<span class="_ _b"></span></span> </div><div class="t m0 xb h15 y259 ff2 fs6 fc0 sc0 ls0 ws0">3.4.4. <span class="_ _21"> </span><span class="ff3">Poręczenia i gwarancje</span> </div><div class="t m0 xb h14 y25a ff1 fsa fc0 sc0 ls0 ws0">W 2<span class="_ _1"></span>024 <span class="_ _1"></span><span class="ff6">r. <span class="_ _1"></span>spółki <span class="_ _1"></span>z</span> <span class="_ _1"></span><span class="ff6">Gru<span class="_ _1"></span>py <span class="_ _1"></span>Kapitałowej <span class="_ _b"></span>nie otrzy<span class="_ _1"></span>mały</span>, <span class="_ _1"></span><span class="ff6">jak <span class="_ _1"></span>równi<span class="_ _1"></span>eż <span class="_ _1"></span>nie <span class="_ _1"></span>udzielały<span class="_ _1"></span></span> <span class="_ _1"></span><span class="ff6">poręczeń <span class="_ _1"></span>oraz <span class="_ _b"></span>gwarancji </span></div><div class="t m0 xb h14 y25b ff6 fsa fc0 sc0 ls0 ws0">za <span class="_"> </span>zobowiązania <span class="_ _2"> </span>podmiotów<span class="_ _1"></span><span class="ff1"> <span class="_"> </span></span>innych <span class="_ _2"> </span>niż <span class="_"> </span>z <span class="_"> </span>Grupy<span class="_ _1"></span><span class="ff1 ls6">. <span class="_"> </span></span>Pon<span class="_ _1"></span>iżej <span class="_"> </span>zamieszcz<span class="_ _1"></span>ono <span class="_"> </span>informacj<span class="_ _1"></span>e <span class="_ _2"> </span><span class="ff1 ls5">nt. <span class="_"> </span><span class="ls0">gwarancj<span class="_ _1"></span>i </span></span></div><div class="t m0 xb h14 y25c ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">poręczeń udzielonyc<span class="_ _1"></span>h przez Jednostkę D<span class="_ _1"></span>ominującą s<span class="_ _1"></span>półkom zależnym. <span class="_ _b"></span></span> </div><div class="t m0 xb h1f y25d ff6 fsa fc0 sc0 ls0 ws0">W <span class="_ _4"></span>dni<span class="_ _1"></span>u <span class="_ _4"></span>7<span class="_ _1"></span> <span class="_ _4"></span>cz<span class="_ _1"></span>erwca <span class="_ _4"></span>20<span class="_ _1"></span>23 <span class="_ _4"></span>r.<span class="_ _1"></span> <span class="_ _4"></span>S<span class="_ _1"></span>półka <span class="_ _0"></span>udzieliła <span class="_ _4"></span>p<span class="_ _1"></span>oręczenia do <span class="_ _4"></span>kwoty <span class="_ _0"></span>50 <span class="_ _4"></span>ty<span class="_ _1"></span>s. <span class="_ _4"></span>z<span class="_ _1"></span>ł <span class="_ _0"></span>za <span class="_ _4"></span>zob<span class="_ _1"></span>owiązania Ene<span class="_ _0"></span>rgy P<span class="_ _0"></span>rime </div><div class="t m0 xb h14 y211 ff6 fsa fc0 sc0 ls0 ws0">Sp. <span class="_ _4"></span>z <span class="_ _4"></span>o.o. <span class="_ _4"></span>na <span class="_ _4"></span>rzecz<span class="_ _1"></span> <span class="_ _4"></span>podmiotu <span class="_ _4"></span>niepowiązan<span class="_ _1"></span>ego <span class="_ _4"></span>kapitałowo <span class="_ _0"></span>i <span class="_ _4"></span>osobowo <span class="_ _4"></span>z <span class="_ _4"></span>Grupą <span class="_ _4"></span>z <span class="_ _4"></span>tyt<span class="_ _1"></span>ułu <span class="_ _4"></span>sprzedaży<span class="_ _1"></span> <span class="_ _4"></span>towarów. <span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h1f y25e ff6 fsa fc0 sc0 ls0 ws0">W <span class="_ _0"></span>dniu 7 <span class="_ _0"></span>czerwca 2023 r. <span class="_ _0"></span>Spółka udzieliła poręczenia <span class="_ _0"></span>do kwoty <span class="_ _0"></span>50 tys. <span class="_ _0"></span>zł za <span class="_ _0"></span>zobowiązani<span class="_ _1"></span>a Wi<span class="_ _0"></span>kana Prim </div><div class="t m0 xb h14 y25f ff6 fsa fc0 sc0 ls0 ws0">Sp. <span class="_ _4"></span>z <span class="_ _4"></span>o.o. <span class="_ _4"></span>na <span class="_ _4"></span>rzecz<span class="_ _1"></span> <span class="_ _4"></span>podmiotu <span class="_ _4"></span>niepowiązan<span class="_ _1"></span>ego <span class="_ _4"></span>kapitałowo <span class="_ _0"></span>i <span class="_ _4"></span>osobowo <span class="_ _4"></span>z <span class="_ _4"></span>Grupą <span class="_ _4"></span>z <span class="_ _4"></span>tyt<span class="_ _1"></span>ułu <span class="_ _4"></span>sprzedaży<span class="_ _1"></span> <span class="_ _4"></span>towarów.<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h15 y260 ff2 fs6 fc0 sc0 ls0 ws0">3.4.5. <span class="_ _21"> </span>Umowy <span class="_ _17"> </span>ubezpi<span class="_ _1"></span>eczenia<span class="lsb">, <span class="_ _17"> </span></span><span class="ff3">ws<span class="_ _1"></span>półpracy <span class="_ _17"> </span>lub <span class="_ _17"> </span>k<span class="_ _1"></span>ooperacji</span>, <span class="_ _d"> </span>umowy <span class="_ _17"> </span>zawarte </div><div class="t m0 x68 h15 y261 ff3 fs6 fc0 sc0 ls0 ws0">pomiędzy<span class="ff2"> akcjonariuszami </span>(wspólnikami) <span class="ff2">i obligatariuszami </span></div><div class="t m0 xb h14 y262 ff1 fsa fc0 sc0 ls0 ws0">Poza <span class="_ _15"> </span>umowami <span class="_ _f"> </span>opisanymi <span class="_ _15"> </span>w <span class="_ _15"> </span>ram<span class="_ _1"></span>ach <span class="_ _15"> </span>niniej<span class="_ _1"></span>szego <span class="_ _f"> </span>sprawozda<span class="_ _1"></span>nia, <span class="_ _15"> </span><span class="ff6">spółki <span class="_ _f"> </span>z <span class="_ _15"> </span>Grupy <span class="_ _f"> </span>Kapitałowej </span></div><div class="t m0 xb h14 y263 ff1 fsa fc0 sc0 ls0 ws0">nie <span class="ff6">zawierały <span class="_ _2"> </span>i<span class="_ _1"></span>nnych <span class="_ _2"> </span>umó<span class="_ _1"></span>w <span class="_ _1c"> </span></span>ubezpieczenia, <span class="_ _1c"> </span><span class="ff6">ws<span class="_ _1"></span>półpracy <span class="_ _1c"> </span>lub <span class="_ _2"> </span>kooperacj<span class="_ _1"></span>i</span>, <span class="_ _1c"> </span>poza <span class="_ _1c"> </span>tym <span class="_ _2"> </span>s<span class="_ _1"></span><span class="ff6">półki <span class="_ _2"> </span>z</span> <span class="_ _1c"> </span>Grupy </div><div class="t m0 xb h14 y264 ff6 fsa fc0 sc0 ls0 ws0">Kapitałowej były s<span class="_ _1"></span>tronami umów typ<span class="_ _1"></span>owych dla prowadz<span class="_ _1"></span>onej działalnośc<span class="_ _1"></span>i. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y265 ff6 fsa fc0 sc0 ls0 ws0">Zarządowi <span class="_ _b"></span>Spółki<span class="ff1"> <span class="_ _b"></span></span>nie <span class="_ _b"></span>są <span class="_ _1"></span>zn<span class="_ _1"></span>ane <span class="_ _b"></span>umowy <span class="_ _b"></span>zawarte <span class="_ _b"></span>pomiędzy <span class="_ _b"></span>akcjonariuszami <span class="_ _b"></span>(ws<span class="_ _1"></span>pólnikami), <span class="_ _b"></span>jak<span class="ff1"> <span class="_ _b"></span></span>również<span class="_ _1"></span> </div><div class="t m0 xb h14 y266 ff6 fsa fc0 sc0 ls0 ws0">pomiędzy <span class="ff1">obligatariusz<span class="_ _1"></span>ami <span class="_ _1"></span></span>Spółki oraz jednost<span class="_ _1"></span>ek zależnych.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h15 y267 ff2 fs6 fc0 sc0 ls0 ws0">3.4.6. <span class="_ _21"> </span>Umowy<span class="lsb">, <span class="_ _1"></span></span>transakcje <span class="_ _1"></span>i zda<span class="_ _1"></span>rzenia <span class="_ _1"></span><span class="ff3">znaczące, <span class="_ _1"></span>które <span class="_ _1"></span>wystąpiły <span class="_ _1"></span>po <span class="_ _1"></span>zakończeniu </span></div><div class="t m0 x68 h15 y268 ff2 fs6 fc0 sc0 ls0 ws0">roku obrotowego </div><div class="t m0 xb h14 y269 ff1 fsa fc0 sc0 ls0 ws0">Po <span class="_ _b"></span><span class="ff6">zakończeniu <span class="_ _b"></span>roku <span class="_ _b"></span>obrot<span class="_ _1"></span>owego <span class="_ _b"></span>202<span class="_ _1"></span></span>4, <span class="_ _b"></span>w <span class="_ _b"></span>dniu <span class="_ _b"></span>6 <span class="_ _b"></span>m<span class="_ _1"></span>arca <span class="_ _b"></span>2025 <span class="_ _b"></span>r. <span class="_ _12"></span>WIKANA <span class="_ _b"></span>COR<span class="_ _1"></span>YLUS <span class="_ _b"></span>Sp. <span class="_ _b"></span>z <span class="_ _b"></span>o.o., <span class="_ _b"></span>jak<span class="_ _1"></span>o </div><div class="t m0 xb h14 y26a ff6 fsa fc0 sc0 ls0 ws0">Sprzedający, <span class="_ _4"></span><span class="ff1">z<span class="_ _1"></span><span class="ff6">awarła <span class="_ _4"></span>z<span class="_ _1"></span><span class="ff1"> <span class="_ _0"></span><span class="ff6">podmiotem <span class="_ _4"></span>niepowi<span class="_ _1"></span>ązanym <span class="_ _4"></span>k<span class="_ _1"></span>apitałowo <span class="_ _4"></span>i<span class="_ _1"></span> <span class="_ _4"></span>osobow<span class="_ _1"></span>o <span class="_ _4"></span>z <span class="_ _4"></span>Gru<span class="_ _1"></span>pą <span class="_ _0"></span>Kapitałową <span class="ff1">WIKANA, </span></span></span></span></span></div><div class="t m0 xb h14 y1c ff6 fsa fc0 sc0 ls0 ws0">jako <span class="_ _13"> </span>Kupujący<span class="_ _1"></span>m,<span class="ff1"> <span class="_ _13"> </span>warunko<span class="_ _1"></span>w</span>ą<span class="ff1"> <span class="_ _13"> </span>u<span class="_ _1"></span>mow</span>ę<span class="ff1"> <span class="_ _13"> </span></span>sprz<span class="_ _1"></span>edaży <span class="_ _11"> </span>nieruchomości <span class="_ _13"> </span>p<span class="_ _1"></span>ołożonej <span class="_ _13"> </span>w<span class="_ _1"></span> <span class="_ _13"> </span>Chełmi<span class="_ _1"></span>e <span class="_ _13"> </span>o <span class="_ _13"> </span>powi<span class="_ _1"></span>erzchni </div><div class="t m0 xb h14 y26b ff1 fsa fc0 sc0 ls5 ws0">2,69<span class="ls0"> <span class="ff6">ha (szcz<span class="_ _1"></span>egóły: raport bieżący nr <span class="_ _1"></span></span><span class="fc5">6/20<span class="_ _1"></span>25</span><span class="lsc">).</span> </span></div><div class="t m0 xb h3 y26c ff2 fs1 fc1 sc0 ls9 ws0">4.<span class="ls0"> <span class="_ _f"> </span>Sytuacja finans<span class="_ _0"></span>owa <span class="ff3">Grupy Kapita<span class="_ _0"></span>łowej <span class="ff2">WIKANA </span></span></span></div><div class="t m0 x12 h15 y26d ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Omówie<span class="_ _1"></span>nie sytuacji finansowej</span> </div><div class="t m0 xb h14 y26e ff1 fsa fc0 sc0 ls1a ws0">Z <span class="_ _1a"> </span><span class="ff6 ls0">uwagi <span class="_ _1a"> </span>na <span class="_ _1a"> </span>holdingowy <span class="_ _1d"> </span>profil <span class="_ _1a"> </span>działalności <span class="_ _1a"> </span>Jedn<span class="_ _1"></span>ostki <span class="_ _1a"> </span>Dominującej<span class="_ _b"></span><span class="ff1">, <span class="_ _1b"> </span></span>wsp<span class="_ _1"></span>ierając<span class="_ _1"></span><span class="ff1">ej <span class="_ _1a"> </span>i <span class="_ _1b"> </span></span>k<span class="_ _1"></span>oordynującej<span class="_ _1"></span> </span></div><div class="t m0 xb h14 y26f ff6 fsa fc0 sc0 ls0 ws0">działalność spółek zależ<span class="_ _1"></span>nych<span class="_ _1"></span><span class="ff1">, </span>analiza wyników fi<span class="_ _1"></span>nansowych<span class="_ _1"></span><span class="ff1">, a tym samym <span class="_ _1"></span>ocena sytuacji <span class="_ _1"></span><span class="lsd">i </span>pers<span class="_ _1"></span>pektyw </span></div><div class="t m0 xb h1f y270 ff6 fsa fc0 sc0 ls0 ws0">powinny <span class="_ _f"> </span>być <span class="_ _f"> </span>doko<span class="_ _1"></span>nywane <span class="_ _f"> </span>w <span class="_ _f"> </span>ujęc<span class="_ _1"></span>iu <span class="_ _f"> </span>skonsolidow<span class="_ _1"></span>anym. <span class="_ _f"> </span>Mając <span class="_ _1e"> </span>powyższe <span class="_ _f"> </span>na <span class="_ _1e"> </span>uwadze <span class="_ _f"> </span>poniżej </div><div class="t m0 xb h14 y271 ff6 fsa fc0 sc0 ls0 ws0">przedstawiono kome<span class="_ _1"></span>ntarz odnoszący<span class="_ _1"></span> się wyłącznie do <span class="_ _1"></span>wy<span class="_ _1"></span>ników oraz sytuacj<span class="_ _1"></span>i Grupy Kapitałow<span class="_ _1"></span>ej<span class="_ _1"></span><span class="ff1">. </span></div></div><span class="d m1" style="border-style:none;position:absolute;left:305.227000px;bottom:277.953000px;width:35.090000px;height:16.220000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></div><div class="pi"></div></div>
<div id="pf11" class="pf w0 h0"><div class="pc pc11 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">17<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h14 y5a ff1 fsa fc0 sc0 ls0 ws0">W <span class="_ _4"></span>2024 <span class="_ _0"></span><span class="ff6">roku <span class="_ _0"></span>Grupa <span class="_ _0"></span>Kapitałowa <span class="_ _0"></span>odnotowała (na<span class="_ _0"></span> <span class="_ _0"></span>poziomie<span class="_ _1"></span> <span class="_ _4"></span>sk<span class="_ _1"></span>onsolidowanym<span class="_ _1"></span><span class="ff1 lsc">) <span class="ls0">52<span class="_ _0"></span> <span class="_ _0"></span>193 <span class="_ _0"></span><span class="ff6">tys. <span class="_ _4"></span>z<span class="_ _1"></span>ł<span class="ff1"> <span class="_ _4"></span><span class="lsa">zysku<span class="ls0"> <span class="_ _0"></span><span class="lsc">(w<span class="ls0"> tym </span></span></span></span></span></span></span></span></span></div><div class="t m0 xb h14 yc4 ff6 fsa fc0 sc0 ls0 ws0">z <span class="_ _b"></span>działalności <span class="_ _b"></span>kontynuowanej <span class="_ _12"></span><span class="ff1">50 <span class="_ _b"></span>633 <span class="_ _b"></span></span>tys. <span class="_ _b"></span>zł, <span class="_ _b"></span>a <span class="_ _1"></span>z <span class="_ _b"></span>dz<span class="_ _1"></span>iałalności <span class="_ _b"></span>zaniechanej <span class="_ _12"></span><span class="ff1">1 <span class="_ _b"></span>560 <span class="_ _b"></span></span>tys. <span class="_ _b"></span>zł)<span class="ff1">, <span class="_ _b"></span>przy <span class="_ _b"></span>157 <span class="_ _b"></span>292 </span></div><div class="t m0 xb h14 yc5 ff1 fsa fc0 sc0 ls0 ws0">tys. <span class="ff6 lsa">zł</span> <span class="_ _19"> </span><span class="ff6">prz<span class="_ _1"></span>ychodów <span class="_ _e"> </span>z <span class="_ _e"> </span>dz<span class="_ _1"></span>iałalności <span class="_ _e"> </span>operac<span class="_ _1"></span>yjnej. <span class="_ _15"> </span></span>W <span class="_ _e"> </span><span class="ls5">20</span>2<span class="_ _1"></span>4 <span class="_ _e"> </span>roku <span class="_ _e"> </span>przychody <span class="_ _15"> </span>Grupy <span class="_ _15"> </span><span class="lsa">z <span class="_ _e"> </span></span><span class="ff6">działalności </span></div><div class="t m0 xb h14 y272 ff6 fsa fc0 sc0 ls0 ws0">deweloperskiej wynios<span class="_ _1"></span>ły<span class="ff1"> 151 96<span class="_ _1"></span>4 tys. </span>zł. Obecnie<span class="_ _1"></span> <span class="ff1">Grupa r<span class="_ _1"></span>ealizuje </span>inwestycj<span class="_ _1"></span>ę: <span class="ff1"> </span></div><div class="t m0 x1c h14 yee ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">„Niecała 7” przy ul. N<span class="_ _1"></span>iecałej w Lublinie,<span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 yef ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">„Nowe Bronowice” przy<span class="_ _1"></span> ul. Wrońskiej w <span class="_ _1"></span>Lublinie, <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y1a7 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">„Klonowy Park” prz<span class="_ _1"></span>y ul. Cisowej w Świ<span class="_ _1"></span>dniku, <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y273 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">„Factory Park” prz<span class="_ _1"></span>y ul. Fabrycz<span class="_ _1"></span>nej w Zamościu, <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y274 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">„Delia Park” przy<span class="_ _1"></span> ul. Bohaterów Monte <span class="_ _1"></span>Cass<span class="_ _1"></span>ino w Zamościu<span class="ff1 ls6">, <span class="_ _1"></span><span class="ls0"> </span></span></span></span></div><div class="t m0 x1c h14 y275 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">„Leśne Zacisze” <span class="ff1">prz<span class="_ _1"></span>y ul. Ordynackiej <span class="_ _1"></span>w Tomaszowi<span class="_ _1"></span>e Lubelskim<span class="_ _1"></span>. </span></span></span></div><div class="t m0 xb h14 y276 ff1 fsa fc0 sc0 ls18 ws0">W <span class="_ _16"> </span><span class="ff6 ls0">przy<span class="_ _1"></span>szłych <span class="_ _1f"> </span>okresach <span class="_ _16"> </span>prz<span class="_ _1"></span>ewidywane <span class="_ _16"> </span>jest <span class="_ _1f"> </span>realizowan<span class="_ _1"></span>ie <span class="_ _16"> </span>kolejnyc<span class="_ _1"></span>h <span class="_ _1f"> </span>eta<span class="_ _1"></span>pów <span class="_ _16"> </span>ww. <span class="_ _1f"> </span>projektów </span></div><div class="t m0 xb h14 y277 ff1 fsa fc0 sc0 ls0 ws0">deweloperskich<span class="ff6">. <span class="_ _2"> </span>W <span class="_"> </span>przygotowaniu <span class="_"> </span>znajdują <span class="_"> </span>s<span class="_ _1"></span>ię <span class="_"> </span>także <span class="_"> </span>kolej<span class="_ _1"></span>ne <span class="_"> </span>projekty, <span class="_"> </span>w <span class="_"> </span>tym<span class="_ _1"></span> <span class="_"> </span>przy <span class="_"> </span>ul.<span class="_ _b"></span></span> <span class="_"> </span>Kopernika </div><div class="t m0 xb h14 y278 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">Tarnobrzegu <span class="_ _f"> </span>oraz <span class="_ _f"> </span>na <span class="_ _15"> </span>posiadanyc<span class="_ _1"></span>h <span class="_ _15"> </span>prz<span class="_ _1"></span>ez <span class="_ _f"> </span>Spółkę <span class="_ _f"> </span></span>nowych <span class="_ _f"> </span><span class="ff6">nieruchomościach <span class="_ _f"> </span>inwestycyjny<span class="_ _1"></span>ch</span> </div><div class="t m0 xb h14 y279 ff1 fsa fc0 sc0 ls10 ws0">w:<span class="ls0"> Lublinie, Radomi<span class="_ _1"></span>u, <span class="ff6">Skarż<span class="_ _1"></span>ysku</span>-Kamiennej, S<span class="_ _1"></span>andomierz<span class="_ _1"></span>u i Tarnowie.<span class="_ _1"></span> </span></div><div class="t m0 xb h14 y27a ff1 fsa fc0 sc0 ls0 ws0">Do <span class="_ _13"></span>momentu <span class="_ _13"> </span>prz<span class="_ _1"></span>ekazania <span class="_ _13"> </span>lokali <span class="_ _13"> </span>mieszk<span class="_ _1"></span>alnych <span class="_ _13"></span>aktami <span class="_ _13"> </span>notaria<span class="_ _1"></span>lnymi<span class="_ _1"></span> <span class="_ _13"> </span><span class="ff6">kosz<span class="_ _1"></span>ty <span class="_ _13"> </span>budowy <span class="_ _13"> </span>akumul<span class="_ _1"></span>owane <span class="_ _13"> </span>są </span></div><div class="t m0 xb h14 y27b ff1 fsa fc0 sc0 ls0 ws0">i wykazywane <span class="_ _b"></span><span class="ff6">w <span class="_ _1"></span>s<span class="_ _1"></span>prawozdani<span class="_ _1"></span>ach <span class="_ _1"></span>f<span class="_ _1"></span>inansowych <span class="_ _b"></span>jako <span class="_ _1"></span>z<span class="_ _1"></span>apasy, <span class="_ _b"></span>przychody <span class="_ _1"></span>z<span class="_ _1"></span>aś <span class="_ _1"></span>j<span class="_ _1"></span>ako <span class="_ _b"></span>przychody <span class="_ _b"></span>przyszłych </span></div><div class="t m0 xb h14 y27c ff6 fsa fc0 sc0 ls0 ws0">okresów. <span class="ff1"> </span></div><div class="t m0 xb h14 y27d ff1 fsa fc0 sc0 ls18 ws0">W <span class="ls0">2024 <span class="ff6">roku Gr<span class="_ _1"></span>upa osiągnęła z se<span class="_ _1"></span>gmentu <span class="_ _1"></span></span>najem pow<span class="_ _1"></span>ierzchni przyc<span class="_ _1"></span>hody w <span class="ff6">wysok<span class="_ _1"></span>ości </span>5 328 <span class="ff6">ty<span class="_ _1"></span>s. zł. </span> </span></div><div class="t m0 xb h14 y27e ff1 fsa fc0 sc0 ls0 ws0">W 2024 <span class="ff6">roku Grupa os<span class="_ _1"></span>iągnęła z segmentu <span class="_ _1"></span>energii odn<span class="_ _1"></span>awialnej przy<span class="_ _1"></span>chody w <span class="_ _1"></span>wysok<span class="_ _1"></span>ości </span>2 622 tys. <span class="ff6">z<span class="_ _1"></span>ł. </span> </div><div class="t m0 xb h1f y27f ff6 fsa fc0 sc0 ls0 ws0">W <span class="_ _1"></span>ocen<span class="_ _1"></span>ie <span class="_ _1"></span>Z<span class="_ _1"></span>arządu <span class="_ _b"></span>Spółki <span class="_ _1"></span>w <span class="_ _b"></span>prezentowanym <span class="_ _b"></span>okresie <span class="_ _b"></span>nie wy<span class="_ _1"></span>stąpiły <span class="_ _b"></span>żadne <span class="_ _1"></span>ni<span class="_ _1"></span>etypowe <span class="_ _b"></span>zdarzenia <span class="_ _1"></span>maj<span class="_ _1"></span>ące </div><div class="t m0 xb h1f y280 ff6 fsa fc0 sc0 ls0 ws0">wpływ <span class="_ _0"></span>na <span class="_ _0"></span>roczne <span class="_ _0"></span>skonsolidowane sprawozdanie <span class="_ _0"></span>finansowe Grupy Kapitałowej <span class="_ _0"></span>oraz roczne <span class="_ _4"></span>jednostk<span class="_ _1"></span>owe </div><div class="t m0 xb h14 y281 ff6 fsa fc0 sc0 ls0 ws0">sprawozdanie finansow<span class="_ _1"></span>e Spółki.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h1f y282 ff6 fsa fc0 sc0 ls0 ws0">Zarząd Jednostki Dominują<span class="_ _1"></span>cej dokonał oceny przewidywanej sytuacji płynnościowej Grupy Kapitałowej </div><div class="t m0 xb h14 y283 ff6 fsa fc0 sc0 ls0 ws0">w <span class="_ _15"> </span>okresie <span class="_ _f"> </span>12 <span class="_ _15"> </span>miesi<span class="_ _1"></span>ęcy <span class="_ _15"> </span>od <span class="_ _15"> </span>d<span class="_ _1"></span>nia <span class="_ _15"> </span>sporzą<span class="_ _1"></span>dzenia <span class="_ _15"> </span>s<span class="_ _1"></span>konsolidow<span class="_ _b"></span><span class="ff1">anego <span class="_ _15"> </span>sprawoz<span class="_ _1"></span>dania <span class="_ _15"> </span>f<span class="_ _1"></span>inansowego. </span></div><div class="t m0 xb h1f y284 ff6 fsa fc0 sc0 ls0 ws0">Podstawowym <span class="_"> </span>celem <span class="_"> </span>analizy <span class="_ _10"> </span>było <span class="_"> </span>określenie <span class="_"> </span>źródeł <span class="_"> </span>spłaty <span class="_ _10"> </span>zobow<span class="_ _1"></span>iązań <span class="_"> </span>krótkoterminowych <span class="_"> </span>Grupy, </div><div class="t m0 xb h1f y285 ff6 fsa fc0 sc0 ls0 ws0">wynikających <span class="_ _b"></span>m. <span class="_ _1"></span>in. <span class="_ _b"></span>z <span class="_ _1"></span>tytułu<span class="_ _1"></span> <span class="_ _1"></span>z<span class="_ _1"></span>aciągniętych <span class="_ _b"></span>kredytów <span class="_ _1"></span>or<span class="_ _1"></span>az <span class="_ _b"></span>zobowiązań <span class="_ _1"></span>han<span class="_ _1"></span>dlowych <span class="_ _b"></span>(w <span class="_ _1"></span>tym <span class="_ _b"></span>zobowiązań </div><div class="t m0 xb h14 y286 ff1 fsa fc0 sc0 ls0 ws0">przeterminowanych). <span class="_ _1"></span> </div><div class="t m0 xb h14 y287 ff6 fsa fc0 sc0 ls0 ws0">Na <span class="_"> </span>dzień <span class="_ _10"> </span>31.<span class="_ _1"></span>12.202<span class="_ _1"></span><span class="ff1">4 <span class="_"> </span></span>r. <span class="_ _10"> </span>łą<span class="_ _1"></span>czna <span class="_"> </span>kwota <span class="_"> </span>zobowiązań <span class="_"> </span>Grupy <span class="_"> </span>przypadając<span class="_ _1"></span>ych <span class="_"> </span>do <span class="_"> </span>spłaty <span class="_ _10"> </span>w <span class="_"> </span>202<span class="_ _1"></span><span class="ff1">5 <span class="_"> </span>roku </span></div><div class="t m0 xb h14 y288 ff1 fsa fc0 sc0 ls0 ws0">(tj. <span class="ff6">zobowiązań <span class="_ _14"> </span>kr<span class="_ _1"></span>ótk</span>otermi<span class="_ _1"></span>nowych) <span class="_ _14"></span>z <span class="_ _13"></span><span class="ff6">wyłączeniem <span class="_ _14"> </span>r<span class="_ _1"></span>ezerw <span class="_ _13"> </span></span>wynosi <span class="_ _14"></span>47 <span class="_ _13"></span>091 <span class="_ _14"></span><span class="ff6">tys. <span class="_ _13"> </span>zł. <span class="_ _14"></span>Składają</span> <span class="_ _13"></span><span class="ff6">się <span class="_ _14"></span>na <span class="_ _14"> </span>tę<span class="_ _1"></span> </span></div><div class="t m0 xb h1f y289 ff6 fsa fc0 sc0 ls0 ws0">pozycję <span class="_ _1"></span>prz<span class="_ _1"></span>ede <span class="_ _1"></span>wsz<span class="_ _1"></span>ystkim <span class="_ _b"></span>zobowiązania <span class="_ _1"></span>z <span class="_ _b"></span>tytułu <span class="_ _b"></span>zaciągniętych <span class="_ _1"></span>kredytów<span class="_ _1"></span> <span class="_ _1"></span>i <span class="_ _b"></span>obligac<span class="_ _1"></span>ji <span class="_ _1"></span>oraz <span class="_ _1"></span>z<span class="_ _1"></span>obowiązania </div><div class="t m0 xb h1f y28a ff6 fsa fc0 sc0 ls0 ws0">handlowe, <span class="_ _10"> </span>a <span class="_ _11"> </span>także <span class="_ _10"> </span>prz<span class="_ _1"></span>ychody <span class="_ _11"> </span>prz<span class="_ _1"></span>yszłych <span class="_ _10"> </span>okresów <span class="_ _10"> </span>(poziom <span class="_ _11"> </span>prz<span class="_ _1"></span>ychodów <span class="_ _10"> </span>przysz<span class="_ _1"></span>łych <span class="_ _11"> </span>okresów <span class="_"> </span>równy<span class="_ _1"></span> </div><div class="t m0 xb h14 y28b ff1 fsa fc0 sc0 ls5 ws0">33<span class="ls0"> 191 <span class="_ _1b"> </span><span class="ff6">ty<span class="_ _1"></span>s. <span class="_ _1b"> </span>zł <span class="_ _1a"> </span>odpowi<span class="_ _1"></span>ada <span class="_ _1b"> </span>w <span class="_ _1a"> </span>przeważającej<span class="_ _1"></span> <span class="_ _1b"> </span>cz<span class="_ _1"></span>ęści <span class="_ _1b"> </span>kwoc<span class="_ _1"></span>ie <span class="_ _1b"> </span>wpł<span class="_ _1"></span>aconych <span class="_ _1b"> </span>prz<span class="_ _1"></span>ez <span class="_ _1a"> </span>klientów <span class="_ _1b"> </span>środk<span class="_ _1"></span>ów </span></span></div><div class="t m0 xb h14 y28c ff1 fsa fc0 sc0 ls0 ws0">finansowych <span class="_ _10"> </span><span class="ff6">na <span class="_ _10"> </span>po<span class="_ _1"></span>dstawie <span class="_ _10"> </span>umów <span class="_ _10"> </span>k<span class="_ _1"></span>upna <span class="_ _10"> </span>m<span class="_ _1"></span>ieszkań <span class="_ _10"> </span>w <span class="_ _10"> </span>realizowa<span class="_ _1"></span>nych <span class="_"> </span></span><span class="lsd">i <span class="_ _11"> </span></span><span class="ff6">ni<span class="_ _1"></span>ezakończonyc<span class="_ _1"></span>h <span class="_ _11"> </span>proj<span class="_ _1"></span>ektach </span></div><div class="t m0 xb h1f y28d ff6 fsa fc0 sc0 ls0 ws0">deweloperskich <span class="_ _1d"> </span>oraz<span class="_ _1"></span> <span class="_ _1d"> </span>dotac<span class="_ _1"></span>ją <span class="_ _1d"> </span>do <span class="_ _1d"> </span>rozliczenia).<span class="_ _1"></span> <span class="_ _1d"> </span>W <span class="_ _1d"> </span>ramach <span class="_ _1d"> </span>kw<span class="_ _1"></span>oty <span class="_ _1d"> </span>zobowiąza<span class="_ _1"></span>ń <span class="_ _1d"> </span>krótk<span class="_ _1"></span>oterminowych </div><div class="t m0 xb h14 y28e ff6 fsa fc0 sc0 ls0 ws0">wynoszącej <span class="_ _b"></span><span class="ff1">49 <span class="_ _b"></span>194 <span class="_ _b"></span>tys. <span class="_ _b"></span></span>zł, <span class="_ _b"></span>w<span class="ff1"> <span class="_ _1"></span>p</span>rakty<span class="_ _1"></span>ce <span class="_ _b"></span>spłacie <span class="_ _1"></span>pod<span class="_ _1"></span>legać <span class="_ _b"></span>będzie <span class="_ _b"></span><span class="ff1">kwota <span class="_ _b"></span>13 <span class="_ _b"></span>900 <span class="_ _b"></span></span>tys. <span class="_ _b"></span>zł<span class="ff1">, <span class="_ _1"></span>tj<span class="_ _1"></span>. <span class="_ _b"></span>pomniejszona </span></div><div class="t m0 xb h14 y28f ff1 fsa fc0 sc0 ls0 ws0">o <span class="ff6">kwotę <span class="_ _1b"> </span>rezerw <span class="_ _1a"> </span>oraz <span class="_ _1a"> </span>przychodów <span class="_ _1a"> </span>przyszłyc<span class="_ _1"></span>h <span class="_ _1b"> </span>okresów, <span class="_ _1a"> </span>które <span class="_ _1b"> </span>zgodnie <span class="_ _1a"> </span>z <span class="_ _1b"> </span>met<span class="_ _1"></span>odologią <span class="_ _1b"> </span>rozl<span class="_ _1"></span>iczania </span></div><div class="t m0 xb h14 y236 ff1 fsa fc0 sc0 ls0 ws0">proj<span class="ff6">ektów <span class="_ _10"> </span>dewe<span class="_ _1"></span>loperskich <span class="_ _10"> </span>(z<span class="_ _1"></span>godnie <span class="_ _11"> </span>z<span class="_ _1"></span></span> <span class="_"> </span><span class="ff6">MSSF <span class="_ _11"> </span>15)<span class="_ _1"></span> <span class="_ _10"> </span>zostaną <span class="_ _10"> </span>ujaw<span class="_ _1"></span>nione <span class="_ _10"> </span>w <span class="_"> </span>przychodach <span class="_ _10"> </span>ze<span class="_ _1"></span> <span class="_ _11"> </span>s<span class="_ _1"></span>przedaży<span class="_ _1"></span></span> </div><div class="t m0 xb h14 y290 ff6 fsa fc0 sc0 ls0 ws0">mieszkań <span class="_ _10"> </span>po<span class="ff1"> </span>przekaz<span class="_ _1"></span>aniu <span class="_ _11"> </span>i<span class="_ _1"></span>ch <span class="_ _10"> </span>klientom. <span class="_ _10"> </span>Ewentua<span class="_ _1"></span>lna <span class="_ _10"> </span>spłata <span class="_ _11"> </span>tyc<span class="_ _1"></span>h <span class="_ _11"> </span>z<span class="_ _1"></span>obowiązań <span class="_ _10"> </span>(pr<span class="_ _1"></span>zychody <span class="_ _10"> </span>przyszłyc<span class="_ _1"></span>h </div><div class="t m0 xb h14 y291 ff6 fsa fc0 sc0 ls0 ws0">okresów) <span class="_ _4"></span>wo<span class="_ _1"></span>bec <span class="_ _4"></span>nabywców<span class="_ _1"></span> <span class="_ _4"></span>miesz<span class="_ _1"></span>kań <span class="_ _4"></span>byłaby<span class="_ _1"></span> <span class="_ _4"></span>koni<span class="_ _1"></span><span class="ff1">eczn<span class="_ _1"></span>a <span class="_ _4"></span>w<span class="_ _1"></span> <span class="_ _4"></span><span class="ff6">sytuacji <span class="_ _0"></span>niewywiązania <span class="_ _0"></span>się <span class="_ _4"></span>z <span class="_ _4"></span>z<span class="_ _1"></span>awartych <span class="_ _0"></span>umów </span></span></div><div class="t m0 xb h1f y197 ff6 fsa fc0 sc0 ls0 ws0">sprzedaży <span class="_ _19"> </span>mieszkań <span class="_ _19"> </span>np.<span class="_ _1"></span> <span class="_ _19"> </span>poprzez <span class="_ _19"> </span>przerwanie <span class="_ _19"> </span>lub<span class="_ _1"></span> <span class="_ _19"> </span>drastycz<span class="_ _1"></span>ne <span class="_ _1d"> </span>prz<span class="_ _1"></span>e<span class="_ _1"></span>kroc<span class="_ _1"></span>zenie <span class="_ _1d"> </span>termi<span class="_ _1"></span>nów <span class="_ _1d"> </span>b<span class="_ _1"></span>udowy, </div><div class="t m0 xb h14 y292 ff1 fsa fc0 sc0 lsa ws0">co<span class="ls0"> w <span class="ff6">opinii Zarządu Spółki <span class="_ _1"></span>należy wykluczy<span class="_ _1"></span>ć.</span> </span></div><div class="t m0 xb h14 y293 ff1 fsa fc0 sc0 ls0 ws0"> <span class="_ _18"> </span> </div></div></div><div class="pi"></div></div>
<div id="pf12" class="pf w0 h0"><div class="pc pc12 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">18<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h14 y91 ff1 fsa fc0 sc0 ls0 ws0">W <span class="_ _f"> </span>wyniku <span class="_ _f"> </span>doko<span class="_ _1"></span>nanej <span class="_ _f"> </span>analizy <span class="_ _1e"> </span>Z<span class="ff6">arząd <span class="_ _1e"> </span>określił <span class="_ _f"> </span>następując<span class="_ _1"></span>e <span class="_ _f"> </span>główne <span class="_ _f"> </span>źr<span class="_ _1"></span>ódła <span class="_ _f"> </span>spłaty <span class="_ _f"> </span>zob<span class="_ _1"></span>owiązań </span></div><div class="t m0 xb h14 yc4 ff6 fsa fc0 sc0 ls0 ws0">krótkoterminowych: <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 yec ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">w<span class="ff6">pływy <span class="_ _f"> </span>z <span class="_ _f"> </span>nowych <span class="_ _f"> </span>umów<span class="_ _1"></span> <span class="_ _f"> </span>sprzedaży <span class="_ _1e"> </span></span>lokali <span class="_ _f"> </span>mieszkalnych<span class="_ _1"></span><span class="ff6">, <span class="_ _f"> </span>miejsc <span class="_ _f"> </span>garażow<span class="_ _1"></span>ych, <span class="_ _f"> </span>komórek </span></span></span></div><div class="t m0 xf h14 yed ff1 fsa fc0 sc0 ls0 ws0">lokatorskich <span class="lsd">i </span>lokal<span class="ff6">i usługowyc<span class="_ _1"></span>h będących ob<span class="_ _0"></span>ecnie w <span class="ff1">oferc<span class="_ _1"></span>ie lub <span class="_ _0"></span>wprowadzo<span class="_ _1"></span>nych do oferty Grupy </span></span></div><div class="t m0 xf h14 yee ff6 fsa fc0 sc0 ls0 ws0">Kapitałowej w<span class="ff1"> <span class="ls5">20<span class="_ _1"></span></span>25 roku,<span class="_ _1"></span> </span></div><div class="t m0 x1c h14 yef ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">w<span class="ff6">pływy <span class="_ _10"> </span>wyn<span class="_ _1"></span>ikające <span class="_ _10"> </span>z<span class="_ _1"></span> <span class="_ _10"> </span>płat<span class="_ _1"></span>ności <span class="_ _10"> </span>z <span class="_"> </span>umów <span class="_ _10"> </span>sprz<span class="_ _1"></span>edaży <span class="_"> </span></span>lokali <span class="_"> </span>mieszkalnych<span class="ff6">, <span class="_"> </span>miejsc <span class="_ _10"> </span>garażowy<span class="_ _1"></span>ch, </span></span></span></div><div class="t m0 xf h14 yf0 ff6 fsa fc0 sc0 ls0 ws0">komórek <span class="_ _b"></span>lokat<span class="_ _1"></span>orskich <span class="_ _b"></span>i <span class="_ _12"></span>lokali <span class="_ _b"></span>usługowy<span class="_ _1"></span>ch <span class="_ _b"></span>w<span class="_ _1"></span><span class="ff1"> <span class="_ _12"></span>obecnie <span class="_ _b"></span>pr<span class="_ _1"></span>owadzonych <span class="_ _12"></span>projektach <span class="_ _12"></span>deweloper<span class="_ _1"></span>skich,<span class="_ _1"></span> </span></div><div class="t m0 xf h14 y294 ff1 fsa fc0 sc0 ls0 ws0">zawartych <span class="_ _b"></span>przed <span class="_ _b"></span>3<span class="_ _1"></span>1.12.202<span class="_ _1"></span>4 <span class="_ _b"></span>roku <span class="_ _b"></span><span class="ff6">–</span> <span class="_ _b"></span><span class="ff6">dokony<span class="_ _1"></span>wanych <span class="_ _b"></span>pr<span class="_ _1"></span>zez <span class="_ _b"></span>klientów <span class="_ _b"></span>zgodn<span class="_ _1"></span>ie <span class="_ _b"></span>z</span> <span class="_ _b"></span>h<span class="_ _1"></span>armonogramam<span class="_ _1"></span>i </div><div class="t m0 xf h14 y295 ff1 fsa fc0 sc0 ls0 ws0">zawartymi w ww. <span class="_ _1"></span>umowach, <span class="_ _1"></span> </div><div class="t m0 x1c h14 y296 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">w<span class="ff6">pływy z wynajmu pow<span class="_ _1"></span>ierzchni w <span class="_ _1"></span>posiadanych obiekta<span class="_ _1"></span>ch komercyj<span class="_ _1"></span>nych,<span class="_ _1"></span></span> </span></span></div><div class="t m0 x1c h14 yf4 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">p<span class="ff6">rocesu <span class="_ _13"> </span>dezinwestyc<span class="_ _1"></span>ji <span class="_ _13"> </span>obejmującego <span class="_ _13"> </span>z<span class="_ _1"></span>bycie <span class="_ _13"> </span>wybrany<span class="_ _1"></span>ch <span class="_ _13"> </span>akty<span class="_ _1"></span>wów, <span class="_ _13"> </span>w <span class="_ _13"> </span>ramach <span class="_ _13"> </span>pr<span class="_ _1"></span>zyj<span class="_ _1"></span>ętego <span class="_ _13"> </span>przez </span></span></span></div><div class="t m0 xf h1f y297 ff6 fsa fc0 sc0 ls0 ws0">Zarząd <span class="_ _14"></span>Spółki <span class="_ _14"></span>planu <span class="_ _12"></span>o<span class="_ _1"></span>ptymalizacji <span class="_ _14"></span>struktury<span class="_ _1"></span> <span class="_ _12"></span>ak<span class="_ _1"></span>tywów <span class="_ _14"></span>poprzez <span class="_ _14"></span>sprzedaż <span class="_ _14"> </span>wybrany<span class="_ _1"></span>ch <span class="_ _14"></span>składników </div><div class="t m0 xf h1f y298 ff6 fsa fc0 sc0 ls0 ws0">majątku <span class="_ _13"> </span>trwałego <span class="_ _13"> </span>(np. <span class="_ _13"> </span>istni<span class="_ _1"></span>ejących <span class="_ _13"> </span>nieruchomoś<span class="_ _1"></span>ci <span class="_ _13"> </span>niedewelopersk<span class="_ _1"></span>ich <span class="_ _13"> </span>lub <span class="_ _13"> </span>niektóryc<span class="_ _b"></span>h <span class="_ _13"> </span>projektów </div><div class="t m0 xf h14 y299 ff1 fsa fc0 sc0 ls0 ws0">niemieszkaniowych).<span class="_ _1"></span> </div><div class="t m0 xb h1f y29a ff6 fsa fc0 sc0 ls0 ws0">Ponadto <span class="_ _0"></span>Zarząd S<span class="_ _0"></span>półki analizuje <span class="_ _0"></span>szereg <span class="_ _0"></span>rozwiązań ma<span class="_ _0"></span>jącyc<span class="_ _1"></span>h <span class="_ _0"></span>na <span class="_ _4"></span>c<span class="_ _1"></span>elu <span class="_ _4"></span>pozy<span class="_ _1"></span>skanie dodatkowych <span class="_ _4"></span>śr<span class="_ _1"></span>odków </div><div class="t m0 xb h1f y29b ff6 fsa fc0 sc0 ls0 ws0">finansowych <span class="_ _b"></span>gwarantujących <span class="_ _b"></span>poziom <span class="_ _b"></span>płynności <span class="_ _1"></span>Grupy <span class="_ _b"></span>Kapitałowej<span class="_ _1"></span> <span class="_ _1"></span>wspi<span class="_ _1"></span>erających <span class="_ _b"></span>obsługę <span class="_ _1"></span>zo<span class="_ _1"></span>bowiązań </div><div class="t m0 xb h14 y29c ff1 fsa fc0 sc0 ls0 ws0">finansowych i handlowy<span class="_ _1"></span>ch. <span class="_ _1"></span> </div><div class="t m0 xb h14 y29d ff1 fsa fc0 sc0 ls0 ws0">Zdaniem <span class="_ _11"> </span>Z<span class="ff6">arz<span class="_ _1"></span>ądu</span> <span class="_ _11"> </span><span class="ff6">nie <span class="_ _11"> </span>ma <span class="_ _10"> </span>istotnego <span class="_ _11"> </span>zagrożen<span class="_ _1"></span>ia <span class="_ _11"> </span>działalnoś<span class="_ _1"></span>ci<span class="_ _1"></span></span> <span class="_ _11"> </span><span class="ff6">Grupy <span class="_ _11"> </span>w <span class="_ _10"> </span>okresie <span class="_ _11"> </span>12 <span class="_ _11"> </span>m<span class="_ _1"></span>iesięcy <span class="_ _11"> </span>od <span class="_ _10"> </span></span>dni<span class="_ _1"></span>a </div><div class="t m0 xb h14 y29e ff6 fsa fc0 sc0 ls0 ws0">sporządzenia <span class="_ _1"></span>niniejsz<span class="_ _1"></span>ego sprawoz<span class="_ _1"></span>dania. <span class="_ _1"></span>Zarz<span class="_ _1"></span>ąd <span class="_ _1"></span>jest <span class="_ _1"></span>prz<span class="_ _1"></span>ekonany, że <span class="_ _1"></span>będz<span class="_ _1"></span>ie w<span class="_ _1"></span><span class="ff1"> <span class="_ _1"></span></span>stanie <span class="_ _1"></span>zapewn<span class="_ _1"></span>ić G<span class="_ _1"></span>rupie </div><div class="t m0 xb h14 yab ff1 fsa fc0 sc0 ls0 ws0">odpowiednie <span class="_ _1"></span><span class="ff6">ś<span class="_ _1"></span>rodki <span class="_ _1"></span>finanso<span class="_ _1"></span>we <span class="_ _1"></span>do <span class="_ _1"></span>obsłu<span class="_ _1"></span>gi <span class="_ _1"></span>zobowiązań <span class="_ _b"></span>finansowych <span class="_ _1"></span>i <span class="_ _1"></span>hand<span class="_ _1"></span>lowych <span class="_ _1"></span>oraz<span class="_ _1"></span> <span class="_ _1"></span>niezakłóconego<span class="_ _1"></span> </span></div><div class="t m0 xb h14 y29f ff6 fsa fc0 sc0 ls0 ws0">prowadzenia działaln<span class="_ _1"></span>ości, w tym rea<span class="_ _1"></span>lizacji projektów d<span class="_ _1"></span>eweloperskich.<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y2a0 ff6 fsa fc0 sc0 ls0 ws0">Grupa <span class="_ _11"> </span>finansuje <span class="_ _10"> </span>swoje <span class="_ _10"> </span>pla<span class="_ _1"></span>ny <span class="_ _11"> </span>inwestycy<span class="_ _1"></span>jne <span class="_ _11"> </span>główn<span class="_ _1"></span>ie <span class="_ _11"> </span>ze <span class="_ _10"> </span>środków <span class="_ _10"> </span>własnych, <span class="_ _10"> </span>a <span class="_ _11"> </span>tak<span class="_ _1"></span>że <span class="_"> </span><span class="ff1">z <span class="_ _11"> </span>obligacji <span class="_ _10"> </span>oraz </span></div><div class="t m0 xb h14 y2a1 ff6 fsa fc0 sc0 ls0 ws0">zaliczek <span class="_ _b"></span>wpłac<span class="_ _1"></span>anych <span class="_ _b"></span>prz<span class="_ _1"></span>ez <span class="_ _b"></span>klientów. <span class="_ _12"></span>W<span class="ff1"> <span class="_ _b"></span></span>z<span class="_ _1"></span>ależności<span class="ff1"> <span class="_ _12"></span></span>od <span class="_ _b"></span>z<span class="_ _1"></span>amierzeń <span class="_ _b"></span>inwestyc<span class="_ _1"></span>yjnych <span class="_ _12"></span>aranżuje <span class="_ _b"></span>adekwat<span class="_ _1"></span>ne </div><div class="t m0 xb h14 y2a2 ff6 fsa fc0 sc0 ls0 ws0">źródła finansowania. Gr<span class="_ _1"></span>upa ma pełną <span class="_ _1"></span>możliwość realiz<span class="_ _1"></span>acji zamierzeń inwes<span class="_ _1"></span>tycyjnyc<span class="_ _1"></span>h. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y2a3 ff6 fsa fc0 sc0 ls0 ws0">Zarządu <span class="_ _0"></span>Spółki <span class="ff1">pozytywnie <span class="_ _4"></span>oc<span class="_ _1"></span>enia <span class="_ _0"></span>sytuacj<span class="_ _1"></span><span class="ff6">ę</span> <span class="_ _0"></span>finansow<span class="ff6">ą</span> <span class="ff6">S<span class="_ _0"></span>półki <span class="_ _0"></span>oraz Grupy <span class="_ _4"></span>Kapitał<span class="_ _1"></span>owej w <span class="_ _4"></span>prezentowanym<span class="_ _1"></span> </span></span></div><div class="t m0 xb h14 y159 ff1 fsa fc0 sc0 ls0 ws0">okresie.  </div><div class="t m0 xb h14 y2a4 ff1 fsa fc0 sc0 ls0 ws0">Wybrane skonsolidowan<span class="_ _1"></span>e dane finansowe<span class="_ _1"></span>:<span class="_ _1"></span> </div></div><div class="c xb y2a5 w37 h2f"><div class="t m0 x3b h42 y179 fff fse fc0 sc0 ls0 ws0">w tysiącach złotych<span class="ff10"> </span></div></div><div class="c x72 y2a5 w38 h2f"><div class="t m0 x3b h22 y21d ff2 fse fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x37 y2a5 w39 h2f"><div class="t m0 x3b h22 y1b3 ff2 fse fc0 sc0 ls0 ws0">struktura %  </div><div class="t m0 x65 h22 y21d ff2 fse fc0 sc0 ls13 ws0">202<span class="ls0">4 </span></div></div><div class="c x81 y2a5 w38 h2f"><div class="t m0 x3b h22 y21d ff2 fse fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x82 y2a5 w39 h2f"><div class="t m0 x3b h22 y1b3 ff2 fse fc0 sc0 ls0 ws0">struktura %  </div><div class="t m0 x65 h22 y21d ff2 fse fc0 sc0 ls13 ws0">202<span class="ls0">3 </span></div></div><div class="c x83 y2a5 w3a h2f"><div class="t m0 x3b h22 y21d ff2 fse fc0 sc0 ls0 ws0">zmiana </div></div><div class="c xb y2a6 w37 h23"><div class="t m0 x3b h22 y177 ff3 fse fc0 sc0 ls0 ws0">Aktywa trwałe, w tym:<span class="ff2"> </span></div></div><div class="c x72 y2a6 w38 h23"><div class="t m0 x7d h22 y177 ff2 fse fc0 sc0 ls0 ws0">47 856 </div></div><div class="c x37 y2a6 w39 h23"><div class="t m0 x45 h22 y177 ff2 fse fc0 sc0 ls13 ws0">21%<span class="ls0"> </span></div></div><div class="c x81 y2a6 w38 h23"><div class="t m0 x7d h22 y177 ff2 fse fc0 sc0 ls0 ws0">49 562 </div></div><div class="c x82 y2a6 w39 h23"><div class="t m0 x45 h22 y177 ff2 fse fc0 sc0 ls13 ws0">18%<span class="ls0"> </span></div></div><div class="c x83 y2a6 w3a h23"><div class="t m0 x62 h22 y177 ff2 fse fc0 sc0 ls0 ws0">(<span class="ls13">3%</span>) </div></div><div class="c xb y2a7 w37 h23"><div class="t m0 x3b h26 y177 ff6 fse fc0 sc0 ls0 ws0">Nieruchomości inwestycyjne<span class="ff1"> </span></div></div><div class="c x72 y2a7 w38 h23"><div class="t m0 x7d h26 y177 ff1 fse fc0 sc0 ls0 ws0">44 542 </div></div><div class="c x37 y2a7 w39 h23"><div class="t m0 x45 h26 y177 ff1 fse fc0 sc0 ls13 ws0">19%<span class="ls0"> </span></div></div><div class="c x81 y2a7 w38 h23"><div class="t m0 x7d h26 y177 ff1 fse fc0 sc0 ls0 ws0">44 628 </div></div><div class="c x82 y2a7 w39 h23"><div class="t m0 x45 h26 y177 ff1 fse fc0 sc0 ls13 ws0">16%<span class="ls0"> </span></div></div><div class="c x83 y2a7 w3a h23"><div class="t m0 x7d h26 y177 ff1 fse fc0 sc0 ls13 ws0">0%<span class="ls0"> </span></div></div><div class="c xb y2a8 w37 h23"><div class="t m0 x3b h22 y177 ff2 fse fc0 sc0 ls0 ws0">Aktywa obrotowe, w tym: </div></div><div class="c x72 y2a8 w38 h23"><div class="t m0 x16 h22 y177 ff2 fse fc0 sc0 ls0 ws0">180 980 </div></div><div class="c x37 y2a8 w39 h23"><div class="t m0 x45 h22 y177 ff2 fse fc0 sc0 ls13 ws0">79%<span class="ls0"> </span></div></div><div class="c x81 y2a8 w38 h23"><div class="t m0 x16 h22 y177 ff2 fse fc0 sc0 ls13 ws0">215 <span class="ls0">114 </span></div></div><div class="c x82 y2a8 w39 h23"><div class="t m0 x45 h22 y177 ff2 fse fc0 sc0 ls13 ws0">78%<span class="ls0"> </span></div></div><div class="c x83 y2a8 w3a h23"><div class="t m0 x44 h22 y177 ff2 fse fc0 sc0 ls0 ws0">(<span class="ls13">16%</span>) </div></div><div class="c xb y2a9 w37 h23"><div class="t m0 x3b h26 y177 ff1 fse fc0 sc0 ls0 ws0">Zapasy </div></div><div class="c x72 y2a9 w38 h23"><div class="t m0 x16 h26 y177 ff1 fse fc0 sc0 ls0 ws0">159 471 </div></div><div class="c x37 y2a9 w39 h23"><div class="t m0 x45 h26 y177 ff1 fse fc0 sc0 ls13 ws0">70%<span class="ls0"> </span></div></div><div class="c x81 y2a9 w38 h23"><div class="t m0 x16 h26 y177 ff1 fse fc0 sc0 ls0 ws0">185 163 </div></div><div class="c x82 y2a9 w39 h23"><div class="t m0 x45 h26 y177 ff1 fse fc0 sc0 ls13 ws0">68%<span class="ls0"> </span></div></div><div class="c x83 y2a9 w3a h23"><div class="t m0 x44 h26 y177 ff1 fse fc0 sc0 ls0 ws0">(<span class="ls13">14%</span>) </div></div><div class="c xb y2aa w37 h23"><div class="t m0 x3b h26 y177 ff6 fse fc0 sc0 ls0 ws0">Krótkoterminowe aktywa finansowe<span class="ff1"> </span></div></div><div class="c x72 y2aa w38 h23"><div class="t m0 x4e h26 y177 ff1 fse fc0 sc0 ls0 ws0">7 663 </div></div><div class="c x37 y2aa w39 h23"><div class="t m0 x1e h26 y177 ff1 fse fc0 sc0 ls13 ws0">3%<span class="ls0"> </span></div></div><div class="c x81 y2aa w38 h23"><div class="t m0 x7d h26 y177 ff1 fse fc0 sc0 ls0 ws0">11 749 </div></div><div class="c x82 y2aa w39 h23"><div class="t m0 x1e h26 y177 ff1 fse fc0 sc0 ls13 ws0">4%<span class="ls0"> </span></div></div><div class="c x83 y2aa w3a h23"><div class="t m0 x44 h26 y177 ff1 fse fc0 sc0 ls0 ws0">(<span class="ls13">35%</span>) </div></div><div class="c xb y2ab w37 h23"><div class="t m0 x3b h26 y177 ff6 fse fc0 sc0 ls0 ws0">Środki pieniężne i ich ekwiwalenty<span class="ff1"> </span></div></div><div class="c x72 y2ab w38 h23"><div class="t m0 x4e h26 y177 ff1 fse fc0 sc0 ls0 ws0">3 127 </div></div><div class="c x37 y2ab w39 h23"><div class="t m0 x1e h26 y177 ff1 fse fc0 sc0 ls13 ws0">1%<span class="ls0"> </span></div></div><div class="c x81 y2ab w38 h23"><div class="t m0 x7d h26 y177 ff1 fse fc0 sc0 ls0 ws0">11 435 </div></div><div class="c x82 y2ab w39 h23"><div class="t m0 x1e h26 y177 ff1 fse fc0 sc0 ls13 ws0">4%<span class="ls0"> </span></div></div><div class="c x83 y2ab w3a h23"><div class="t m0 x44 h26 y177 ff1 fse fc0 sc0 ls0 ws0">(<span class="ls13">73%</span>) </div></div><div class="c xb y2ac w37 h23"><div class="t m0 x3b h22 y177 ff3 fse fc0 sc0 ls0 ws0">Aktywa trwałe przeznaczone do sprzedaży<span class="ff2"> </span></div></div><div class="c x72 y2ac w38 h23"><div class="t m0 x5c h22 y177 ff2 fse fc0 sc0 ls0 ws0">- </div></div><div class="c x37 y2ac w39 h23"><div class="t m0 x1e h22 y177 ff2 fse fc0 sc0 ls13 ws0">0%<span class="ls0"> </span></div></div><div class="c x81 y2ac w38 h23"><div class="t m0 x4e h22 y177 ff2 fse fc0 sc0 ls0 ws0">9 509 </div></div><div class="c x82 y2ac w39 h23"><div class="t m0 x1e h22 y177 ff2 fse fc0 sc0 ls13 ws0">3%<span class="ls0"> </span></div></div><div class="c x83 y2ac w3a h23"><div class="t m0 x44 h22 y177 ff2 fse fc0 sc0 ls13 ws0">100%<span class="ls0"> </span></div></div><div class="c xb y2ad w37 h43"><div class="t m0 x3b h22 y177 ff2 fse fc0 sc0 ls0 ws0">Aktywa razem </div></div><div class="c x72 y2ad w38 h43"><div class="t m0 x16 h22 y177 ff2 fse fc0 sc0 ls0 ws0">228 836 </div></div><div class="c x37 y2ad w39 h43"><div class="t m0 x47 h22 y177 ff2 fse fc0 sc0 ls13 ws0">100%<span class="ls0"> </span></div></div><div class="c x81 y2ad w38 h43"><div class="t m0 x16 h22 y177 ff2 fse fc0 sc0 ls0 ws0">274 185 </div></div><div class="c x82 y2ad w39 h43"><div class="t m0 x47 h22 y177 ff2 fse fc0 sc0 ls13 ws0">100%<span class="ls0"> </span></div></div><div class="c x83 y2ad w3a h43"><div class="t m0 x44 h22 y177 ff2 fse fc0 sc0 ls0 ws0">(<span class="ls13">17%</span>) </div></div><div class="c xb y2ae w37 h23"><div class="t m0 xf h26 y1 ff1 fse fc0 sc0 ls0 ws0"> </div></div><div class="c x72 y2ae w38 h23"><div class="t m0 x4b h26 y1 ff1 fse fc0 sc0 ls0 ws0"> </div></div><div class="c x37 y2ae w39 h23"><div class="t m0 x46 h26 y1 ff1 fse fc0 sc0 ls0 ws0"> </div></div><div class="c x81 y2ae w38 h23"><div class="t m0 x4b h26 y1 ff1 fse fc0 sc0 ls0 ws0"> </div></div><div class="c x82 y2ae w39 h23"><div class="t m0 x46 h26 y1 ff1 fse fc0 sc0 ls0 ws0"> </div></div><div class="c x83 y2ae w3a h23"><div class="t m0 x45 h26 y1 ff1 fse fc0 sc0 ls0 ws0"> </div></div><div class="c xb y2af w37 h2f"><div class="t m0 x3b h42 y179 fff fse fc0 sc0 ls0 ws0">w tysiącach złotych<span class="ff10"> </span></div></div><div class="c x72 y2af w38 h2f"><div class="t m0 x3b h22 y21d ff2 fse fc0 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x37 y2af w39 h2f"><div class="t m0 x3b h22 y1b3 ff2 fse fc0 sc0 ls0 ws0">struktura %  </div><div class="t m0 x65 h22 y21d ff2 fse fc0 sc0 ls13 ws0">202<span class="ls0">4 </span></div></div><div class="c x81 y2af w38 h2f"><div class="t m0 x3b h22 y21d ff2 fse fc0 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x82 y2af w39 h2f"><div class="t m0 x3b h22 y1b3 ff2 fse fc0 sc0 ls0 ws0">struktura %  </div><div class="t m0 x65 h22 y21d ff2 fse fc0 sc0 ls13 ws0">202<span class="ls0">3 </span></div></div><div class="c x83 y2af w3a h2f"><div class="t m0 x3b h22 y21d ff2 fse fc0 sc0 ls0 ws0">zmiana </div></div><div class="c xb y2b0 w37 h44"><div class="t m0 x3b h22 y2b1 ff3 fse fc0 sc0 ls0 ws0">Kapitał własny<span class="ff2"> </span></div></div><div class="c x72 y2b0 w38 h44"><div class="t m0 x16 h22 y2b1 ff2 fse fc0 sc0 ls0 ws0">149 440 </div></div><div class="c x37 y2b0 w39 h44"><div class="t m0 x45 h22 y2b1 ff2 fse fc0 sc0 ls13 ws0">65%<span class="ls0"> </span></div></div><div class="c x81 y2b0 w38 h44"><div class="t m0 x16 h22 y2b1 ff2 fse fc0 sc0 ls0 ws0">104 155 </div></div><div class="c x82 y2b0 w39 h44"><div class="t m0 x45 h22 y2b1 ff2 fse fc0 sc0 ls13 ws0">38%<span class="ls0"> </span></div></div><div class="c x83 y2b0 w3a h44"><div class="t m0 x16 h22 y2b1 ff2 fse fc0 sc0 ls13 ws0">43%<span class="ls0"> </span></div></div><div class="c xb y2b2 w37 h23"><div class="t m0 x3b h22 y178 ff3 fse fc0 sc0 ls0 ws0">Zobowiązania długoterminowe, w<span class="ff2"> tym: </span></div></div><div class="c x72 y2b2 w38 h23"><div class="t m0 x7d h26 y178 ff1 fse fc0 sc0 ls0 ws0">30 202 </div></div><div class="c x37 y2b2 w39 h23"><div class="t m0 x45 h26 y178 ff1 fse fc0 sc0 ls13 ws0">13%<span class="ls0"> </span></div></div><div class="c x81 y2b2 w38 h23"><div class="t m0 x7d h26 y178 ff1 fse fc0 sc0 ls0 ws0">30 780 </div></div><div class="c x82 y2b2 w39 h23"><div class="t m0 x45 h26 y178 ff1 fse fc0 sc0 ls13 ws0">11%<span class="ls0"> </span></div></div><div class="c x83 y2b2 w3a h23"><div class="t m0 x62 h26 y178 ff1 fse fc0 sc0 ls0 ws0">(<span class="ls13">2%</span>) </div></div><div class="c xb y2b3 w37 h2f"><div class="t m0 x3b h39 y1b3 ff6 fse fc0 sc0 ls0 ws0">Zobowiązania z tytułu kredytów bankowych </div><div class="t m0 x3b h26 y1a4 ff1 fse fc0 sc0 ls0 ws0">i <span class="ff6">pożyczek</span> </div></div><div class="c x72 y2b3 w38 h2f"><div class="t m0 x4e h26 y179 ff1 fse fc0 sc0 ls0 ws0">6 530 </div></div><div class="c x37 y2b3 w39 h2f"><div class="t m0 x1e h26 y179 ff1 fse fc0 sc0 ls13 ws0">3%<span class="ls0"> </span></div></div><div class="c x81 y2b3 w38 h2f"><div class="t m0 x4e h26 y179 ff1 fse fc0 sc0 ls0 ws0">7 802 </div></div><div class="c x82 y2b3 w39 h2f"><div class="t m0 x1e h26 y179 ff1 fse fc0 sc0 ls13 ws0">3%<span class="ls0"> </span></div></div><div class="c x83 y2b3 w3a h2f"><div class="t m0 x44 h26 y179 ff1 fse fc0 sc0 ls0 ws0">(<span class="ls13">16%</span>) </div></div><div class="c xb y2b4 w37 h23"><div class="t m0 x3b h26 y177 ff6 fse fc0 sc0 ls0 ws0">Pozostałe zobowiązania<span class="ff1"> </span></div></div><div class="c x72 y2b4 w38 h23"><div class="t m0 x7d h26 y177 ff1 fse fc0 sc0 ls0 ws0">21 209 </div></div><div class="c x37 y2b4 w39 h23"><div class="t m0 x1e h26 y177 ff1 fse fc0 sc0 ls13 ws0">9%<span class="ls0"> </span></div></div><div class="c x81 y2b4 w38 h23"><div class="t m0 x7d h26 y177 ff1 fse fc0 sc0 ls0 ws0">19 693 </div></div><div class="c x82 y2b4 w39 h23"><div class="t m0 x1e h26 y177 ff1 fse fc0 sc0 ls13 ws0">7%<span class="ls0"> </span></div></div><div class="c x83 y2b4 w3a h23"><div class="t m0 x7d h26 y177 ff1 fse fc0 sc0 ls13 ws0">8%<span class="ls0"> </span></div></div><div class="c xb y2b5 w37 h23"><div class="t m0 x3b h22 y177 ff3 fse fc0 sc0 ls0 ws0">Zobowiązania krótkoterminowe, w<span class="ff2"> tym: </span></div></div><div class="c x72 y2b5 w38 h23"><div class="t m0 x7d h22 y177 ff2 fse fc0 sc0 ls0 ws0">49 194 </div></div><div class="c x37 y2b5 w39 h23"><div class="t m0 x45 h22 y177 ff2 fse fc0 sc0 ls13 ws0">21%<span class="ls0"> </span></div></div><div class="c x81 y2b5 w38 h23"><div class="t m0 x16 h22 y177 ff2 fse fc0 sc0 ls0 ws0">135 926 </div></div><div class="c x82 y2b5 w39 h23"><div class="t m0 x45 h22 y177 ff2 fse fc0 sc0 ls13 ws0">50%<span class="ls0"> </span></div></div><div class="c x83 y2b5 w3a h23"><div class="t m0 x44 h22 y177 ff2 fse fc0 sc0 ls0 ws0">(<span class="ls13">64%</span>) </div></div></div><div class="pi"></div></div>
<div id="pf13" class="pf w0 h0"><div class="pc pc13 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">19<span class="ff5 fs6 ls0"> </span></div></div><div class="c xb y2b6 w37 h45"><div class="t m0 x3b h39 y2b7 ff6 fse fc0 sc0 ls0 ws0">Zobowiązania z tytułu kredytów bankowych </div><div class="t m0 x3b h26 y1a4 ff1 fse fc0 sc0 ls0 ws0">i <span class="ff6">pożyczek</span> </div></div><div class="c x72 y2b6 w38 h45"><div class="t m0 x4e h26 y1a1 ff1 fse fc0 sc0 ls0 ws0">1 752 </div></div><div class="c x37 y2b6 w39 h45"><div class="t m0 x1e h26 y1a1 ff1 fse fc0 sc0 ls13 ws0">1%<span class="ls0"> </span></div></div><div class="c x81 y2b6 w38 h45"><div class="t m0 x4e h26 y1a1 ff1 fse fc0 sc0 ls0 ws0">1 533 </div></div><div class="c x82 y2b6 w39 h45"><div class="t m0 x1e h26 y1a1 ff1 fse fc0 sc0 ls13 ws0">1%<span class="ls0"> </span></div></div><div class="c x83 y2b6 w3a h45"><div class="t m0 x16 h26 y1a1 ff1 fse fc0 sc0 ls13 ws0">14%<span class="ls0"> </span></div></div><div class="c xb y2b8 w37 h23"><div class="t m0 x3b h26 y177 ff6 fse fc0 sc0 ls0 ws0">Zobowiązania z tytułu obligacji<span class="ff1"> </span></div></div><div class="c x72 y2b8 w38 h23"><div class="t m0 x4e h26 y177 ff1 fse fc0 sc0 ls0 ws0">1 356 </div></div><div class="c x37 y2b8 w39 h23"><div class="t m0 x1e h26 y177 ff1 fse fc0 sc0 ls13 ws0">1%<span class="ls0"> </span></div></div><div class="c x81 y2b8 w38 h23"><div class="t m0 x7d h26 y177 ff1 fse fc0 sc0 ls0 ws0">10 000 </div></div><div class="c x82 y2b8 w39 h23"><div class="t m0 x1e h26 y177 ff1 fse fc0 sc0 ls13 ws0">4%<span class="ls0"> </span></div></div><div class="c x83 y2b8 w3a h23"><div class="t m0 x44 h26 y177 ff1 fse fc0 sc0 ls0 ws0">(<span class="ls13">86%</span>) </div></div><div class="c xb y2b9 w37 h30"><div class="t m0 x3b h39 y19f ff6 fse fc0 sc0 ls0 ws0">Zobowiązania z tytułu dostaw i usług </div><div class="t m0 x3b h26 y1a4 ff1 fse fc0 sc0 ls0 ws0">oraz <span class="ff6">pozostałe</span> </div></div><div class="c x72 y2b9 w38 h30"><div class="t m0 x4e h26 y1a1 ff1 fse fc0 sc0 ls0 ws0">9 735 </div></div><div class="c x37 y2b9 w39 h30"><div class="t m0 x1e h26 y1a1 ff1 fse fc0 sc0 ls13 ws0">4%<span class="ls0"> </span></div></div><div class="c x81 y2b9 w38 h30"><div class="t m0 x7d h26 y1a1 ff1 fse fc0 sc0 ls0 ws0">10 445 </div></div><div class="c x82 y2b9 w39 h30"><div class="t m0 x1e h26 y1a1 ff1 fse fc0 sc0 ls13 ws0">4%<span class="ls0"> </span></div></div><div class="c x83 y2b9 w3a h30"><div class="t m0 x62 h26 y1a1 ff1 fse fc0 sc0 ls0 ws0">(<span class="ls13">7%</span>) </div></div><div class="c xb y2ba w37 h23"><div class="t m0 x3b h26 y178 ff1 fse fc0 sc0 ls0 ws0">Rezerwy </div></div><div class="c x72 y2ba w38 h23"><div class="t m0 x4e h26 y178 ff1 fse fc0 sc0 ls0 ws0">2 103 </div></div><div class="c x37 y2ba w39 h23"><div class="t m0 x1e h26 y178 ff1 fse fc0 sc0 ls13 ws0">1%<span class="ls0"> </span></div></div><div class="c x81 y2ba w38 h23"><div class="t m0 x4e h26 y178 ff1 fse fc0 sc0 ls0 ws0">6 282 </div></div><div class="c x82 y2ba w39 h23"><div class="t m0 x1e h26 y178 ff1 fse fc0 sc0 ls13 ws0">2%<span class="ls0"> </span></div></div><div class="c x83 y2ba w3a h23"><div class="t m0 x44 h26 y178 ff1 fse fc0 sc0 ls0 ws0">(<span class="ls13">67%</span>) </div></div><div class="c xb y2bb w37 h23"><div class="t m0 x3b h26 y178 ff6 fse fc0 sc0 ls0 ws0">Przychody przyszłych okresów<span class="ff1"> </span></div></div><div class="c x72 y2bb w38 h23"><div class="t m0 x7d h26 y178 ff1 fse fc0 sc0 ls0 ws0">33 191 </div></div><div class="c x37 y2bb w39 h23"><div class="t m0 x45 h26 y178 ff1 fse fc0 sc0 ls13 ws0">15%<span class="ls0"> </span></div></div><div class="c x81 y2bb w38 h23"><div class="t m0 x16 h26 y178 ff1 fse fc0 sc0 ls0 ws0">106 309 </div></div><div class="c x82 y2bb w39 h23"><div class="t m0 x45 h26 y178 ff1 fse fc0 sc0 ls13 ws0">39%<span class="ls0"> </span></div></div><div class="c x83 y2bb w3a h23"><div class="t m0 x44 h26 y178 ff1 fse fc0 sc0 ls0 ws0">(<span class="ls13">69%</span>) </div></div><div class="c xb y2bc w37 h2f"><div class="t m0 x3b h22 y1b3 ff3 fse fc0 sc0 ls0 ws0">Zobowiązania związane z <span class="ff2">aktywami </span></div><div class="t m0 x3b h22 y1a4 ff3 fse fc0 sc0 ls0 ws0">dostępnymi do sprzedaży<span class="ff2"> </span></div></div><div class="c x72 y2bc w38 h2f"><div class="t m0 x5c h22 y1a1 ff2 fse fc0 sc0 ls0 ws0">- </div></div><div class="c x37 y2bc w39 h2f"><div class="t m0 x74 h22 y1a1 ff2 fse fc0 sc0 ls0 ws0">- </div></div><div class="c x81 y2bc w38 h2f"><div class="t m0 x4e h22 y1a1 ff2 fse fc0 sc0 ls0 ws0">3 324 </div></div><div class="c x82 y2bc w39 h2f"><div class="t m0 x1e h22 y1a1 ff2 fse fc0 sc0 ls13 ws0">1%<span class="ls0"> </span></div></div><div class="c x83 y2bc w3a h2f"><div class="t m0 x3b h22 y1a1 ff2 fse fc0 sc0 ls12 ws0">(1<span class="ls13">00%<span class="ls0">) </span></span></div></div><div class="c xb y2bd w37 h23"><div class="t m0 x3b h22 y177 ff3 fse fc0 sc0 ls0 ws0">Zobowiązania razem<span class="ff2"> </span></div></div><div class="c x72 y2bd w38 h23"><div class="t m0 x7d h22 y177 ff2 fse fc0 sc0 ls0 ws0">79 396 </div></div><div class="c x37 y2bd w39 h23"><div class="t m0 x45 h22 y177 ff2 fse fc0 sc0 ls13 ws0">35%<span class="ls0"> </span></div></div><div class="c x81 y2bd w38 h23"><div class="t m0 x16 h22 y177 ff2 fse fc0 sc0 ls0 ws0">170 030 </div></div><div class="c x82 y2bd w39 h23"><div class="t m0 x45 h22 y177 ff2 fse fc0 sc0 ls13 ws0">62%<span class="ls0"> </span></div></div><div class="c x83 y2bd w3a h23"><div class="t m0 x44 h22 y177 ff2 fse fc0 sc0 ls0 ws0">(<span class="ls13">53%</span>) </div></div><div class="c xb y2be w37 h23"><div class="t m0 x3b h22 y177 ff3 fse fc0 sc0 ls0 ws0">Kapitał własny i zobowiązania razem<span class="ff2"> </span></div></div><div class="c x72 y2be w38 h23"><div class="t m0 x16 h22 y177 ff2 fse fc0 sc0 ls0 ws0">228 836 </div></div><div class="c x37 y2be w39 h23"><div class="t m0 x47 h22 y177 ff2 fse fc0 sc0 ls13 ws0">100%<span class="ls0"> </span></div></div><div class="c x81 y2be w38 h23"><div class="t m0 x16 h22 y177 ff2 fse fc0 sc0 ls0 ws0">274 185 </div></div><div class="c x82 y2be w39 h23"><div class="t m0 x47 h22 y177 ff2 fse fc0 sc0 ls13 ws0">100%<span class="ls0"> </span></div></div><div class="c x83 y2be w3a h23"><div class="t m0 x44 h22 y177 ff2 fse fc0 sc0 ls0 ws0">(<span class="ls13">17%</span>) </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb h14 y2bf ff6 fsa fc0 sc0 ls0 ws0">Główne <span class="_ _10"> </span>zmiany <span class="_ _10"> </span>w <span class="_ _10"> </span>pozycj<span class="_ _1"></span>ach <span class="_ _10"> </span>aktywów <span class="_ _10"> </span>to <span class="_ _10"> </span>spadek <span class="_ _10"> </span>krótkotermino<span class="_ _1"></span>wych <span class="_ _10"> </span>aktywów<span class="_ _1"></span> <span class="_ _11"> </span>finanso<span class="_ _1"></span>wych <span class="_ _10"> </span>o <span class="_"> </span><span class="ff1 ls5">35<span class="ls1b">% </span></span></div><div class="t m0 xb h14 y2c0 ff1 fsa fc0 sc0 ls0 ws0">i spadek <span class="_ _4"></span><span class="ff6">środk<span class="_ _1"></span>ów <span class="_ _4"></span>pienięż<span class="_ _1"></span>nych <span class="_ _4"></span>o <span class="_ _0"></span><span class="ff1 ls5">73<span class="ls0">%. <span class="_ _4"></span><span class="ff6">Zm<span class="_ _1"></span>iana <span class="_ _4"></span>nastąp<span class="_ _1"></span>iła <span class="_ _4"></span>w <span class="_ _4"></span>związku <span class="_ _0"></span>ze <span class="_ _4"></span>zwolnie<span class="_ _1"></span>niem <span class="_ _4"></span>środk<span class="_ _1"></span>ów <span class="_ _4"></span>pieniężnych<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 xb h1f y2c1 ff6 fsa fc0 sc0 ls0 ws0">w po<span class="_ _0"></span>staci zaliczek dotyczących sprzedaży <span class="_ _0"></span>lokali mieszkalnych, <span class="_ _0"></span>które do momentu <span class="_ _0"></span>spełnienia warunków </div><div class="t m0 xb h14 y2c2 ff6 fsa fc0 sc0 ls0 ws0">określonych <span class="_ _0"></span>w<span class="ff1"> &#34;Ustawi<span class="_ _1"></span>e <span class="_ _4"></span>o<span class="_ _1"></span> <span class="_ _4"></span>o<span class="_ _1"></span>chronie <span class="_ _0"></span>praw <span class="_ _4"></span>n<span class="_ _1"></span>abywcy <span class="_ _0"></span>lokalu <span class="_ _0"></span>mieszkalnego<span class="_ _1"></span> <span class="_ _4"></span>lub<span class="_ _1"></span> <span class="_ _4"></span>do<span class="_ _1"></span>mu <span class="_ _0"></span>jednorodzinnego&#34; <span class="_ _0"></span>by<span class="_ _b"></span><span class="ff6">ły </span></span></div><div class="t m0 xb h14 y279 ff6 fsa fc0 sc0 ls0 ws0">zdeponowane na wydzi<span class="_ _1"></span>elonych k<span class="_ _1"></span>ontach klientów. <span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y27a ff6 fsa fc0 sc0 ls0 ws0">Główne <span class="_ _1"></span>zmiany <span class="_ _1"></span>w <span class="_ _1"></span>pozycjach <span class="_ _1"></span>pasywów <span class="_ _1"></span>t<span class="_ _1"></span>o spad<span class="_ _1"></span>ek<span class="_ _1"></span><span class="ff1"> <span class="_ _1"></span></span>zobowiązań <span class="_ _1"></span>z <span class="_ _1"></span>tytułu <span class="_ _1"></span>kredytów <span class="_ _1"></span>b<span class="_ _1"></span>ankowych <span class="_ _1"></span>i p<span class="_ _1"></span>ożyczek </div><div class="t m0 xb h14 y27b ff6 fsa fc0 sc0 ls0 ws0">oraz <span class="_ _14"> </span>z<span class="_ _1"></span>obowiązań <span class="_ _13"> </span>w <span class="_ _14"></span>tytu<span class="_ _1"></span>łu <span class="_ _13"> </span>obligacji, <span class="_ _14"> </span>w <span class="_ _13"> </span>związku <span class="_ _13"> </span>ze <span class="_ _14"> </span>s<span class="_ _1"></span>płatą <span class="_ _14"> </span>k<span class="_ _1"></span>apitału <span class="_ _13"> </span>i <span class="_ _14"> </span>odset<span class="_ _1"></span>ek <span class="_ _14"> </span>j<span class="_ _1"></span>ak <span class="_ _14"> </span>i<span class="_ _1"></span> <span class="_ _14"> </span>wy<span class="_ _1"></span>kupem <span class="_ _11"> </span><span class="ff1">obligacji. </span></div><div class="t m0 xb h1f y2c3 ff6 fsa fc0 sc0 ls0 ws0">Zmiana <span class="_ _17"> </span>w <span class="_ _1e"> </span>p<span class="_ _1"></span>ozycji <span class="_ _17"> </span>przy<span class="_ _1"></span>chodów <span class="_ _17"> </span>przyszłych <span class="_ _17"> </span>okresów, <span class="_ _17"> </span>które <span class="_ _d"> </span>składają <span class="_ _17"> </span>się <span class="_ _17"> </span>głównie <span class="_ _17"> </span>z <span class="_ _17"> </span>zaliczek </div><div class="t m0 xb h14 y1b2 ff1 fsa fc0 sc0 ls5 ws0">od<span class="ls0"> <span class="ff6">kontrahentów <span class="_ _12"></span>z <span class="_ _b"></span>tytu<span class="_ _1"></span>łu <span class="_ _b"></span>zak<span class="_ _1"></span>upu <span class="_ _b"></span>mieszkań<span class="_ _1"></span></span> <span class="_ _12"></span><span class="ff6">zostały <span class="_ _12"></span>zaprez<span class="_ _1"></span>entowane <span class="_ _b"></span>w <span class="_ _12"></span>nocie <span class="_ _12"></span>6.25. <span class="_ _12"></span>skonsolidowan<span class="_ _1"></span>ego </span></span></div><div class="t m0 xb h14 y2c4 ff1 fsa fc0 sc0 ls0 ws0">sprawozdania finansow<span class="_ _1"></span>ego. </div><div class="t m0 xb h1f y2c5 ff6 fsa fc0 sc0 ls0 ws0">Podstawowe <span class="_ _13"> </span>wsk<span class="_ _1"></span>aźniki <span class="_ _13"> </span>w <span class="_ _11"> </span>zakresie <span class="_ _13"> </span>rentowności, <span class="_ _11"> </span>płynności <span class="_ _13"> </span>oraz <span class="_ _13"> </span>zadłużen<span class="_ _1"></span>ia <span class="_ _13"> </span>zostały <span class="_ _13"> </span>zaprez<span class="_ _1"></span>entowane </div><div class="t m0 xb h14 y2c6 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">poniższych tabelach.<span class="_ _1"></span></span> </div></div><div class="c xb y2c7 w3b h46"><div class="t m0 x15 h13 y2c8 ff3 fsa fc0 sc0 ls0 ws0">Wskaźniki rentowno<span class="_ _1"></span>ści<span class="ff2"> </span></div></div><div class="c x84 y2c7 w3c h46"><div class="t m0 x13 h13 y2c8 ff3 fsa fc0 sc0 ls0 ws0">Formuła<span class="ff2"> </span></div></div><div class="c x85 y2c7 w3d h46"><div class="t m0 x1a h13 y2c8 ff2 fsa fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x86 y2c7 w3e h46"><div class="t m0 x1a h13 y2c8 ff2 fsa fc0 sc0 ls5 ws0">20<span class="ls0">23 </span></div></div><div class="c xb y2c9 w3b h35"><div class="t m0 x15 h26 y2ca ff6 fse fc0 sc0 ls0 ws0">Marża brutto ze sprzedaży<span class="ff1"> </span></div></div><div class="c x84 y2c9 w3c h35"><div class="t m0 x50 h26 y2cb ff6 fse fc0 sc0 ls0 ws0">zysk brutto na sprzedaży/<span class="ff1"> </span></div><div class="t m0 x67 h26 y1a4 ff6 fse fc0 sc0 ls0 ws0">przychody ze sprzedaży<span class="ff1"> </span></div></div><div class="c x85 y2c9 w3d h35"><div class="t m0 x5c h26 y2ca ff1 fse fc0 sc0 ls13 ws0">34%<span class="ls0"> </span></div></div><div class="c x86 y2c9 w3e h35"><div class="t m0 x5c h26 y2ca ff1 fse fc0 sc0 ls13 ws0">32%<span class="ls0"> </span></div></div><div class="c xb y2cc w3b h30"><div class="t m0 x15 h26 y1a1 ff6 fse fc0 sc0 ls0 ws0">Marża zysku operacyjnego<span class="ff1"> </span></div></div><div class="c x84 y2cc w3c h30"><div class="t m0 x63 h26 y19f ff6 fse fc0 sc0 ls0 ws0">zysk na działalności operacyjnej<span class="ff1"> /  </span></div><div class="t m0 x67 h26 y1a4 ff6 fse fc0 sc0 ls0 ws0">przychody ze sprzedaży<span class="ff1"> </span></div></div><div class="c x85 y2cc w3d h30"><div class="t m0 x5c h26 y1a1 ff1 fse fc0 sc0 ls13 ws0">39%<span class="ls0"> </span></div></div><div class="c x86 y2cc w3e h30"><div class="t m0 x5c h26 y1a1 ff1 fse fc0 sc0 ls13 ws0">26%<span class="ls0"> </span></div></div><div class="c xb y2cd w3b h2f"><div class="t m0 x15 h26 y179 ff6 fse fc0 sc0 ls0 ws0">Marża netto<span class="ff1"> </span></div></div><div class="c x84 y2cd w3c h2f"><div class="t m0 x87 h26 y1b3 ff1 fse fc0 sc0 ls0 ws0">zysk netto /  </div><div class="t m0 x67 h26 y1a4 ff6 fse fc0 sc0 ls0 ws0">przychody ze sprzedaży<span class="ff1"> </span></div></div><div class="c x85 y2cd w3d h2f"><div class="t m0 x5c h26 y179 ff1 fse fc0 sc0 ls13 ws0">33%<span class="ls0"> </span></div></div><div class="c x86 y2cd w3e h2f"><div class="t m0 x5c h26 y179 ff1 fse fc0 sc0 ls13 ws0">21%<span class="ls0"> </span></div></div><div class="c xb y2ce w3b h2f"><div class="t m0 x15 h26 y179 ff1 fse fc0 sc0 ls0 ws0">ROE  </div></div><div class="c x84 y2ce w3c h2f"><div class="t m0 x5d h26 y179 ff1 fse fc0 sc0 ls0 ws0">zysk <span class="ff6">netto/kapitał własny</span> </div></div><div class="c x85 y2ce w3d h2f"><div class="t m0 x5c h26 y179 ff1 fse fc0 sc0 ls13 ws0">35%<span class="ls0"> </span></div></div><div class="c x86 y2ce w3e h2f"><div class="t m0 x5c h26 y179 ff1 fse fc0 sc0 ls13 ws0">16%<span class="ls0"> </span></div></div><div class="c xb y2cf w3b h30"><div class="t m0 x15 h26 y1a1 ff1 fse fc0 sc0 ls0 ws0">ROA  </div></div><div class="c x84 y2cf w3c h30"><div class="t m0 x5d h26 y1a1 ff1 fse fc0 sc0 ls0 ws0">zysk netto/aktywa razem </div></div><div class="c x85 y2cf w3d h30"><div class="t m0 x5c h26 y1a1 ff1 fse fc0 sc0 ls13 ws0">23%<span class="ls0"> </span></div></div><div class="c x86 y2cf w3e h30"><div class="t m0 x74 h26 y1a1 ff1 fse fc0 sc0 ls13 ws0">6%<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb h14 y2d0 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xb y2d1 w3f h46"><div class="t m0 x15 h13 y2d2 ff3 fsa fc0 sc0 ls0 ws0">Wskaźniki płynności<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x77 y2d1 w40 h46"><div class="t m0 x3f h13 y2d2 ff3 fsa fc0 sc0 ls0 ws0">Formuła<span class="ff2"> </span></div></div><div class="c x88 y2d1 w41 h46"><div class="t m0 x1a h13 y2d2 ff2 fsa fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x86 y2d1 w42 h46"><div class="t m0 x1a h13 y2d2 ff2 fsa fc0 sc0 ls5 ws0">202<span class="ls0">3 </span></div></div><div class="c xb y2d3 w3f h30"><div class="t m0 x15 h26 y1a1 ff6 fse fc0 sc0 ls0 ws0">Wskaźnik bieżący<span class="ff1"> </span></div></div><div class="c x77 y2d3 w40 h30"><div class="t m0 x1e h39 y19f ff6 fse fc0 sc0 ls0 ws0">aktywa obrotowe / zobowiązania </div><div class="t m0 x41 h26 y1a4 ff6 fse fc0 sc0 ls0 ws0">krótkoterminowe*<span class="ff1"> </span></div></div><div class="c x88 y2d3 w41 h30"><div class="t m0 x89 h26 y1a1 ff1 fse fc0 sc0 ls0 ws0">11,31 </div></div><div class="c x86 y2d3 w42 h30"><div class="t m0 x5c h26 y1a1 ff1 fse fc0 sc0 ls0 ws0">7,26 </div></div><div class="c xb y2d4 w3f h2f"><div class="t m0 x15 h26 y179 ff6 fse fc0 sc0 ls0 ws0">Wskaźnik szybki<span class="ff1"> </span></div></div><div class="c x77 y2d4 w40 h2f"><div class="t m0 x46 h26 y1b3 ff1 fse fc0 sc0 ls0 ws0">(aktywa obrotowe <span class="ff6">–</span> zapasy) / </div><div class="t m0 x89 h26 y1a4 ff6 fse fc0 sc0 ls0 ws0">zobowiązania krótkoterminowe*<span class="ff1"> </span></div></div><div class="c x88 y2d4 w41 h2f"><div class="t m0 x5c h26 y179 ff1 fse fc0 sc0 ls0 ws0">1,34 </div></div><div class="c x86 y2d4 w42 h2f"><div class="t m0 x5c h26 y179 ff1 fse fc0 sc0 ls0 ws0">1,01 </div></div><div class="c xb y2d5 w3f h45"><div class="t m0 x15 h26 y179 ff6 fse fc0 sc0 ls0 ws0">Wskaźnik natychmiastowy<span class="ff1"> </span></div></div><div class="c x77 y2d5 w40 h45"><div class="t m0 x1a h39 y1b3 ff6 fse fc0 sc0 ls0 ws0">środki pieniężne/ zobowiązania </div><div class="t m0 x41 h26 y21d ff6 fse fc0 sc0 ls0 ws0">krótkoterminowe*<span class="ff1"> </span></div></div><div class="c x88 y2d5 w41 h45"><div class="t m0 x5c h26 y179 ff1 fse fc0 sc0 ls0 ws0">0,20 </div></div><div class="c x86 y2d5 w42 h45"><div class="t m0 x5c h26 y179 ff1 fse fc0 sc0 ls0 ws0">0,39 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb h42 y2d6 fff fse fc0 sc0 ls0 ws0">* Zobowiązania krótkoterminowe z wyłączeniem przychodów przyszłych okresów<span class="ff10"> </span></div><div class="t m0 xb h14 y2d7 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xb y2d8 w43 h47"><div class="t m0 x15 h13 y2d2 ff3 fsa fc0 sc0 ls0 ws0">Wskaźniki zadłużeni<span class="_ _1"></span>a<span class="ff2"> </span></div></div><div class="c x8a y2d8 w44 h47"><div class="t m0 x87 h13 y2d2 ff3 fsa fc0 sc0 ls0 ws0">Formuła<span class="ff2"> </span></div></div><div class="c x8b y2d8 w2d h47"><div class="t m0 x64 h13 y2d2 ff2 fsa fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x8c y2d8 w45 h47"><div class="t m0 x64 h13 y2d2 ff2 fsa fc0 sc0 ls5 ws0">202<span class="ls0">3 </span></div></div><div class="c xb y2d9 w43 h2f"><div class="t m0 x15 h39 y1b3 ff6 fse fc0 sc0 ls0 ws0">Pokrycia majątku kapitałami </div><div class="t m0 x15 h26 y21d ff6 fse fc0 sc0 ls0 ws0">własnymi <span class="ff1"> </span></div></div><div class="c x8a y2d9 w44 h2f"><div class="t m0 x53 h26 y179 ff6 fse fc0 sc0 ls0 ws0">kapitał własny / aktywa ogółem<span class="ff1"> </span></div></div><div class="c x8b y2d9 w2d h2f"><div class="t m0 x1a h26 y179 ff1 fse fc0 sc0 ls13 ws0">65%<span class="ls0"> </span></div></div><div class="c x8c y2d9 w45 h2f"><div class="t m0 x1a h26 y179 ff1 fse fc0 sc0 ls13 ws0">38%<span class="ls0"> </span></div></div><div class="c xb y2da w43 h30"><div class="t m0 x15 h26 y1a1 ff6 fse fc0 sc0 ls0 ws0">Zadłużenia kapitału własnego<span class="ff1"> </span></div></div><div class="c x8a y2da w44 h30"><div class="t m0 x65 h26 y1a1 ff6 fse fc0 sc0 ls0 ws0">zobowiązania ogółem / kapitał własny<span class="ff1"> </span></div></div><div class="c x8b y2da w2d h30"><div class="t m0 x1a h26 y1a1 ff1 fse fc0 sc0 ls13 ws0">53%<span class="ls0"> </span></div></div><div class="c x8c y2da w45 h30"><div class="t m0 x64 h26 y1a1 ff1 fse fc0 sc0 ls13 ws0">163%<span class="ls0"> </span></div></div><div class="c xb y2db w43 h30"><div class="t m0 x15 h26 y2dc ff6 fse fc0 sc0 ls0 ws0">Ogólnego zadłużenia <span class="ff1"> </span></div></div><div class="c x8a y2db w44 h30"><div class="t m0 x4e h26 y2dc ff6 fse fc0 sc0 ls0 ws0">zobowiązania ogółem / aktywa ogółem<span class="ff1"> </span></div></div><div class="c x8b y2db w2d h30"><div class="t m0 x1a h26 y2dc ff1 fse fc0 sc0 ls13 ws0">35%<span class="ls0"> </span></div></div><div class="c x8c y2db w45 h30"><div class="t m0 x1a h26 y2dc ff1 fse fc0 sc0 ls13 ws0">62%<span class="ls0"> </span></div></div></div><div class="pi"></div></div>
<div id="pf14" class="pf w0 h0"><div class="pc pc14 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">20<span class="ff5 fs6 ls0"> </span></div><div class="t m0 x12 h15 y2dd ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span>Wykorzys<span class="_ _1"></span>tanie <span class="ff3">środków</span> <span class="ff3">z emisji papierów wartościowych</span> </div><div class="t m0 xb h14 y2de ff1 fsa fc0 sc0 ls0 ws0">W <span class="_"> </span>roku <span class="_"> </span>obrotowym <span class="_"> </span>202<span class="_ _1"></span>4 <span class="_"> </span><span class="lsc">r.</span><span class="ff6">, <span class="_"> </span>jak <span class="_"> </span>również <span class="_"> </span>do <span class="_"> </span>dnia <span class="_"> </span>sporządzenia <span class="_"> </span>nin<span class="_ _b"></span>iejszego <span class="_"> </span>sprawozdania, <span class="_"> </span>żadna </span></div><div class="t m0 xb h14 y2df ff1 fsa fc0 sc0 lsa ws0">ze<span class="ls0"> <span class="ff6">spółek Grupy Kapitałow<span class="_ _1"></span>ej nie dokonywała em<span class="_ _1"></span>isji akcj<span class="_ _1"></span>i, ani obligacji.<span class="_ _b"></span></span> </span></div><div class="t m0 x12 h15 y2e0 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span>Istotne pozycje pozabilansowe </div><div class="t m0 xb h14 y2e1 ff1 fsa fc0 sc0 ls18 ws0">W <span class="ff6 ls0">Spółce oraz w <span class="ff1">G<span class="_ _1"></span>rupie </span>K<span class="_ _1"></span>apitałow</span><span class="ls5">ej<span class="ls0"> n<span class="_ _1"></span>ie w<span class="ff6">ystępują</span> p<span class="_ _1"></span>ozycj<span class="_ _1"></span></span>e <span class="ls0">pozabilansowe<span class="_ _1"></span>. </span></span></div><div class="t m0 x12 h15 y2e2 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Prognozy wy<span class="_ _1"></span>ników finansowych</span> </div><div class="t m0 xb h14 y2e3 ff6 fsa fc0 sc0 ls0 ws0">Zarząd Jednostki Do<span class="_ _1"></span>minującej nie pub<span class="_ _1"></span>likował prognoz <span class="_ _1"></span>wyników finansowy<span class="_ _1"></span>ch <span class="_ _1"></span><span class="ff1">na 2<span class="_ _1"></span>0<span class="ls5">24</span> r.  </span></div><div class="t m0 x12 h15 y2e4 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Zasa<span class="_ _1"></span>dy <span class="_ _13"> </span>sporządzenia <span class="_ _11"> </span>sprawozdań <span class="_ _13"> </span>finansowych</span> <span class="_ _13"></span>oraz <span class="_ _11"></span>podstawa <span class="_ _13"></span>publikacji </div><div class="t m0 xf h15 y2e5 ff2 fs6 fc0 sc0 ls0 ws0">raportu </div><div class="t m0 xb h1f y2e6 ff6 fsa fc0 sc0 ls0 ws0">Niniejsze <span class="_"> </span>s<span class="_ _1"></span>prawozdanie <span class="_"> </span>Z<span class="_ _1"></span>arządu <span class="_"> </span>z<span class="_ _1"></span> <span class="_"> </span>dzia<span class="_ _1"></span>łalności <span class="_"> </span>Gru<span class="_ _1"></span>py <span class="_"> </span>Kapitałowej<span class="_ _1"></span> <span class="_"> </span>WIKAN<span class="_ _1"></span>A <span class="_"> </span>z<span class="_ _1"></span>ostało <span class="_"> </span>sporządzon<span class="_ _1"></span>e </div><div class="t m0 xb h14 y2e7 ff6 fsa fc0 sc0 ls0 ws0">zgodnie <span class="_ _4"></span>z <span class="_ _4"></span>§<span class="ff1"> <span class="_ _0"></span><span class="ls11">70<span class="ls0"> <span class="_ _4"></span><span class="ff6">i <span class="_ _4"></span>§<span class="ff1"> <span class="_ _4"></span><span class="ls5">71<span class="ls0"> <span class="_ _0"></span><span class="ff6">Rozporządzenia <span class="_ _4"></span>Mi<span class="_ _1"></span>nistra <span class="_ _4"></span>Finansó<span class="_ _1"></span>w <span class="_ _4"></span>z <span class="_ _0"></span>dnia <span class="_ _4"></span><span class="ff1">29 <span class="_ _0"></span>marca <span class="_ _4"></span>2018 <span class="_ _0"></span>roku <span class="_ _4"></span>w <span class="_ _4"></span>s<span class="_ _1"></span>prawie <span class="_ _4"></span>inform<span class="_ _1"></span>acji </span></span></span></span></span></span></span></span></span></div><div class="t m0 xb h14 y2e8 ff6 fsa fc0 sc0 ls0 ws0">bieżących <span class="_ _1d"> </span>i <span class="_ _1a"> </span>ok<span class="_ _1"></span>resowych <span class="_ _1d"> </span>[…]. <span class="_ _1d"> </span>Zgodnie <span class="_ _1d"> </span>z <span class="_ _1d"> </span>§<span class="_ _1"></span><span class="ff1"> <span class="_ _1d"> </span><span class="ls5">71</span> <span class="_ _1d"> </span>ust. <span class="_ _1d"> </span>8 <span class="_ _1d"> </span>Rozpor</span>z<span class="_ _1"></span>ądzenia <span class="_ _1d"> </span>Sprawoz<span class="_ _1"></span>danie <span class="_ _1d"> </span>Zarządu </div><div class="t m0 xb h14 y2e9 ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">działalności <span class="_ _11"> </span>Gr<span class="_ _1"></span>upy <span class="_ _11"> </span>Kapitałowej<span class="_ _1"></span> <span class="_ _11"> </span>WIKANA <span class="_ _11"> </span>za <span class="_ _10"> </span>20<span class="_ _1"></span></span>24 <span class="_ _11"> </span><span class="ff6">rok<span class="_ _1"></span> <span class="_ _11"> </span>oraz <span class="_ _11"> </span>Sprawozd<span class="_ _1"></span>anie <span class="_ _11"> </span>Zarz<span class="_ _1"></span>ądu <span class="_ _11"> </span>z <span class="_ _10"> </span>działalnośc<span class="_ _1"></span>i </span></div><div class="t m0 xb h14 y2ea ff1 fsa fc0 sc0 ls0 ws0">WIKANA <span class="_ _b"></span>S.A.<span class="_ _1"></span> <span class="_ _b"></span>za <span class="_ _12"></span>2024 <span class="_ _12"></span><span class="ff6">rok <span class="_ _12"></span>zostały <span class="_ _b"></span>s<span class="_ _1"></span>porządzone <span class="_ _b"></span>w <span class="_ _12"></span>for<span class="_ _1"></span>mie <span class="_ _b"></span>je<span class="_ _1"></span>dnego <span class="_ _b"></span>dokum<span class="_ _1"></span>entu <span class="_ _b"></span>i <span class="_ _12"></span>tym <span class="_ _12"></span>samym <span class="_ _b"></span>n<span class="_ _1"></span>iniejsze </span></div><div class="t m0 xb h14 y2eb ff1 fsa fc0 sc0 ls0 ws0">sprawozdanie <span class="_ _1"></span>zawiera <span class="_ _b"></span>ujawnienia <span class="_ _1"></span>wymagane<span class="_ _1"></span> <span class="_ _1"></span>w <span class="_ _b"></span><span class="ff6">odniesieniu <span class="_ _1"></span>do <span class="_ _1"></span>Sprawozd<span class="_ _1"></span>ania z<span class="_ _1"></span> <span class="_ _1"></span>działalności<span class="_ _1"></span> <span class="_ _b"></span></span>Jednostki </div><div class="t m0 xb h14 y2ec ff6 fsa fc0 sc0 ls0 ws0">Dominującej, o kt<span class="_ _1"></span>órym mowa w §<span class="_ _1"></span><span class="ff1"> 70 ust. 1 </span>pkt 4 R<span class="_ _1"></span>ozporządzenia.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y2ed ff1 fsa fc0 sc0 ls0 ws0">Sprawozdania <span class="_ _1a"> </span>finansowe<span class="_ _1"></span>, <span class="_ _1a"> </span><span class="ff6">odpowiednio <span class="_ _1a"> </span>Jednostki <span class="_ _1a"> </span>Dominujące<span class="_ _1"></span></span>j <span class="_ _1a"> </span>oraz<span class="_ _1"></span> <span class="_ _1b"> </span><span class="ff6">Grupy <span class="_ _1a"> </span>Kapita<span class="_ _1"></span>łowej</span>, <span class="_ _1a"> </span>zawarte<span class="_ _1"></span> </div><div class="t m0 xb h14 y12d ff1 fsa fc0 sc0 ls0 ws0">w ramach <span class="_ _10"> </span><span class="ff6">raportów<span class="_ _1"></span></span> <span class="_ _10"> </span>za <span class="_ _10"> </span>20<span class="_ _1"></span><span class="ls5">24</span> <span class="_ _10"> </span>rok, <span class="_ _10"> </span><span class="ff6">sporządzo<span class="_ _1"></span>ne <span class="_ _11"> </span>z<span class="_ _1"></span>ostało <span class="_ _10"> </span>zgodnie<span class="_ _1"></span> <span class="_ _10"> </span>z<span class="_ _1"></span></span> <span class="_ _10"> </span><span class="ff6">Międzynarodowymi<span class="_ _1"></span> <span class="_ _11"> </span>St<span class="_ _1"></span>andardami </span></div><div class="t m0 xb h1f y2ee ff6 fsa fc0 sc0 ls0 ws0">Sprawozdawczośc<span class="_ _1"></span>i <span class="_ _10"> </span>Finans<span class="_ _1"></span>owej <span class="_ _10"> </span>zatw<span class="_ _1"></span>ierdzonymi <span class="_"> </span>przez <span class="_ _10"> </span>Unię <span class="_"> </span>Europejską <span class="_ _10"> </span>(„MS<span class="_ _1"></span>SF”). <span class="_"> </span>MSSF <span class="_ _11"> </span>obej<span class="_ _1"></span>mują </div><div class="t m0 xb h1f y2ef ff6 fsa fc0 sc0 ls0 ws0">standardy <span class="_ _1"></span>i<span class="_ _1"></span> <span class="_ _1"></span>interpre<span class="_ _1"></span>tacje <span class="_ _1"></span>za<span class="_ _1"></span>akceptowane <span class="_ _1"></span>prz<span class="_ _1"></span>ez <span class="_ _1"></span>R<span class="_ _1"></span>adę <span class="_ _b"></span>Mi<span class="_ _0"></span>ędzy<span class="_ _1"></span>narodowych <span class="_ _b"></span>Standardów <span class="_ _1"></span>Rachu<span class="_ _1"></span>nko<span class="_ _b"></span>wości </div><div class="t m0 xb h14 y2f0 ff6 fsa fc0 sc0 ls0 ws0">(„RMSR”) oraz Kom<span class="_ _1"></span>itet ds. <span class="_ _1"></span>Interpretacji Międzynaro<span class="_ _1"></span>dowej Sprawoz<span class="_ _1"></span>dawczości Fin<span class="_ _1"></span>ansowej („KIMSF”). <span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y2f1 ff1 fsa fc0 sc0 ls0 ws0">Raporty <span class="_ _11"> </span>rocz<span class="_ _1"></span><span class="ff6">ne, <span class="_ _11"> </span>k<span class="_ _1"></span>tórych</span> <span class="_ _10"> </span>elementem <span class="_ _10"> </span><span class="ff6 lsa">są</span> <span class="_ _11"> </span>ww.<span class="_ _1"></span> <span class="_ _11"> </span>sprawoz<span class="_ _1"></span>dania <span class="_ _10"> </span>finansow<span class="_ _1"></span>e <span class="_ _11"> </span>oraz<span class="_ _1"></span> <span class="_ _11"> </span>nin<span class="_ _1"></span>iejsze <span class="_ _10"> </span>sprawozdanie<span class="_ _1"></span> </div><div class="t m0 xb h14 y2f2 ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">działalności</span>, <span class="_ _12"></span><span class="ff6">został</span>y <span class="_ _12"></span><span class="ff6">sporządzone <span class="_ _12"></span>na <span class="_ _b"></span>podsta<span class="_ _1"></span>wie <span class="_ _b"></span>§ <span class="_ _12"></span></span><span class="ls11">60</span> <span class="_ _b"></span>ust. <span class="_ _12"></span>1-<span class="ls5">2 <span class="_ _12"></span></span><span class="ff6">Rozporządzenia <span class="_ _12"></span>w <span class="_ _b"></span>s<span class="_ _1"></span>prawie <span class="_ _b"></span>informacj<span class="_ _1"></span>i </span></div><div class="t m0 xb h14 y2f3 ff6 fsa fc0 sc0 ls0 ws0">bieżących i okresowyc<span class="_ _1"></span>h […].<span class="ff1"> </span></div><div class="t m0 xb h3 y2f4 ff2 fs1 fc1 sc0 ls9 ws0">5.<span class="ls0"> <span class="_ _f"> </span>Perspektywy <span class="_ _1c"> </span><span class="ff3">rozwoju <span class="_ _1c"> </span>Grupy <span class="_ _1c"> </span>Kapitałowej <span class="_"> </span></span>WIKANA <span class="_ _2"> </span>o<span class="_ _1"></span>raz <span class="_ _1c"> </span>ryzyka </span></div><div class="t m0 x8d h3 y2f5 ff2 fs1 fc1 sc0 ls0 ws0">i <span class="ff3">zagrożenia</span> </div><div class="t m0 x12 h15 y2f6 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span>Strategia<span class="_ _1"></span> rozwoju <span class="ff3">Grupy Kapitałowej </span>WIKANA </div><div class="t m0 xb h14 y2f7 ff1 fsa fc0 sc0 ls0 ws0">Strategia <span class="_ _10"> </span>rozwoj<span class="_ _1"></span>u <span class="_ _11"> </span>J<span class="_ _1"></span>ednostk<span class="_ _1"></span>i <span class="_ _11"> </span>D<span class="_ _1"></span><span class="ff6">ominuj<span class="_ _1"></span>ącej, <span class="_ _10"> </span>spółek<span class="_ _1"></span> <span class="_ _11"> </span>de<span class="_ _1"></span>weloperskich <span class="_"> </span>i <span class="_ _11"> </span>pozostałych <span class="_ _10"> </span>j<span class="_ _1"></span>ednostek <span class="_ _10"> </span>z<span class="_ _1"></span> <span class="_ _11"> </span>G<span class="_ _1"></span>rup<span class="_ _1"></span></span><span class="ls1c">y </span></div><div class="t m0 xb h14 y2f8 ff1 fsa fc0 sc0 ls5 ws0">na<span class="ls0"> <span class="ff6">najbliższy, co najm<span class="_ _1"></span>niej 12</span>-<span class="_ _1"></span><span class="ff6">miesięczny okres<span class="_ _1"></span></span>, <span class="ff6">skoncentruje si<span class="_ _1"></span>ę na następującyc<span class="_ _1"></span>h kierunkach: <span class="_ _1"></span></span> </span></div><div class="t m0 x1c h14 y2f9 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">prowadzeniu <span class="_"> </span>dzi<span class="_ _0"></span>ałań <span class="_"> </span>w <span class="_ _11"> </span>ki<span class="_ _1"></span>erunku <span class="_ _10"> </span>zwiększ<span class="_ _1"></span>enia <span class="_ _10"> </span>temp<span class="_ _1"></span>a <span class="_ _10"> </span>i <span class="_"> </span>skali <span class="_ _11"> </span>dz<span class="_ _1"></span>iałalności, <span class="_ _10"> </span>w<span class="_ _b"></span><span class="ff1"> <span class="_ _10"> </span></span>tym <span class="_"> </span>rozpoczęcia </span></span></div><div class="t m0 xf h14 y2fa ff1 fsa fc0 sc0 ls0 ws0">realizacji inwestyc<span class="_ _1"></span>ji na posiadanych grunt<span class="_ _1"></span>ach, <span class="_ _1"></span> </div><div class="t m0 x1c h14 y2fb ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">umacnianiu <span class="_ _11"> </span>pozycji <span class="_ _11"> </span>ry<span class="_ _1"></span>nkowej <span class="_ _11"> </span><span class="ff6">Spółki, <span class="_ _11"> </span>dalszym <span class="_ _11"> </span>rozszerzaniu <span class="_ _13"> </span>zak<span class="_ _1"></span>resu <span class="_ _11"> </span>prowadzonej<span class="_ _1"></span> <span class="_ _11"> </span>działalności </span></span></span></div><div class="t m0 xf h14 y2fc ff6 fsa fc0 sc0 ls0 ws0">deweloperskiej na rynk<span class="_ _1"></span>ach, na których S<span class="_ _1"></span>półka jest obe<span class="_ _1"></span>cna, <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y2fd ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zwiększaniu <span class="_ _1"></span>liczby<span class="_ _1"></span> <span class="_ _1"></span>sprzedawany<span class="_ _1"></span>ch <span class="_ _1"></span>lo<span class="ff1">k<span class="_ _1"></span>ali <span class="_ _1"></span>prz<span class="_ _1"></span>y <span class="_ _1"></span>jednoczesny<span class="_ _1"></span>m <span class="_ _1"></span>dbaniu <span class="_ _1"></span>o<span class="_ _1"></span> </span>rentow<span class="_ _1"></span>ność <span class="_ _b"></span>prowadzonej </span></span></div><div class="t m0 xf h14 y2fe ff6 fsa fc0 sc0 ls0 ws0">działalności, <span class="ff1"> </span></div><div class="t m0 x1c h14 y2ff ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">dostosowywaniu <span class="_ _19"> </span>har<span class="_ _1"></span>monogramu <span class="_ _19"> </span>r<span class="_ _1"></span>ealizacji <span class="_ _19"> </span>kolej<span class="_ _1"></span>nych <span class="_ _19"> </span>projektów <span class="_ _e"> </span>do <span class="_ _19"> </span>bieżącej <span class="_ _e"> </span>i <span class="_ _1d"> </span>d<span class="_ _1"></span>ającej <span class="_ _19"> </span>się </span></span></div><div class="t m0 xf h1f y2b3 ff6 fsa fc0 sc0 ls0 ws0">przewidzieć <span class="_ _1a"> </span>k<span class="_ _1"></span>oniunktury <span class="_ _1a"> </span>na <span class="_ _1a"> </span>ry<span class="_ _1"></span>nku <span class="_ _1a"> </span>nieruchomości <span class="_ _1a"> </span>p<span class="_ _1"></span>rzy <span class="_ _1d"> </span>założeniu <span class="_ _1a"> </span>utrzymania <span class="_ _1a"> </span>optyma<span class="_ _1"></span>lizacji </div><div class="t m0 xf h14 y300 ff6 fsa fc0 sc0 ls0 ws0">ponoszonych przez <span class="_ _0"></span>Spółkę nakładów <span class="_ _0"></span>i otrzymywanych wpł<span class="_ _0"></span>ywów oraz stopnia <span class="_ _0"></span>bieżącej płyn<span class="_ _1"></span>ności, <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y301 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">dążeniu <span class="_ _a"> </span>do <span class="_ _1f"> </span>z<span class="_ _1"></span>apewnienia <span class="_ _a"> </span>optymalnej <span class="_ _a"> </span>struktury <span class="_ _a"> </span>finansowania <span class="_ _a"> </span>realizowanych <span class="_ _a"> </span>projektów </span></span></div><div class="t m0 xf h14 y302 ff1 fsa fc0 sc0 ls0 ws0">deweloperskich.<span class="_ _1"></span> </div></div></div><div class="pi"></div></div>
<div id="pf15" class="pf w0 h0"><div class="pc pc15 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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UxKWb8d/ZH2++4/yevV98hF5QZbDz+3nmSn7moQ0waSfFH6nuonv3z7/pXKdXeu9OrR9uC9H/7kv3nxORds3uC0hnQOzIfjMhOL7oiUkyOtUPhT6zyd00e/MIMDYHl9Q2AUiYIH9x7Ys2/v2176sqLws61uUBShMHNSAILSrNRT4ScCOMAJEGDqkAEDGpMCCKeqDwkGiEC8QkopAswcEhxQtYHtwbbt3hbUgvcOMA8ArfVE9gqvgHfqTl1L4UxE7dSxpQK+Q0JEREREDD867cS+e42e/J9CRf6ZP4qs55iU3/3PImKnWssFVAF1yllkfnm5aHeW6lpGRldjvW128/G5kxdv2zDM6gscPjqXFaEMqT/cfOasCAQiIoZTO/oemYo0DWriMkxF8rDePD5+zvOeVwSnTSrW74CHF3GAGTKcKVRFBOJPfTsOcBBdvwQeYgoPODERcUCAM8ipQHSmAn204cwkiCAIADV4yQAETiFmouINfv0xBEAghoD1c2pM1g+wEV7vR0REREQMPzrN4XdqKg+PvXPPHlm9uT5tdqqtTk3tCQCFZPnuEk8HfM9pLGLOiyU57+xtX739cFm1o60WpTrEc87a1UR1VbXW4MjcgroATRp7u7edIeJOdaeZwGDmxGAwsdqtr0BVgXRDmJie9IDGHMqWJpjACcStf22qktcPjHEIThwemdJUc3jkrw4mZipuffOgAE7gYcEizNa/FweDOTXAufX759enIB8pUmeQ9VWwuj5fKOZs/ZF46CPNKgaYh2P7ERERERHDj04jfUz4AeLssTvSDCZi60erAPJIOT16Kfv6VQxy6kYDAyybOuckpxbCW3/geRPjkx/7/PVLK3PPvvSit73uDbNjrcJcL6UDx/T4Yl/KCUlpvOV3baqc4JH9ggZb3313Kp08xCACE1MvYqaSLUCh6h65Kv5Ua4mIiVuf7gOc2SOzmCIwNVnfk+hMnSVDMHGnlrhCxTK0BrxJIVCBAdmLqFqGM3FOoPACE6ggCczD26OLZFELPBCgTgwmgFMgmWRBi9N+RERERMTwo9OmGcayXVk28U7NBC7n7EMAALOmiS548X6YIsxKH1SzqXrvg2RxTjVrzmH930Nh63NbYjmPhgIj/t+8/Glv+f6nacaEhwcEOTUmRXn73Q8kCwilS00r5M2zE485MkgAVTUAPvg4bIqiMIVBRVS8F0NdD8tWBVHRPiRBAV8BITfmXJlibrWrnFOMg1AUMIj34ryDaTIzc2hybsSXIh7mzNSXHpaRI0JQCcipqfutViUCEfEi631cmxSANxNLue6FshQzOIEJgphpGg49KikrUYU1CKZaw7U40oiIiIiI4UenjVRtFZeQPRyciJm49Rk/M81FWTQ5xya64AEMY2wFH0Kw3BiiJZMQQnCwU9NtEKia5hR8qSl1nLS9i5qdDkNqJGfpTERUSfDtBx9urMgqpRia/taZyUdnxAwAPJwXwaCORSi1ERecWIapIUuQotsZ5ASzymVIVnjJllMuihY0VAGpn523UJUCQVbLCaqa8/qSUBURcarJFd5yLIoip5Rz8q5skjRIZfC+7OQcQ/ACFXMQKMQAlfWtg+pDgKk1DUJhIk2N4AtXBOSsw1UpCxNNTZIQPMcZERERETH86DTqw4kieK8ADF7EiwC6vtXNNHvvLUidspl1qkrWL1OHuhBsffGkijlvOLURzkQ1pVAEUZipE5gOnc8BTkSyJpFWnXDTbfeom4I5aG57O3P7JgeFyfpmQXWSFDGqhEINlRcBxDmDJG2QJYuJLwY5Dt14UvPeQ80FiLrKpBKkGIt21Yio5rIoTc1SKosAuJxSAlzVEtN6OKiKUMdUZ8murc4PE3xANHR9CJD140wF6uDWL6vwtn7hvDdBrS5Vo3A+GmCxlFB4hJBRpmHMZoX6tsj33uxORERERMTwo39h2SNmlOtnkghS1pZ33tZntsQMMWsEIM4J6pgk504Z4IKKr2OED8lchss4tStOko2VVX9gXmRg0stWtcZWTFperWnGRcXhyLHFlX6tKAEvpuefd+ZIa32vIAxikDrmLB6FSwY4NOsncSa1OOy2q8IHqMasltzRfrh3/6H9e/eWodq2cfbCM7duGitNUY6Vq6o9+Jb3qxEF0CqKmKwQiCt6qjFLBe9chZyzBLSLPYeXr7/r/jgY7toy+5Szd4WJthMpxQl0fdLPiXpN64faZCmHYgsqdz107Nv7jzWx2dZpP/uSs2enOpLNi9TwzpVJEDNaAZz0IyIiIiKGH502/+Gd715ZWk3Z1GS0sD9/16+0fExYn7BLSXMuuvfsm//7f3j/WCv86s/828luCzlm8cmchtKJe+Dgwu/+8V8naWWBSHzh08789z/2Q6GQu/ac/P13v3fNaypLNL2ff8ubn3fJTkMN6NziKlwRmyGkCGK7d24OIUDXT3OR5PDwiZXf+7P3nlhebVUt1dxyKa4tvOE1L3/dy68oglNIIz45fORz3/y9v/98L/vRVmj6K1WB3Vtn3/Xrbz9nU+fY8WPv+djVNzw4H3yReisXn73tN37hrZ1Cegmf+ty1H/jiDb49mleObZ/q/sY73r6a5G8+8Kkvf/POpVpgTb184pydu/7wt37uqTtHCzFRGIK59QvkG5WqkaIGDi/V7/yzf/zabXvKic0ra8OR/vEdWybe/uNveNGzz6qg7/3op6/+xl0WprO6D//uW2YmRjjYiIiIiIjhR6eHbjvnxtu+OpCJgR9r9+ePLQy6s4MeZkaDuGbOwtj+hPfdePBjdyycPelQtQTIGrMUKt5cGmR89ms33/BwMfCjcDHkhbf+yDla912obj589NoD9ZJ0pT021ju5barVAmKCWNo/t7wy6LdbY31BkPTcZ5yjQM6S60aq8vCK/Kf/+qVr9lgqZjT2R33q9Jbf+uoXv+iKF4amF6Nb1daCFP/p3Z/78k17lmWHBMnNIPiRoeHWg/kX/stH/vTXXr9rdvPVtx64c2UqhK72h9vOHK98CrDoi6vvW7juxASAKRuZH6QHlt3v/O+fuem+h4vuRtWBBG3t2HX3kv7a/3rVn//GK3fPFC1zliUFS67f0tSX6tDAPn7NzZ/6wp37jyzGsKXXbyftWFV9e7X8hd//0H9405U/+cPPufpbB285MbGaW6XViSs9iYiIiOgJyPERPGk885mXJSsb6Taua8XYgUNHRbR0SDmKKxPKO+8/+v6PXVW77tGTvbWhJYOIK5wUYtncQj99+Opb19yY60yrynm7tn7f5RdVZZlVv3NoaSilulaTfbs9snnzrAMK70JwD+xfsNDJJhrjeMtdftFmr8jeUqfc39N3/uU/XnPH/jU3UeeOpaKK+OX/+Y0//bZXdqrgWqN16N59eP4n3vFnV3/zgbXczsVII50BOmvoLudur9pw24He7/z9dfcsYu8ysu8OsitaI5u3zHqRrJoEDx0+GdUlc8NifNDd9nO/+8E7Hj4hIxubYixWs7GcGtQuutE79xz/4OevV7STOu8gkj1cdp2Fgfz8b/3tX330lnsO95f89Job67nuoBgZVNPLfjpOn/0H77nqM998eM+Jei0Xvuo4aHD8lSEiIiIihh+dPhecOVoWRTIHk8KX+w6fFClLADk1VtWu/d4PfjlLZVo2Wh2ZW0wGk+AsOuQM/9Frbn94JTTlaLbom4Wffv3zQ1aIM+f2HpqHD86JF904NVI6J4AXSznvO7YmrTGVEMS2jLcnCpQ5rZrd+PDhH/vV//zJm/eshSlxLQz604i/+KMv/ZErz58IEMnzSd5/zb0/+3vvv/1wPfQT8IU1PYehIqlH0e2oOYzMXn374Z/5g8+uFrMQ84g+DrZvGlETE7+4iqPH54PlQmRpgD3Lsm/V1PnCBi4NNZSCqlmrva9yOfGpL99xZFXhS81JNDt0VtH+xXf+7W37Vg4v2bCaikVHC68SxTVRxOBXVnOePfd333vt8VhlCbnuhdQrPWf8iIiIiIjhR6fPZBuT4xPOFU7VVI6cHIiUyBp8IeXYg4dX7/vOoSYJQsdC58CxOXVQgwjgsBbx+a/fFVszWYJDs3myfOHTz+86Vbgk/sjcYjaBqdN6++YNwcMAganzx+dXV2sFguS8ffMsEpxza+J/60/ff9v+1WF7k/qWy3VHes+5aNuPv+7SUVf72IPpGvyffuCa/autQTlTqzON40UzZkuT1XC8qF09X6AvqVapvnNoZaiFmgUkxN6OTRucSAPZd2ilN0xiIuKzVbEYS1IE7Y9ipaqPucFJn+uJ7rg66Zs/0XO333uoMWRkM6nhP/6VO2/5zkJdTFk55opKtF/EkyN6Ysovj2ClXQwRtFfnvXOD2o+6sgqF+EKC568MERERET3xcI/fk0cXmJ4Ye2gpObNsdmyxV5urgEalcf4r37pvtRH4VqMSpTw6v5KAYGJmg2RfuPa+b+9bsGKH86rD+SuuOH/UDT3EEGLGieV+k0W8erWts+PeoJYhLsPPLa7VjRYtc6Kz0xONQkT+/B++dN/B2o/uHGgLAq+Lz7pwwy//1Mt8s9YuU8yKovPxz99xMrb6KaBoe+23tTepS8++9KlPe9pu+HBsYfjl6+/ae/ykSKeY3NhbqrNGb3WFesvspABJ5Z7798BX5oqUnR+fzDEGG15yxsSLLztzemb65vvnP3n1Lb6zKcUoZdUfFHsePp4v3SlOGviliA996d5FHakblK3C61po5l5y2TnPvHDL2OjoiaX66m/cf+/Dcz1U2hoFRKEKTSKOSz2JiIiIiOFHp9EYsG3j9Df3HQM0w3/n2PLQXCGIrjxW44NX3ZSLkRR90WrVzeDhI70MmEgj4baHTvzJ331sgGnxpRvObe4O3vzqZ40W3sEScHxpMN9L5kvJsQy6e8tkIUjqsnNzi/HkygC+LIoiDdY27di6YnjPP375vZ++a1BstWIEzaDjlt70kgv+00+9rBP7bdczMwsjJ3rpfZ/+xmKsqo3b8spCKy/98Asv+s0ff/lEx/qNuuDV8NaXPOUd//k9N+9fXV0EQuVUilTvmB2bGW0ZNIm7/qY71LUiKgOKXJdx8bVXnveun3jhCHIh9vrn++H80uduP4ZqRJ2X0KmHCgOCW2r8b/7Zp294cF47U06jDOZmiv67ful1L7/87KBNq3DRwttedPEHvnj7//bRrx1OLSlKpKE51aLteYU7ERERET0BcfriyaPSdMaOyWTZoNnJQ3MrA1/WJrWTT33trv0L9WqtZXdEIRF+3/GFBETN0RV/84nr+25Kfdf6K1Oy+Ev/9jXnbZ+A84oQDXsPHGlQwJdOzOV69/ZNXuCcDFUePnw0ZnHe53pQtbu5vfFX/ujjf/6Jm9eKqTpCtBmX1Tc+b/dvv+3FI4PlMZ8b80MZXcnFF667c+/hxVB2B4sngq6+6Gnb3/kzL9vUTu3c29DCpGum3PDMcf+7v/CGKq4GzV6cOJFcP+uSCzsBBlnppQcfPhjNq2uXLrT6x5+x1f/2//T8CZdGQh4pZNyli8/e4Jyp9BBq0XTmrp2Ft56ma+/a94mvf9s607Gu29abiHO/93Ove+2zzxpL85NlU+Z+13ozrvezP3zZq15wSaeUUhrXrASr26Mj3nGPHxEREREx/Oj0kdybnRozqHhnwGqy5YhhiqsZn//azcm3umOTTV1nVXX+5NLyEIDY3Jp+6/6DCwNrIkZLO3tj94euPK/yyPAJPmfMnVyQUKiIhwWxjbOzquoEEThy/IS44L0vQmgGw8999a5PX3dHv7NpIFaM+KZ3bNs4funNL5tIq5Mdn5ukbqJnLRT+S9fdLr6Vm6ZdSBGXf+oNV7TzwJq1nGOTG5FceAuIZ2yfmp6cLMu2wpmqR37ahecFB5idOLlUR4PzJkUa9sat94Yrz99UpJbXlX5/YKLOp2wSDD7CBsHlbRs2eG9FKK751kNhfFtKqfTmBwvf/4JLX/Gcs9toqlYLauIrzdrpthZOrl7x7AtyaiQNWxgW1mzcOMthRkREREQMPzqdWsFmpiacM3EaNSWVw0WAZ8MAACAASURBVEdPmg833bn/nocORvgYGzF1PsCFEwtLwwh499Vv3Ta3GofmgxcXe6+84hKfNWjKZiZIOc8tLqesBpeztgvZNNOyrADMcHRuKWv2ztVNzEVx5317/NjWtVwgaGoWdm9uv+MnXztbpW7ldbVfhG42lyAnh3hw/5z5UjRLHp5/xoaLz9pUWO0LX7RG1JUqIeesOZvirLPPUVcaHIAyuLPO2OahAA7PzcMV2QSWuhX84MTLLz+v7SLMys5orZKdW61TzAoxWOwUsmObh+pQcfeD+1aHCQ4Bg80T5dt/7BU+JrGs0cx3a7SGKJq6Hhvr7N61tZBsKXrnnMUts+MwDjQiIiIieuLhHr8nUfih3LGp5ay2GCsPJD1yZG3CFb/6+x9YDdtV0a6XyrKzlioUoyf6C985an5zePdHrx1gNHlrFf3ZVnzd979gxKPIgFkydYW/66E1lCKxLWhtGdOJAs6cIhrCnkO1s14OMwktk+Wc4PN4kBTi2gvOnf6DX37TjlFXoaldV0ZHBeiqGvR9XzlxeDDSuJYXr/XcD7/0BeMGX014i2aA+ARfeNdqpZjz7GRr2DspnZnCtyfK0a2bqsI32dy+/YtNnmxEUfVlsPjmH7py+4ZJ51RMxhyaOIxo75tbqTHiopO8smWjdMbQV39wfvDwgYOuvb2xymn9mhddcuaGVgdJLMAHqK8AqVpeEfprO0fGx9zq0XJDrd1xLD1jphGu9CQiIiIihh+dRiKycapqBauzN7ic86G5+Wu/dkfPuimHEs1ogbXBamiPZEXM4aa79x06Ut9/eDVVY2WANEs/+iMv3NBF0CyqCMgKcXjowDEzEUinqrZvGRGFOIGZiO7ZdwDONSmbhOAUTpyEmGvnigsvOHt2vIiD/ljbK8we+RKTus988auNFPA+xzhWuUsvPq8l1qjCAeacQGAeSTQZCjiXson30tQ7d27utKGmcGHfof7aoHEjXc3NSMu9/rUvVjVx3glyM/DODWH7Dx/NyTlftgq/ZfOEE2TD/Xv2qq9iNufN4uDyS87xACxBBHaq6jxUBFVVBYfcNCgEPlhMu7fNcJgRERER0RMRl3o+mWg35IluoZDGvJWdew7E6+/Zv6YFipbF+vmXXbJ5YqS0JLFxRfuGW7/92a8/LJ1ZOG+5KXL/Vc+/xKVkcSAOBqfO9xQnF1fEBKbQuGXDjBmcwImH8ycWVsUXFqNDGusEbXrQxoWQUV39tTu/czC1Wx1nEkwLwBsM0pjbe+iwhSKriod3mJocFace0eBNnAOCJbGInMS7lX5jUqjBctw4M+0BJy5DjswthqLywXtJY91y64ZWVlVVGMxUfBhkWVhaFS+wrDlumJ0B4LycOLmgvjKVAPUaN0xPJ1UBDDCBCQTwyAKRUC73DHCwXAisaTbMTnOQERERERHDj06rnAsn22bGIT6bHzZ2410Hjg9kqMFi03bx1S+56Lxdm1CvSvCDoe45vPyNOx7ua8uZol69/KIzt034jsvBG0RStgzc+9DioFEFRLLL9bZNkx5Q1Qws9VK/MXUBORXIz3362Zsn29pfdpayFUfm++//2FUrA41JxEwsr8dVr9EkLkFUxAm63Xa7gmjjHVScQpypIMEUPmTDvkPH0OrArEDeuqHjDBAMFYdPLPmqq9mC5F1bZ2EQQVSFWCgKM5xYqlcGdQgBgKW0ZeOIAAL0mxStQNE2S5V33W63dG59QvKR7XtmliBumN2+g0fMl5Zz6bT0eXZ6kqOMiIiIiBh+dFoZWnC7ZsdEBKFyZfvgQm9YTcNC5eLFu6ae/5QNz7rozA4aS9mF0RMraVXHzHcD4phr3vaDz+7CgtaAwsyAJPj6TfcMLQjMI7d93rFxsnAKg0IOHD050BDVh6osMXjZpdt/4IoLt0yXVq+I+BzGPvK566+67q4khWaJ9VBTVNX+sIZzIoLgk6ovfOG9aoJmgzQpOZhYBlyWcv98vefAUV9UTpPX+ozNoy0HM1sdyqGFfpQy5xxy7/wzNiaF806cs5wdkBUHji8MNIhIcBYk7do80wJEta5dk+HKdqrrwvvCiQBJLQNqZjCDQaQ2v9DoDffsH+bSqWHYm+6WmyY7HGVERERExPCj00kRWh67Now6GACz7EKrSVIUaDcn3v7G72tle8Ezz3VWwzSZDKNkC0j1iPXe8NLnvvBpZ7asgQASDME7qRXX3Xpv41riC6ShxMEZ2zYHwDkXFQ8eOFKjslD50od66alnbPnpH3rOBZs7E2UNy73G2hvP/NP3XX1sqA2Cd6VZBnK3Ki0lJ6IxiwuLy721oTZW1OqbqIX3OcWsvtZyyYrPfO226Ko8HMBi0OGurZuQDHD75lb6WjTw5iTk3lnbxkuBwZz3XoCcVdzeYyejazUxQhAknbl9czCroJ1Kgg/a5LLsNlnml1fnVoZwlcKfeorQmN2JgfXFfeordyc3UvjCa71jdrwbwLNdiIiIiIjhR6eVD85sy0xLoDCTWHsvPriO1FvH7PLzt6Judm5tlYWDCAQOKppKG24ZcT/xphd1BBoHkGBSqHgxDBp858BRldIgTlNA3LpxVMxEkNUOzS1mV8EXomkkpK1jYbYV/uPPvHHU15VPoWofXRwe6/kv3njfaozZeRfEi3ZLqUSdJgd4X6Yse/cdMVehaJWFy7HJahZaw1AOPD5/3Z1Nlla3hdQUots2TLusInJ47mSUIpoE51xudm+eDQInzsycc4AZ5NCxFfUlBIpUemyeHisslmJj7bIUIOUmQ1155NiJ0GklcQaBwImK2FCdtMLff/yW+w/O18k5cS1nW2YmSmYfERERETH86DSTwjRvmppAThDnECXVLkcMFl7+3IsmqzTelqrA7IYZcwJALHtrqtx74WXnbx9HyKksvCIkKbKIwBaXev1o6rzl5MW2bdnUcklMzSDenVgYqCuzOUvNzGhrQyuNuN5FO/CiZz9F4ormJnQnBsXoBz77rVpCci5bFqSWz2fv2iEpBu+bOpkUN95+XxIZJBPAi4aiWotYibj6m/sfOrbsy1bs94NotyrGR1xwljUfn19KUmR1BnhJG2YmnUBEUoapwUwcDs/1EVoI3kzHx0baJUqnXptN05NOE5yEshPVf/2m+0JAk1XhDGZmgEZxt95//P2f/ALa01lamlVjs3nDlBfe4kdEREREDD86raIZYDu3bA0WnZgHNEWvgy2j8sZXvqAtQ+Q+DLMbJkxsfcav0HrMD9/y6udIjdIpICouy3rf2L59B105ohJM4SRf8dzLPMyJqqoX2X/kRHZegBQHZ+/cXEnTkTqt2b974/dtHA2Wm2JkbJjLuw8ufubae2uBijeLFfKPfP9LWmiQorjgypFPXHXtvQfm+yK1whXlakyLjX7sy/f+l3d/uG+lOm9p6J1t3jjbDrBce3EPH5jLIr4sTG2sXU6Pt00BQHMUp2oWDQeOnIjZpCjE7IytGwvAaRbY+WftLrSpvDOT7Ksvfu2mj1x1a19dA0STxtzQ3P1HFn/nj/5uiG7UQoqOGUrvdm6dcpo5zIiIiIjoiYj3+D2JfpbSJMj22ZHpuOjD1EqY9T5N6IO//jOvPXvDWAkb+GESO2Nnp3X/Qu03qA9FffLVz3/KORvHc4xShRyTt+RzElco/IGDixZbKAM0+GLt+c+7oF061MsIo2vJ33dgEA2uThNhsHPreBN9G3HDaN0aHfl3P/SCP3nPVb01B9das6k/+eANlz3zKWeOlWMa1flXPGvmv30w3z23sub9ahP6uumN7/zg61/xjKeeMdlttR44vPjBz96z/+h80nYSJAzRKZqm3rljY0BTlGaqBw8dV99A1kqHXRtn2qU0CQWs7aLZYFC1F1T2HDgpbtwkVWrnb+m0EVW6vSZ3J/xlF+z4+i0HMTras/KAbfv1v7vuUzc+9MMvvnhmcmy1bm67b+6D19yzstgpi45HiIbs28tradeOXW3rA2McaURERETE8KPTxkydK1slpkY6C4MefDvb8MKzd1z5nAuqDFVRh1JkemwkeGmG/VBqHC689IU/WHnUjQJeREQEYgZkw6G5XpQyigOk3W7NzrSAjFANzB2cx/xag2rUmpig0xsnQtHOMQLegJe98MK//cjHh7V3QZK6Qwsnf/+vPvDH73hjKWreFx7PuOSie79wRyhDrQI/enRt5S/+21Ud6XVHxg+djOXoZhRjUMC7nCOKytXN9OwoQmEpDuH3H1tEMaUQKDbNzASIE4jBO1FINllYsZgyvCukyv3VrRtmCpEcc6vy0eNZT9/5rdsfWMstdV0tq5zLa+8+dO+9Dwo0uXI1uqEfb5VtE59UnAjgpChmNszAhhxmRERERPRExKWeTyZexAmwYXoi5LrCoEyrr7zi0hEga4JL6z/vzVPjurbSKjN6c+fvnHzqedtErdsunZkIAIEEEzGPA8dOaNmCEyBOj7XHu1CTJK0B/N17DjfwcD6UIcOmpqcbiPl2RlDD1Gh42ZXPzPWKF/W+tKL9xeu/de0dD/R8y8x6vfjSlzyjLOEsipkqzHWin8jd3cf63dbk9uhCozmaZjgpR9GzUBRbNnVryKr6NYSjy31VcWbO8tbZ2WDwgBMxOEFpCCfmTpiqqJVaeCs2TkzCLDh4ZGf18y7duXv7iBOU7Q6Ss3I8l1MLOrrsJhd1NJYTZVVoalKsvTfNQ7N6bLQ7Nh6yFBxkRERERMTwo9NJzMOcGbZvmRl1/U46ed5seMWzL2gDAVFcDnA54pxt20ZdLAZHN7RW3/rqyydKK515ZNPofcgm5kKCaxQPHz6AYEF7lS1fsHWiLQAsGiLcl669wbmMuOrymov9nTu2RRVxpQAFMGb6tld+3/mzm6uB+GFVhU0mG//iPVcvxlIcJto4d9v0j7zi8mJ4om0Dr01q1MrJxWZCW1ubpMH6lfSe99yLXV4LGiXHTu6du2NDNkuhtffYUjRBGhbaa+eV87dPV0Aw8yJQMSs1F4cPHfIYtl1t/cWRYDu3blGNyA3ysC39C7aN/sef/tEdUwFrJyQPHUTRjuXs0I/nYsRcUQ7nr7j8wplRp71jY+Wgo8vPvOCMdgGI5zAjIiIiIoYfnU45ppyz99i2cbTIS2M2/5ZXPWNDSyVGJylbDCKlYdemqY6utNPxS8+dftXzn9rSaJrEzInXbCmpATHr4lpveeloK59spyOjwwNP3VaNqlYWvaCpmwfvvmXMr43piVbvwI6RdPbmbiXmLXptuhbHczpnonr3b7/93PHOyLAf+sNKw8MPHrrmyzdXVk/4OCHDX3jzla+6fMeMmx/V5VYwi0kMPg7H8sJLnzL7oT/5yZdd5Dr9faOrD20rl8aHB8+aGSksVg5HDh2odK2jJ8fj8bE4d/amqWAIgJhBxMyLyvzxk6X0u24u1A+Nl4vbt4x5qGUT84VJR/F9T938x7/0uqdMDifT0dFmocp9iYMQ+524PCvLv/y2l7z+BVsWH755S7vX6e2dyoevvHj7KICcOMyIiIiI6IlIzHhC/ZMl/Jqh+XIpyh17j+0/PtcMmxc968LN7WK0Qow9KYO3VtSwmPHZ62/LhX/a7s3nbp5q57oMrUffCBimJEWxVsd+Ez994x2Doh3gJ4JdsnXyoh0zkgYJxUIsrvrmPQsG74uxQrqSX/bcp49IDJZgCsvWLKgfr6uJa249tG9+TYJvhv3JMk+03asv3+69mJQD6yxkf+dDx75+20NfueXooZODzujUtonyx158xiuetbsM7u4H9z58bF41lM7JcPUHX/yMwobm/f2HV2546HjjilEvbrX36mdfODs2AjETFbOsvpdx0wP77j+50NOmNBsruq94zvlTbq2lEzBBaBQhqu/ndHxl+NEv33XjvXP75/u1uZ0bRp5y5sQrr3jKBTvG9+4/vvfAgZyRs3a8e/r5u8/YMO6b1aIzyZFGRERERAw/IiIiIiIi+teFSz2JiIiIiIgYfkRERERERMTwIyIiIiIiIoYfERERERERMfyIiIiIiIiI4UdEREREREQMPyIiIiIiImL4ERERERERMfyIiIiIiIiI4UdEREREREQMPyIiIiIiImL4EREREREREcOPiIiIiIiIGH5ERERERETE8CMiIqL/g737Da2q/gM4/r37Zzqba9LEFhMXRZQIwSxhzsYkU2LrD8O2QZEPGlEwclI5KmIMqQdFGpGJkQ8MzCAtI0JJM8piQfRnjVlsRrpBGMzV0N15vff+Hpzf7yCRU39P9N5er0ffe+49R/jMJ2/O954LgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPAzAgAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAP7Niowgt6RSqZqamn98q7y8vL+//4JXGBsba2ho+OWXX6ampubMmbNs2bL3339/xowZZgsAAPkqkc1mTSGH9Pf3L168+Hzhd/LkyWnOzWQyLS0te/bs+dvxhoaGzz77zGwBACBf2eqZYwYGBv7vc9etWxdXX0VFRUVFRbQ+dOhQbW3tsWPHjBcAAPKSrZ45ZmhoKFrU1tauWrXq3LdKSkqmOTGTybz22mvRuqur65VXXgkh7Nix4+GHHw4hfPvtt01NTT/88IMJAwCA8OMym5iYiBaNjY29vb0Xf2I6nY7X9957b7R46KGHtmzZ8vXXX4cQfvzxx0wmU1DgJjAAAAg/LqsTJ05Ei8rKyks6cXh4uKenZ2pqKpVKLVmyJD5+/fXXx2vhBwAAecnDXXLMzTff/PPPP4cQKioqxsbGooMrV67ctm1bdXX1pV4tm81WVFSMj4+HEGpqaoaHh00YAADyj9s7uSSbzUbVF0KIqy+EsH///gULFhw9evRSL/j6669H1RdC2LZtmwkDAIDw4zL7888/4/WCBQtaWlruu+++srKy6EhbW9vZs2cv/mqvvvpqZ2dntH722WeXL19uwgAAkJds9cwlIyMjjz/+eF9f38KFCw8fPlxYWBhC+Oijj5qbm6MPbN26taOj42IutW7duk2bNkXru+6665NPPomuBgAACD+uCGfPni0q+u+DedLp9IwZM6KHdt5+++19fX0XPP3w4cPLli2LX+7atWvNmjWmCgAA+cpWz5wUV18IobCwcOHChdH6yJEjFyz5ffv2Pfjgg9F6xYoV+/btU30AAJDnBWEEOSedTicSiXN/d+Hid2k+8cQTb7zxRrS+//77d+/ebZ4AAJD33PHLJStXrpw3b15RUVFTU9O5x3///fdocdNNNyUSifOdfuzYsbj6EolEd3e3kQIAwL+BO365ZO7cudEPuO/fv//gwYONjY0hhK1bt0ZP+ywpKdm+fXv0ybfeemt0dDRav/DCC9HikUceiS/V2tp64MCBAwcOnHv9p59+OrqRuHHjxugBofG5AABA7vJwl1ySyWRKS0uTyWT0sry8PJlMxi9bW1t37twZrZcuXRo/5SWTySQSiYmJifiHH87nzJkzxcXFIYRZs2ZNTk6GEPz3AACAPGCrZ079tQoKenp64pfj4+Nx9YUQNmzYMM25zzzzjAECAMC/k62eOWb9+vXz588fHBzcu3fvwMBACKG5ubm+vr6tra2qqir+WHt7e11dXbSOvvVXVVXV1dV1wbCMFp2dnalUyrQBACA/2OoJAACQ52z1BAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEnxEAAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQf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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">21<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h1f y5a ff6 fsa fc0 sc0 ls0 ws0">W <span class="_ _0"></span>zakresie segmentu odnawialnych <span class="_ _0"></span>źródeł energii oraz <span class="_ _0"></span>segmentu nieruchomości komercyjnych Zarząd </div><div class="t m0 xb h14 yc4 ff6 fsa fc0 sc0 ls0 ws0">Spółki <span class="ff1">kontynuuje proc<span class="_ _1"></span>es dez<span class="_ _1"></span>inwestycji.  </span></div><div class="t m0 x12 h15 y303 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span>Pers<span class="_ _1"></span>pektywy i czynniki rozwoju <span class="ff3">Grupy Kapitałowej </span>WIKANA </div><div class="t m0 xb h14 y304 ff6 fsa fc0 sc0 ls0 ws0">W <span class="_ _e"> </span>przys<span class="_ _1"></span>złych <span class="_ _e"> </span>okres<span class="_ _1"></span>ach <span class="_ _15"> </span>przewidywa<span class="_ _1"></span>ne <span class="_ _e"> </span>jest <span class="_ _15"> </span>konty<span class="_ _1"></span>nuowanie <span class="_ _e"> </span>d<span class="_ _1"></span>otychczasowej<span class="_ _1"></span> <span class="_ _e"> </span>działalności <span class="_ _15"> </span>Grupy<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y305 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">następujących obsz<span class="_ _1"></span>arach: <span class="_ _1"></span></span> </div><div class="t m0 x1c h14 y306 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">działalność firm centra<span class="_ _1"></span>lnych (head offices) i <span class="_ _1"></span>holdingów, z<span class="_ _1"></span> wyłączeniem holdingó<span class="_ _1"></span>w finansowyc<span class="_ _1"></span>h, <span class="_ _b"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y307 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">działalność dewelopers<span class="_ _1"></span>ka, <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y308 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zarządzanie nierucho<span class="_ _1"></span>mościami na zlec<span class="_ _1"></span>enie, <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 yc9 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">wynajem powierz<span class="_ _1"></span>chni,  </span></span></div><div class="t m0 x1c h14 y309 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">działalność rachunkow<span class="_ _1"></span>o<span class="ff1">-</span>ks<span class="_ _1"></span>ięgowa.<span class="ff1"> </span></span></span></div><div class="t m0 xb h14 y30a ff6 fsa fc0 sc0 ls0 ws0">Istotna część projektów deweloperskich <span class="_ _1"></span><span class="ff1">nadal </span>będz<span class="_ _1"></span>ie realizowana w ramach spółek celowych, tak więc </div><div class="t m0 xb h14 y30b ff6 fsa fc0 sc0 ls0 ws0">wiodącą rolę będzi<span class="_ _1"></span>e odgrywać wynik sk<span class="_ _1"></span>onsolidowany Gr<span class="_ _1"></span>upy Kapitałowej. <span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h1f y30c ff6 fsa fc0 sc0 ls0 ws0">Przewidywany <span class="_"> </span>rozwój <span class="_ _10"> </span>Gr<span class="_ _1"></span>upy <span class="_"> </span>oraz <span class="_ _10"> </span>poszczególnyc<span class="_ _1"></span>h <span class="_ _10"> </span>j<span class="_ _1"></span>ednostek <span class="_"> </span>wchodzących <span class="_ _10"> </span>w<span class="_ _1"></span> <span class="_"> </span>skład <span class="_ _10"> </span>Grupy <span class="_"> </span>będzie </div><div class="t m0 xb h14 y30d ff6 fsa fc0 sc0 ls0 ws0">skorelowany z realizac<span class="_ _1"></span>ją strategii rozwoj<span class="_ _1"></span>u Grupy.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h1f y30e ff6 fsa fc0 sc0 ls0 ws0">Czynniki, które będą <span class="_ _1"></span>miały wpływ na osi<span class="_ _1"></span>ągnięte wyniki <span class="_ _1"></span>w perspektywie co n<span class="_ _1"></span>ajmniej kolejnych trzec<span class="_ _1"></span>h </div><div class="t m0 xb h14 y30f ff6 fsa fc0 sc0 ls0 ws0">miesięcy, to: <span class="ff1"> </span></div><div class="t m0 x1c h14 y310 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">poziom stóp procentowy<span class="_ _1"></span>ch, a co za tym <span class="_ _1"></span>idzie zdolność<span class="_ _1"></span> kredytowa potencj<span class="_ _1"></span>alnych nabywców, <span class="_ _b"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y311 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">kształtowanie się cen ma<span class="_ _1"></span>teriałów budow<span class="_ _1"></span>lanych i koszt<span class="_ _1"></span>ów usług wykonawcz<span class="_ _1"></span>ych, <span class="_ _b"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y312 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">tempo i skala działalnośc<span class="_ _1"></span>i, w tym liczba rozpocz<span class="_ _1"></span>ętych inwesty<span class="_ _1"></span>cji na posiadanych <span class="_ _1"></span>gruntach, <span class="_ _b"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y313 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zwiększanie <span class="_ _1"></span>liczby<span class="_ _1"></span> <span class="_ _1"></span>sprzedawany<span class="_ _1"></span>ch <span class="_ _1"></span>lokali <span class="_ _1"></span>przy<span class="_ _1"></span> <span class="_ _1"></span>jednoczesnym <span class="_ _b"></span>dbaniu <span class="_ _1"></span>o <span class="_ _1"></span>rentownoś<span class="_ _1"></span>ć <span class="_ _1"></span>prowadzonej </span></span></div><div class="t m0 xf h14 y314 ff6 fsa fc0 sc0 ls0 ws0">działalności,<span class="ff1"> </span></div><div class="t m0 x1c h14 y315 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">dostosowywanie <span class="_ _19"> </span>har<span class="_ _1"></span>monogramu <span class="_ _19"> </span>r<span class="_ _1"></span>ealizacji <span class="_ _19"> </span>kolej<span class="_ _1"></span>nych <span class="_ _19"> </span>projektów <span class="_ _e"> </span>do <span class="_ _19"> </span>bieżącej <span class="_ _e"> </span>i <span class="_ _1d"> </span>d<span class="_ _1"></span>ającej <span class="_ _19"> </span>się </span></span></div><div class="t m0 xf h1f y44 ff6 fsa fc0 sc0 ls0 ws0">przewidzieć <span class="_ _1a"> </span>k<span class="_ _1"></span>oniunktury <span class="_ _1a"> </span>na <span class="_ _1a"> </span>ry<span class="_ _1"></span>nku <span class="_ _1a"> </span>nieruchomości <span class="_ _1a"> </span>p<span class="_ _1"></span>rzy <span class="_ _1d"> </span>założeniu <span class="_ _1a"> </span>utrzymania <span class="_ _1a"> </span>optyma<span class="_ _1"></span>lizacji </div><div class="t m0 xf h14 y316 ff6 fsa fc0 sc0 ls0 ws0">ponoszonych przez <span class="_ _0"></span>Spółkę nakładów <span class="_ _0"></span>i otrzymywanych wpł<span class="_ _0"></span>ywów oraz stopnia <span class="_ _0"></span>bieżącej płyn<span class="_ _1"></span>ności,<span class="ff1"> </span></div><div class="t m0 x1c h14 y317 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">dążenie <span class="_ _a"> </span>do <span class="_ _1f"> </span>z<span class="_ _1"></span>apewnienia <span class="_ _a"> </span>optymalnej <span class="_ _a"> </span>struktury <span class="_ _a"> </span>finansowania <span class="_ _a"> </span>realizowanych <span class="_ _a"> </span>projektów </span></span></div><div class="t m0 xf h14 y115 ff1 fsa fc0 sc0 ls0 ws0">deweloperskich.<span class="_ _1"></span> </div><div class="t m0 x12 h15 y318 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span>Ryzyk<span class="_ _1"></span>o prowadzonej <span class="ff3">działalności</span> </div><div class="t m0 xb h15 y319 ff3 fs6 fc0 sc0 ls0 ws0">Zarządzanie ryzykiem finansowym<span class="ff2"> </span></div><div class="t m0 x1c h15 y31a ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff2">Ryzyko zmiany cen </span></span></div><div class="t m0 xb h14 y31b ff6 fsa fc0 sc0 ls0 ws0">Grupa Kapitałowa ma zawarte umowy, w których kwoty wynagrodz<span class="_ _1"></span>enia dla wykonawców <span class="_ _1"></span><span class="lsa">są</span><span class="ff1"> konkretnie </span></div><div class="t m0 xb h14 y31c ff6 fsa fc0 sc0 ls0 ws0">określone <span class="_ _b"></span>i<span class="_ _1"></span> <span class="_ _b"></span>pozwalają<span class="_ _1"></span> <span class="_ _b"></span>na <span class="_ _12"></span>całkowite <span class="_ _b"></span>z<span class="_ _1"></span>akończenie <span class="_ _12"></span>rea<span class="_ _b"></span><span class="ff1">lizowanych <span class="_ _b"></span>inwes<span class="_ _1"></span>tycji <span class="_ _b"></span>z<span class="_ _1"></span>godnie <span class="_ _b"></span>z <span class="_ _14"></span></span>przy<span class="_ _1"></span>jętymi <span class="_ _b"></span>przez </div><div class="t m0 xb h14 y31d ff6 fsa fc0 sc0 ls0 ws0">spółki <span class="_ _b"></span>budżetami. <span class="_ _b"></span>Ryzyk<span class="_ _1"></span>o <span class="_ _b"></span>zmian <span class="_ _b"></span>c<span class="_ _1"></span>en <span class="_ _b"></span>jest <span class="_ _b"></span>po <span class="_ _b"></span>stronie <span class="_ _b"></span>wykonawców <span class="_ _b"></span>i <span class="_ _b"></span>j<span class="_ _1"></span><span class="ff1">edynie <span class="_ _b"></span><span class="lsa">za</span> <span class="_ _b"></span></span>zgodą <span class="_ _b"></span>spółki <span class="_ _b"></span>kwota <span class="_ _b"></span>ich<span class="_ _1"></span> </div><div class="t m0 xb h14 y31e ff6 fsa fc0 sc0 ls0 ws0">wynagrodzenia <span class="_ _4"></span>m<span class="_ _1"></span>oże <span class="_ _4"></span>ulec <span class="_ _0"></span>zmianie. <span class="_ _4"></span>N<span class="_ _1"></span>iemniej <span class="_ _4"></span>j<span class="_ _1"></span>ednak <span class="_ _0"></span><span class="ff1">Grupa <span class="_ _0"></span><span class="ff6">narażona <span class="_ _4"></span>jest <span class="_ _0"></span>na <span class="_ _4"></span>ryzy<span class="_ _1"></span>ko <span class="_ _4"></span>związane <span class="_ _4"></span>z<span class="_ _1"></span>e <span class="_ _4"></span>zmianą </span></span></div><div class="t m0 xb h14 y31f ff6 fsa fc0 sc0 ls0 ws0">kosztów budowy oraz zależnością spół<span class="_ _1"></span><span class="ff1">ek z Grupy od </span>wykonawców robót budowlanyc<span class="_ _1"></span>h opisane <span class="ff1">poni</span>żej<span class="_ _1"></span> </div><div class="t m0 xb h14 y320 ff1 fsa fc0 sc0 ls0 ws0">w punkcie: <span class="ff6">„Opis innych czynników ryzyka z określeniem stopnia, w jakim <span class="_ _0"></span>Grupa Kapitałow<span class="_ _1"></span>a jest na <span class="_ _0"></span>nie </span></div><div class="t m0 xb h14 y321 ff6 fsa fc0 sc0 ls0 ws0">narażona”.<span class="ff1"> </span></div><div class="t m0 x1c h15 y322 ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyko kredytowe, kursowe i stóp procentowych<span class="ff2"> </span></span></span></div><div class="t m0 xb h1f y323 ff6 fsa fc0 sc0 ls0 ws0">Ekspozycja <span class="_ _b"></span>na <span class="_ _1"></span>ryz<span class="_ _1"></span>yko <span class="_ _b"></span>kredytowe, <span class="_ _1"></span>ryzyk<span class="_ _1"></span>o <span class="_ _1"></span>s<span class="_ _1"></span>topy <span class="_ _1"></span>pr<span class="_ _1"></span>ocentowej <span class="_ _b"></span>powstaje <span class="_ _b"></span>w <span class="_ _1"></span>trakc<span class="_ _1"></span>ie <span class="_ _1"></span>n<span class="_ _1"></span>ormalnej <span class="_ _b"></span>działalności </div><div class="t m0 xb h14 y324 ff6 fsa fc0 sc0 ls0 ws0">Grupy Kapitałowej. <span class="_ _1"></span><span class="ff1"> </span></div></div></div><div class="pi"></div></div>
<div id="pf16" class="pf w0 h0"><div class="pc pc16 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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UxKWb8d/ZH2++4/yevV98hF5QZbDz+3nmSn7moQ0waSfFH6nuonv3z7/pXKdXeu9OrR9uC9H/7kv3nxORds3uC0hnQOzIfjMhOL7oiUkyOtUPhT6zyd00e/MIMDYHl9Q2AUiYIH9x7Ys2/v2176sqLws61uUBShMHNSAILSrNRT4ScCOMAJEGDqkAEDGpMCCKeqDwkGiEC8QkopAswcEhxQtYHtwbbt3hbUgvcOMA8ArfVE9gqvgHfqTl1L4UxE7dSxpQK+Q0JEREREDD867cS+e42e/J9CRf6ZP4qs55iU3/3PImKnWssFVAF1yllkfnm5aHeW6lpGRldjvW128/G5kxdv2zDM6gscPjqXFaEMqT/cfOasCAQiIoZTO/oemYo0DWriMkxF8rDePD5+zvOeVwSnTSrW74CHF3GAGTKcKVRFBOJPfTsOcBBdvwQeYgoPODERcUCAM8ipQHSmAn204cwkiCAIADV4yQAETiFmouINfv0xBEAghoD1c2pM1g+wEV7vR0REREQMPzrN4XdqKg+PvXPPHlm9uT5tdqqtTk3tCQCFZPnuEk8HfM9pLGLOiyU57+xtX739cFm1o60WpTrEc87a1UR1VbXW4MjcgroATRp7u7edIeJOdaeZwGDmxGAwsdqtr0BVgXRDmJie9IDGHMqWJpjACcStf22qktcPjHEIThwemdJUc3jkrw4mZipuffOgAE7gYcEizNa/FweDOTXAufX759enIB8pUmeQ9VWwuj5fKOZs/ZF46CPNKgaYh2P7ERERERHDj04jfUz4AeLssTvSDCZi60erAPJIOT16Kfv6VQxy6kYDAyybOuckpxbCW3/geRPjkx/7/PVLK3PPvvSit73uDbNjrcJcL6UDx/T4Yl/KCUlpvOV3baqc4JH9ggZb3313Kp08xCACE1MvYqaSLUCh6h65Kv5Ua4mIiVuf7gOc2SOzmCIwNVnfk+hMnSVDMHGnlrhCxTK0BrxJIVCBAdmLqFqGM3FOoPACE6ggCczD26OLZFELPBCgTgwmgFMgmWRBi9N+RERERMTwo9OmGcayXVk28U7NBC7n7EMAALOmiS548X6YIsxKH1SzqXrvg2RxTjVrzmH930Nh63NbYjmPhgIj/t+8/Glv+f6nacaEhwcEOTUmRXn73Q8kCwilS00r5M2zE485MkgAVTUAPvg4bIqiMIVBRVS8F0NdD8tWBVHRPiRBAV8BITfmXJlibrWrnFOMg1AUMIj34ryDaTIzc2hybsSXIh7mzNSXHpaRI0JQCcipqfutViUCEfEi631cmxSANxNLue6FshQzOIEJgphpGg49KikrUYU1CKZaw7U40oiIiIiI4UenjVRtFZeQPRyciJm49Rk/M81FWTQ5xya64AEMY2wFH0Kw3BiiJZMQQnCwU9NtEKia5hR8qSl1nLS9i5qdDkNqJGfpTERUSfDtBx9urMgqpRia/taZyUdnxAwAPJwXwaCORSi1ERecWIapIUuQotsZ5ASzymVIVnjJllMuihY0VAGpn523UJUCQVbLCaqa8/qSUBURcarJFd5yLIoip5Rz8q5skjRIZfC+7OQcQ/ACFXMQKMQAlfWtg+pDgKk1DUJhIk2N4AtXBOSsw1UpCxNNTZIQPMcZERERETH86DTqw4kieK8ADF7EiwC6vtXNNHvvLUidspl1qkrWL1OHuhBsffGkijlvOLURzkQ1pVAEUZipE5gOnc8BTkSyJpFWnXDTbfeom4I5aG57O3P7JgeFyfpmQXWSFDGqhEINlRcBxDmDJG2QJYuJLwY5Dt14UvPeQ80FiLrKpBKkGIt21Yio5rIoTc1SKosAuJxSAlzVEtN6OKiKUMdUZ8murc4PE3xANHR9CJD140wF6uDWL6vwtn7hvDdBrS5Vo3A+GmCxlFB4hJBRpmHMZoX6tsj33uxORERERMTwo39h2SNmlOtnkghS1pZ33tZntsQMMWsEIM4J6pgk504Z4IKKr2OED8lchss4tStOko2VVX9gXmRg0stWtcZWTFperWnGRcXhyLHFlX6tKAEvpuefd+ZIa32vIAxikDrmLB6FSwY4NOsncSa1OOy2q8IHqMasltzRfrh3/6H9e/eWodq2cfbCM7duGitNUY6Vq6o9+Jb3qxEF0CqKmKwQiCt6qjFLBe9chZyzBLSLPYeXr7/r/jgY7toy+5Szd4WJthMpxQl0fdLPiXpN64faZCmHYgsqdz107Nv7jzWx2dZpP/uSs2enOpLNi9TwzpVJEDNaAZz0IyIiIiKGH502/+Gd715ZWk3Z1GS0sD9/16+0fExYn7BLSXMuuvfsm//7f3j/WCv86s/828luCzlm8cmchtKJe+Dgwu/+8V8naWWBSHzh08789z/2Q6GQu/ac/P13v3fNaypLNL2ff8ubn3fJTkMN6NziKlwRmyGkCGK7d24OIUDXT3OR5PDwiZXf+7P3nlhebVUt1dxyKa4tvOE1L3/dy68oglNIIz45fORz3/y9v/98L/vRVmj6K1WB3Vtn3/Xrbz9nU+fY8WPv+djVNzw4H3yReisXn73tN37hrZ1Cegmf+ty1H/jiDb49mleObZ/q/sY73r6a5G8+8Kkvf/POpVpgTb184pydu/7wt37uqTtHCzFRGIK59QvkG5WqkaIGDi/V7/yzf/zabXvKic0ra8OR/vEdWybe/uNveNGzz6qg7/3op6/+xl0WprO6D//uW2YmRjjYiIiIiIjhR6eHbjvnxtu+OpCJgR9r9+ePLQy6s4MeZkaDuGbOwtj+hPfdePBjdyycPelQtQTIGrMUKt5cGmR89ms33/BwMfCjcDHkhbf+yDla912obj589NoD9ZJ0pT021ju5barVAmKCWNo/t7wy6LdbY31BkPTcZ5yjQM6S60aq8vCK/Kf/+qVr9lgqZjT2R33q9Jbf+uoXv+iKF4amF6Nb1daCFP/p3Z/78k17lmWHBMnNIPiRoeHWg/kX/stH/vTXXr9rdvPVtx64c2UqhK72h9vOHK98CrDoi6vvW7juxASAKRuZH6QHlt3v/O+fuem+h4vuRtWBBG3t2HX3kv7a/3rVn//GK3fPFC1zliUFS67f0tSX6tDAPn7NzZ/6wp37jyzGsKXXbyftWFV9e7X8hd//0H9405U/+cPPufpbB285MbGaW6XViSs9iYiIiOgJyPERPGk885mXJSsb6Taua8XYgUNHRbR0SDmKKxPKO+8/+v6PXVW77tGTvbWhJYOIK5wUYtncQj99+Opb19yY60yrynm7tn7f5RdVZZlVv3NoaSilulaTfbs9snnzrAMK70JwD+xfsNDJJhrjeMtdftFmr8jeUqfc39N3/uU/XnPH/jU3UeeOpaKK+OX/+Y0//bZXdqrgWqN16N59eP4n3vFnV3/zgbXczsVII50BOmvoLudur9pw24He7/z9dfcsYu8ysu8OsitaI5u3zHqRrJoEDx0+GdUlc8NifNDd9nO/+8E7Hj4hIxubYixWs7GcGtQuutE79xz/4OevV7STOu8gkj1cdp2Fgfz8b/3tX330lnsO95f89Job67nuoBgZVNPLfjpOn/0H77nqM998eM+Jei0Xvuo4aHD8lSEiIiIihh+dPhecOVoWRTIHk8KX+w6fFClLADk1VtWu/d4PfjlLZVo2Wh2ZW0wGk+AsOuQM/9Frbn94JTTlaLbom4Wffv3zQ1aIM+f2HpqHD86JF904NVI6J4AXSznvO7YmrTGVEMS2jLcnCpQ5rZrd+PDhH/vV//zJm/eshSlxLQz604i/+KMv/ZErz58IEMnzSd5/zb0/+3vvv/1wPfQT8IU1PYehIqlH0e2oOYzMXn374Z/5g8+uFrMQ84g+DrZvGlETE7+4iqPH54PlQmRpgD3Lsm/V1PnCBi4NNZSCqlmrva9yOfGpL99xZFXhS81JNDt0VtH+xXf+7W37Vg4v2bCaikVHC68SxTVRxOBXVnOePfd333vt8VhlCbnuhdQrPWf8iIiIiIjhR6fPZBuT4xPOFU7VVI6cHIiUyBp8IeXYg4dX7/vOoSYJQsdC58CxOXVQgwjgsBbx+a/fFVszWYJDs3myfOHTz+86Vbgk/sjcYjaBqdN6++YNwcMAganzx+dXV2sFguS8ffMsEpxza+J/60/ff9v+1WF7k/qWy3VHes+5aNuPv+7SUVf72IPpGvyffuCa/autQTlTqzON40UzZkuT1XC8qF09X6AvqVapvnNoZaiFmgUkxN6OTRucSAPZd2ilN0xiIuKzVbEYS1IE7Y9ipaqPucFJn+uJ7rg66Zs/0XO333uoMWRkM6nhP/6VO2/5zkJdTFk55opKtF/EkyN6Ysovj2ClXQwRtFfnvXOD2o+6sgqF+EKC568MERERET3xcI/fk0cXmJ4Ye2gpObNsdmyxV5urgEalcf4r37pvtRH4VqMSpTw6v5KAYGJmg2RfuPa+b+9bsGKH86rD+SuuOH/UDT3EEGLGieV+k0W8erWts+PeoJYhLsPPLa7VjRYtc6Kz0xONQkT+/B++dN/B2o/uHGgLAq+Lz7pwwy//1Mt8s9YuU8yKovPxz99xMrb6KaBoe+23tTepS8++9KlPe9pu+HBsYfjl6+/ae/ykSKeY3NhbqrNGb3WFesvspABJ5Z7798BX5oqUnR+fzDEGG15yxsSLLztzemb65vvnP3n1Lb6zKcUoZdUfFHsePp4v3SlOGviliA996d5FHakblK3C61po5l5y2TnPvHDL2OjoiaX66m/cf+/Dcz1U2hoFRKEKTSKOSz2JiIiIiOFHp9EYsG3j9Df3HQM0w3/n2PLQXCGIrjxW44NX3ZSLkRR90WrVzeDhI70MmEgj4baHTvzJ331sgGnxpRvObe4O3vzqZ40W3sEScHxpMN9L5kvJsQy6e8tkIUjqsnNzi/HkygC+LIoiDdY27di6YnjPP375vZ++a1BstWIEzaDjlt70kgv+00+9rBP7bdczMwsjJ3rpfZ/+xmKsqo3b8spCKy/98Asv+s0ff/lEx/qNuuDV8NaXPOUd//k9N+9fXV0EQuVUilTvmB2bGW0ZNIm7/qY71LUiKgOKXJdx8bVXnveun3jhCHIh9vrn++H80uduP4ZqRJ2X0KmHCgOCW2r8b/7Zp294cF47U06jDOZmiv67ful1L7/87KBNq3DRwttedPEHvnj7//bRrx1OLSlKpKE51aLteYU7ERERET0BcfriyaPSdMaOyWTZoNnJQ3MrA1/WJrWTT33trv0L9WqtZXdEIRF+3/GFBETN0RV/84nr+25Kfdf6K1Oy+Ev/9jXnbZ+A84oQDXsPHGlQwJdOzOV69/ZNXuCcDFUePnw0ZnHe53pQtbu5vfFX/ujjf/6Jm9eKqTpCtBmX1Tc+b/dvv+3FI4PlMZ8b80MZXcnFF667c+/hxVB2B4sngq6+6Gnb3/kzL9vUTu3c29DCpGum3PDMcf+7v/CGKq4GzV6cOJFcP+uSCzsBBlnppQcfPhjNq2uXLrT6x5+x1f/2//T8CZdGQh4pZNyli8/e4Jyp9BBq0XTmrp2Ft56ma+/a94mvf9s607Gu29abiHO/93Ove+2zzxpL85NlU+Z+13ozrvezP3zZq15wSaeUUhrXrASr26Mj3nGPHxEREREx/Oj0kdybnRozqHhnwGqy5YhhiqsZn//azcm3umOTTV1nVXX+5NLyEIDY3Jp+6/6DCwNrIkZLO3tj94euPK/yyPAJPmfMnVyQUKiIhwWxjbOzquoEEThy/IS44L0vQmgGw8999a5PX3dHv7NpIFaM+KZ3bNs4funNL5tIq5Mdn5ukbqJnLRT+S9fdLr6Vm6ZdSBGXf+oNV7TzwJq1nGOTG5FceAuIZ2yfmp6cLMu2wpmqR37ahecFB5idOLlUR4PzJkUa9sat94Yrz99UpJbXlX5/YKLOp2wSDD7CBsHlbRs2eG9FKK751kNhfFtKqfTmBwvf/4JLX/Gcs9toqlYLauIrzdrpthZOrl7x7AtyaiQNWxgW1mzcOMthRkREREQMPzqdWsFmpiacM3EaNSWVw0WAZ8MAACAASURBVEdPmg833bn/nocORvgYGzF1PsCFEwtLwwh499Vv3Ta3GofmgxcXe6+84hKfNWjKZiZIOc8tLqesBpeztgvZNNOyrADMcHRuKWv2ztVNzEVx5317/NjWtVwgaGoWdm9uv+MnXztbpW7ldbVfhG42lyAnh3hw/5z5UjRLHp5/xoaLz9pUWO0LX7RG1JUqIeesOZvirLPPUVcaHIAyuLPO2OahAA7PzcMV2QSWuhX84MTLLz+v7SLMys5orZKdW61TzAoxWOwUsmObh+pQcfeD+1aHCQ4Bg80T5dt/7BU+JrGs0cx3a7SGKJq6Hhvr7N61tZBsKXrnnMUts+MwDjQiIiIieuLhHr8nUfih3LGp5ay2GCsPJD1yZG3CFb/6+x9YDdtV0a6XyrKzlioUoyf6C985an5zePdHrx1gNHlrFf3ZVnzd979gxKPIgFkydYW/66E1lCKxLWhtGdOJAs6cIhrCnkO1s14OMwktk+Wc4PN4kBTi2gvOnf6DX37TjlFXoaldV0ZHBeiqGvR9XzlxeDDSuJYXr/XcD7/0BeMGX014i2aA+ARfeNdqpZjz7GRr2DspnZnCtyfK0a2bqsI32dy+/YtNnmxEUfVlsPjmH7py+4ZJ51RMxhyaOIxo75tbqTHiopO8smWjdMbQV39wfvDwgYOuvb2xymn9mhddcuaGVgdJLMAHqK8AqVpeEfprO0fGx9zq0XJDrd1xLD1jphGu9CQiIiIihh+dRiKycapqBauzN7ic86G5+Wu/dkfPuimHEs1ogbXBamiPZEXM4aa79x06Ut9/eDVVY2WANEs/+iMv3NBF0CyqCMgKcXjowDEzEUinqrZvGRGFOIGZiO7ZdwDONSmbhOAUTpyEmGvnigsvOHt2vIiD/ljbK8we+RKTus988auNFPA+xzhWuUsvPq8l1qjCAeacQGAeSTQZCjiXson30tQ7d27utKGmcGHfof7aoHEjXc3NSMu9/rUvVjVx3glyM/DODWH7Dx/NyTlftgq/ZfOEE2TD/Xv2qq9iNufN4uDyS87xACxBBHaq6jxUBFVVBYfcNCgEPlhMu7fNcJgRERER0RMRl3o+mWg35IluoZDGvJWdew7E6+/Zv6YFipbF+vmXXbJ5YqS0JLFxRfuGW7/92a8/LJ1ZOG+5KXL/Vc+/xKVkcSAOBqfO9xQnF1fEBKbQuGXDjBmcwImH8ycWVsUXFqNDGusEbXrQxoWQUV39tTu/czC1Wx1nEkwLwBsM0pjbe+iwhSKriod3mJocFace0eBNnAOCJbGInMS7lX5jUqjBctw4M+0BJy5DjswthqLywXtJY91y64ZWVlVVGMxUfBhkWVhaFS+wrDlumJ0B4LycOLmgvjKVAPUaN0xPJ1UBDDCBCQTwyAKRUC73DHCwXAisaTbMTnOQERERERHDj06rnAsn22bGIT6bHzZ2410Hjg9kqMFi03bx1S+56Lxdm1CvSvCDoe45vPyNOx7ua8uZol69/KIzt034jsvBG0RStgzc+9DioFEFRLLL9bZNkx5Q1Qws9VK/MXUBORXIz3362Zsn29pfdpayFUfm++//2FUrA41JxEwsr8dVr9EkLkFUxAm63Xa7gmjjHVScQpypIMEUPmTDvkPH0OrArEDeuqHjDBAMFYdPLPmqq9mC5F1bZ2EQQVSFWCgKM5xYqlcGdQgBgKW0ZeOIAAL0mxStQNE2S5V33W63dG59QvKR7XtmliBumN2+g0fMl5Zz6bT0eXZ6kqOMiIiIiBh+dFoZWnC7ZsdEBKFyZfvgQm9YTcNC5eLFu6ae/5QNz7rozA4aS9mF0RMraVXHzHcD4phr3vaDz+7CgtaAwsyAJPj6TfcMLQjMI7d93rFxsnAKg0IOHD050BDVh6osMXjZpdt/4IoLt0yXVq+I+BzGPvK566+67q4khWaJ9VBTVNX+sIZzIoLgk6ovfOG9aoJmgzQpOZhYBlyWcv98vefAUV9UTpPX+ozNoy0HM1sdyqGFfpQy5xxy7/wzNiaF806cs5wdkBUHji8MNIhIcBYk7do80wJEta5dk+HKdqrrwvvCiQBJLQNqZjCDQaQ2v9DoDffsH+bSqWHYm+6WmyY7HGVERERExPCj00kRWh67Now6GACz7EKrSVIUaDcn3v7G72tle8Ezz3VWwzSZDKNkC0j1iPXe8NLnvvBpZ7asgQASDME7qRXX3Xpv41riC6ShxMEZ2zYHwDkXFQ8eOFKjslD50od66alnbPnpH3rOBZs7E2UNy73G2hvP/NP3XX1sqA2Cd6VZBnK3Ki0lJ6IxiwuLy721oTZW1OqbqIX3OcWsvtZyyYrPfO226Ko8HMBi0OGurZuQDHD75lb6WjTw5iTk3lnbxkuBwZz3XoCcVdzeYyejazUxQhAknbl9czCroJ1Kgg/a5LLsNlnml1fnVoZwlcKfeorQmN2JgfXFfeordyc3UvjCa71jdrwbwLNdiIiIiIjhR6eVD85sy0xLoDCTWHsvPriO1FvH7PLzt6Judm5tlYWDCAQOKppKG24ZcT/xphd1BBoHkGBSqHgxDBp858BRldIgTlNA3LpxVMxEkNUOzS1mV8EXomkkpK1jYbYV/uPPvHHU15VPoWofXRwe6/kv3njfaozZeRfEi3ZLqUSdJgd4X6Yse/cdMVehaJWFy7HJahZaw1AOPD5/3Z1Nlla3hdQUots2TLusInJ47mSUIpoE51xudm+eDQInzsycc4AZ5NCxFfUlBIpUemyeHisslmJj7bIUIOUmQ1155NiJ0GklcQaBwImK2FCdtMLff/yW+w/O18k5cS1nW2YmSmYfERERETH86DSTwjRvmppAThDnECXVLkcMFl7+3IsmqzTelqrA7IYZcwJALHtrqtx74WXnbx9HyKksvCIkKbKIwBaXev1o6rzl5MW2bdnUcklMzSDenVgYqCuzOUvNzGhrQyuNuN5FO/CiZz9F4ormJnQnBsXoBz77rVpCci5bFqSWz2fv2iEpBu+bOpkUN95+XxIZJBPAi4aiWotYibj6m/sfOrbsy1bs94NotyrGR1xwljUfn19KUmR1BnhJG2YmnUBEUoapwUwcDs/1EVoI3kzHx0baJUqnXptN05NOE5yEshPVf/2m+0JAk1XhDGZmgEZxt95//P2f/ALa01lamlVjs3nDlBfe4kdEREREDD86raIZYDu3bA0WnZgHNEWvgy2j8sZXvqAtQ+Q+DLMbJkxsfcav0HrMD9/y6udIjdIpICouy3rf2L59B105ohJM4SRf8dzLPMyJqqoX2X/kRHZegBQHZ+/cXEnTkTqt2b974/dtHA2Wm2JkbJjLuw8ufubae2uBijeLFfKPfP9LWmiQorjgypFPXHXtvQfm+yK1whXlakyLjX7sy/f+l3d/uG+lOm9p6J1t3jjbDrBce3EPH5jLIr4sTG2sXU6Pt00BQHMUp2oWDQeOnIjZpCjE7IytGwvAaRbY+WftLrSpvDOT7Ksvfu2mj1x1a19dA0STxtzQ3P1HFn/nj/5uiG7UQoqOGUrvdm6dcpo5zIiIiIjoiYj3+D2JfpbSJMj22ZHpuOjD1EqY9T5N6IO//jOvPXvDWAkb+GESO2Nnp3X/Qu03qA9FffLVz3/KORvHc4xShRyTt+RzElco/IGDixZbKAM0+GLt+c+7oF061MsIo2vJ33dgEA2uThNhsHPreBN9G3HDaN0aHfl3P/SCP3nPVb01B9das6k/+eANlz3zKWeOlWMa1flXPGvmv30w3z23sub9ahP6uumN7/zg61/xjKeeMdlttR44vPjBz96z/+h80nYSJAzRKZqm3rljY0BTlGaqBw8dV99A1kqHXRtn2qU0CQWs7aLZYFC1F1T2HDgpbtwkVWrnb+m0EVW6vSZ3J/xlF+z4+i0HMTras/KAbfv1v7vuUzc+9MMvvnhmcmy1bm67b+6D19yzstgpi45HiIbs28tradeOXW3rA2McaURERETE8KPTxkydK1slpkY6C4MefDvb8MKzd1z5nAuqDFVRh1JkemwkeGmG/VBqHC689IU/WHnUjQJeREQEYgZkw6G5XpQyigOk3W7NzrSAjFANzB2cx/xag2rUmpig0xsnQtHOMQLegJe98MK//cjHh7V3QZK6Qwsnf/+vPvDH73hjKWreFx7PuOSie79wRyhDrQI/enRt5S/+21Ud6XVHxg+djOXoZhRjUMC7nCOKytXN9OwoQmEpDuH3H1tEMaUQKDbNzASIE4jBO1FINllYsZgyvCukyv3VrRtmCpEcc6vy0eNZT9/5rdsfWMstdV0tq5zLa+8+dO+9Dwo0uXI1uqEfb5VtE59UnAjgpChmNszAhhxmRERERPRExKWeTyZexAmwYXoi5LrCoEyrr7zi0hEga4JL6z/vzVPjurbSKjN6c+fvnHzqedtErdsunZkIAIEEEzGPA8dOaNmCEyBOj7XHu1CTJK0B/N17DjfwcD6UIcOmpqcbiPl2RlDD1Gh42ZXPzPWKF/W+tKL9xeu/de0dD/R8y8x6vfjSlzyjLOEsipkqzHWin8jd3cf63dbk9uhCozmaZjgpR9GzUBRbNnVryKr6NYSjy31VcWbO8tbZ2WDwgBMxOEFpCCfmTpiqqJVaeCs2TkzCLDh4ZGf18y7duXv7iBOU7Q6Ss3I8l1MLOrrsJhd1NJYTZVVoalKsvTfNQ7N6bLQ7Nh6yFBxkRERERMTwo9NJzMOcGbZvmRl1/U46ed5seMWzL2gDAVFcDnA54pxt20ZdLAZHN7RW3/rqyydKK515ZNPofcgm5kKCaxQPHz6AYEF7lS1fsHWiLQAsGiLcl669wbmMuOrymov9nTu2RRVxpQAFMGb6tld+3/mzm6uB+GFVhU0mG//iPVcvxlIcJto4d9v0j7zi8mJ4om0Dr01q1MrJxWZCW1ubpMH6lfSe99yLXV4LGiXHTu6du2NDNkuhtffYUjRBGhbaa+eV87dPV0Aw8yJQMSs1F4cPHfIYtl1t/cWRYDu3blGNyA3ysC39C7aN/sef/tEdUwFrJyQPHUTRjuXs0I/nYsRcUQ7nr7j8wplRp71jY+Wgo8vPvOCMdgGI5zAjIiIiIoYfnU45ppyz99i2cbTIS2M2/5ZXPWNDSyVGJylbDCKlYdemqY6utNPxS8+dftXzn9rSaJrEzInXbCmpATHr4lpveeloK59spyOjwwNP3VaNqlYWvaCpmwfvvmXMr43piVbvwI6RdPbmbiXmLXptuhbHczpnonr3b7/93PHOyLAf+sNKw8MPHrrmyzdXVk/4OCHDX3jzla+6fMeMmx/V5VYwi0kMPg7H8sJLnzL7oT/5yZdd5Dr9faOrD20rl8aHB8+aGSksVg5HDh2odK2jJ8fj8bE4d/amqWAIgJhBxMyLyvzxk6X0u24u1A+Nl4vbt4x5qGUT84VJR/F9T938x7/0uqdMDifT0dFmocp9iYMQ+524PCvLv/y2l7z+BVsWH755S7vX6e2dyoevvHj7KICcOMyIiIiI6IlIzHhC/ZMl/Jqh+XIpyh17j+0/PtcMmxc968LN7WK0Qow9KYO3VtSwmPHZ62/LhX/a7s3nbp5q57oMrUffCBimJEWxVsd+Ez994x2Doh3gJ4JdsnXyoh0zkgYJxUIsrvrmPQsG74uxQrqSX/bcp49IDJZgCsvWLKgfr6uJa249tG9+TYJvhv3JMk+03asv3+69mJQD6yxkf+dDx75+20NfueXooZODzujUtonyx158xiuetbsM7u4H9z58bF41lM7JcPUHX/yMwobm/f2HV2546HjjilEvbrX36mdfODs2AjETFbOsvpdx0wP77j+50NOmNBsruq94zvlTbq2lEzBBaBQhqu/ndHxl+NEv33XjvXP75/u1uZ0bRp5y5sQrr3jKBTvG9+4/vvfAgZyRs3a8e/r5u8/YMO6b1aIzyZFGRERERAw/IiIiIiIi+teFSz2JiIiIiIgYfkRERERERMTwIyIiIiIiIoYfERERERERMfyIiIiIiIiI4UdEREREREQMPyIiIiIiImL4ERERERERMfyIiIiIiIiI4UdEREREREQMPyIiIiIiImL4EREREREREcOPiIiIiIiIGH5ERERERETE8CMiIqL/g/06FgAAAAAY5G+dSCHsW1XHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVXHb4KqqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcdvgqqqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVx2+Cqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVH7zSbQAAEINJREFUHb+qqqqOX1VVVcevqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVXHb4KqqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcdvgqqqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVXX8qqqqOn6Vdu0YROsygOP49//2XpF3FjfV4uJw0iQkWEFQnREKwo0tLo2OIqGbuOnkGE0tLYGLICkWp0GDNgRNhzeoEIIOcRxcmnX3/puE5ha1Ph94hgee6bd94QEAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBA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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">22<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h14 y5a ff6 fsa fc0 sc0 ls0 ws0">Możliwe j<span class="_ _1"></span>est <span class="_ _1"></span>wystąpieni<span class="_ _1"></span><span class="ff1">e </span>r<span class="_ _1"></span>yzyka <span class="_ _1"></span>kursowego <span class="_ _1"></span>związaneg<span class="_ _1"></span>o <span class="_ _1"></span>z <span class="_ _1"></span>kursami <span class="_ _1"></span>wymiany <span class="_ _1"></span>walut <span class="_ _1"></span>obcych<span class="_ _1"></span><span class="ff1">, <span class="_ _1"></span></span>jak<span class="_ _1"></span> również </div><div class="t m0 xb h1f yc4 ff6 fsa fc0 sc0 ls0 ws0">ryzyka <span class="_ _b"></span>wysokości <span class="_ _b"></span>stóp <span class="_ _b"></span>procentowych <span class="_ _b"></span>dla <span class="_ _1"></span>wa<span class="_ _1"></span>lut, <span class="_ _b"></span>w <span class="_ _1"></span>któ<span class="_ _1"></span>rych <span class="_ _b"></span>udzielane <span class="_ _b"></span>są <span class="_ _1"></span>kredy<span class="_ _1"></span>ty <span class="_ _b"></span>hipoteczne <span class="_ _1"></span>z<span class="_ _1"></span>aciągane </div><div class="t m0 xb h1f yc5 ff6 fsa fc0 sc0 ls0 ws0">przez <span class="_ _0"></span>nabywców w <span class="_ _4"></span>ce<span class="_ _1"></span>lu <span class="_ _0"></span>sfinansowania<span class="_ _1"></span> <span class="_ _0"></span>kupna nieruchomości <span class="_ _0"></span>mieszkaniowych. Obniżenie kursu <span class="_ _4"></span>z<span class="_ _1"></span>łotego </div><div class="t m0 xb h14 y272 ff6 fsa fc0 sc0 ls0 ws0">w <span class="_ _0"></span>stosunku <span class="_ _0"></span>do <span class="_ _0"></span>walut <span class="_ _0"></span>obcyc<span class="_ _1"></span>h, <span class="_ _0"></span>w <span class="_ _0"></span>szczególności franka <span class="_ _0"></span>sz<span class="_ _1"></span>wajcarskiego, <span class="_ _0"></span>dolara amerykańskiego <span class="_ _0"></span>i <span class="_ _0"></span>euro<span class="ff1">, jak </span></div><div class="t m0 xb h14 y325 ff6 fsa fc0 sc0 ls0 ws0">również <span class="_ _1c"> </span>wzrost <span class="_ _1c"> </span>stóp <span class="_ _1c"> </span>proc<span class="_ _1"></span>entowych <span class="_ _2"> </span>d<span class="_ _1"></span>la <span class="_ _2"> </span>tyc<span class="_ _1"></span>h <span class="_ _2"> </span>w<span class="_ _1"></span>alut<span class="_ _1"></span><span class="ff1">, <span class="_ _1c"> </span></span>prz<span class="_ _1"></span>ekładający <span class="_ _1c"> </span>się <span class="_ _2"> </span>n<span class="_ _1"></span>a <span class="_ _2"> </span>wz<span class="_ _1"></span>rost <span class="_ _1c"> </span>oprocentowan<span class="_ _1"></span>ia </div><div class="t m0 xb h1f y326 ff6 fsa fc0 sc0 ls0 ws0">kredytów, <span class="_ _1b"> </span>może <span class="_ _1a"> </span>spowodo<span class="_ _1"></span>wać, <span class="_ _1a"> </span>że <span class="_ _1a"> </span>nabywcy <span class="_ _1b"> </span>nie <span class="_ _1a"> </span>będą <span class="_ _1a"> </span>w <span class="_ _1b"> </span>stanie <span class="_ _1a"> </span>spłacać <span class="_ _1b"> </span>zac<span class="_ _1"></span>iągniętych <span class="_ _1a"> </span>kredytów </div><div class="t m0 xb h14 y327 ff1 fsa fc0 sc0 ls0 ws0">hipotecznych <span class="_ _b"></span>lub <span class="_ _b"></span>o<span class="_ _1"></span>graniczona <span class="_ _b"></span>zosta<span class="_ _1"></span><span class="ff6">nie <span class="_ _b"></span>zdolnoś<span class="_ _1"></span>ć <span class="_ _b"></span>nowych <span class="_ _b"></span>nabywców<span class="_ _1"></span> <span class="_ _b"></span>do<span class="_ _1"></span></span> <span class="_ _b"></span><span class="ff6">zaciągni<span class="_ _1"></span>ęcia <span class="_ _b"></span>takich <span class="_ _b"></span>kredy<span class="_ _1"></span>tów. </span></div><div class="t m0 xb h1f y328 ff6 fsa fc0 sc0 ls0 ws0">Może <span class="_ _4"></span>to <span class="_ _4"></span>spowodo<span class="_ _1"></span>wać <span class="_ _4"></span>ogran<span class="_ _1"></span>iczenie <span class="_ _4"></span>popytu <span class="_ _0"></span>na <span class="_ _4"></span>nowe <span class="_ _4"></span>mies<span class="_ _1"></span>zkania <span class="_ _4"></span>oraz <span class="_ _4"></span>dopro<span class="_ _1"></span>wadzić <span class="_ _4"></span>do <span class="_ _4"></span>z<span class="_ _1"></span>większonej <span class="_ _4"></span>liczby </div><div class="t m0 xb h1f y329 ff6 fsa fc0 sc0 ls0 ws0">przejęć <span class="_ _b"></span>nieruchomości <span class="_ _b"></span>przez <span class="_ _b"></span>banki, <span class="_ _b"></span>co <span class="_ _b"></span>może <span class="_ _b"></span>skutkować <span class="_ _b"></span>wprowadzeniem<span class="_ _1"></span> <span class="_ _b"></span>na <span class="_ _1"></span>r<span class="_ _1"></span>ynek <span class="_ _b"></span>zwiększonej <span class="_ _b"></span>liczby </div><div class="t m0 xb h14 y32a ff6 fsa fc0 sc0 ls0 ws0">lokali. <span class="_ _11"> </span>Powyższe <span class="_ _11"> </span>z<span class="_ _1"></span>darzenia <span class="_ _11"> </span>mogą <span class="_ _11"> </span>mi<span class="_ _1"></span>eć <span class="_ _11"> </span>negatywny <span class="_ _10"> </span>wpływ <span class="_ _11"> </span>na <span class="_ _11"> </span>ry<span class="_ _1"></span>nek <span class="_ _11"> </span>mieszkaniowy, <span class="_ _11"> </span>a<span class="_ _1"></span><span class="ff1"> <span class="_ _10"> </span>w <span class="_ _11"> </span>efekcie <span class="_ _11"> </span>na </span></div><div class="t m0 xb h14 y32b ff6 fsa fc0 sc0 ls0 ws0">działalność i sytuacj<span class="_ _1"></span>ę finansową Gr<span class="_ _1"></span>upy Kapitałowej<span class="_ _1"></span>.<span class="ff1"> </span></div><div class="t m0 xb h14 y32c ff6 fsa fc0 sc0 ls0 ws0">Wartość <span class="_ _12"></span>bilansowa <span class="_ _14"></span>inwestycj<span class="_ _1"></span>i <span class="_ _b"></span>długot<span class="_ _1"></span>erminowych<span class="_ _1"></span>, <span class="_ _12"></span>śro<span class="_ _1"></span>dków <span class="_ _12"></span>pieniężny<span class="_ _1"></span>ch <span class="_ _12"></span>ulokowan<span class="_ _1"></span>ych <span class="_ _12"></span>w<span class="_ _1"></span><span class="ff1"> <span class="_ _b"></span>ba<span class="_ _1"></span>nkach <span class="_ _14"></span>oraz </span></div><div class="t m0 xb h14 y32d ff6 fsa fc0 sc0 ls0 ws0">należności z tytułu dos<span class="_ _1"></span>taw i usług oraz p<span class="_ _1"></span>ozostałych od<span class="_ _1"></span>zwierciedla maksy<span class="_ _1"></span>malne ryzy<span class="_ _1"></span>ko kredytowe. <span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h1f y32e ff6 fsa fc0 sc0 ls0 ws0">Zaciągnięte przez spółki z Grupy Kapitałowej zobowiąz<span class="_ _1"></span>ania z tytułu zawar<span class="_ _1"></span>tych umów kredytowych oraz </div><div class="t m0 xb h14 y32f ff6 fsa fc0 sc0 ls0 ws0">z <span class="_ _11"> </span>tytułu <span class="_ _13"> </span><span class="ff1">em<span class="_ _1"></span>isji <span class="_ _11"> </span>obligacji <span class="_ _11"> </span>o <span class="_ _11"> </span>zmiennej <span class="_ _11"> </span></span>stopie <span class="_ _11"> </span>procentowej <span class="_ _11"> </span>są <span class="_ _11"> </span>narażone <span class="_ _11"> </span>na <span class="_ _13"> </span>r<span class="_ _1"></span>yzyko <span class="_ _11"> </span>z<span class="_ _1"></span>miany <span class="_ _13"> </span>prz<span class="_ _1"></span>epływów </div><div class="t m0 xb h14 y330 ff6 fsa fc0 sc0 ls0 ws0">pieniężnych w<span class="ff1"> <span class="_ _0"></span><span class="ff6">wyniku zmian <span class="_ _0"></span>stóp procentowych. Grupa <span class="_ _0"></span>Kapitałowa nie <span class="_ _0"></span>zabezpiecza się <span class="_ _0"></span>przed ryzykiem </span></span></div><div class="t m0 xb h1f y331 ff6 fsa fc0 sc0 ls0 ws0">stopy procentowej. Grupa <span class="_ _1"></span>Kapitałowa nie stosuje rów<span class="_ _1"></span>nież zabezpieczeń prze<span class="_ _1"></span>d ryzyk<span class="_ _1"></span>iem wahań kursów </div><div class="t m0 xb h14 y332 ff1 fsa fc0 sc0 ls0 ws0">wymiany <span class="_ _1a"> </span>walu<span class="ff6">t. <span class="_ _1a"> </span>Krótkoter<span class="_ _1"></span>minowe <span class="_ _1a"> </span>należności <span class="_ _1a"> </span>i <span class="_ _1d"> </span>zobowiązani<span class="_ _1"></span>a <span class="_ _1b"> </span>n<span class="_ _1"></span>ie <span class="_ _1a"> </span>są <span class="_ _1a"> </span>narażone <span class="_ _1a"> </span>na <span class="_ _1a"> </span>ryzyko <span class="_ _1a"> </span>stopy </span></div><div class="t m0 xb h14 y333 ff1 fsa fc0 sc0 ls0 ws0">procentowej. <span class="_ _1"></span> </div><div class="t m0 x1c h15 y334 ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyko istotnych zakłóceń przepływów środków pieniężnych<span class="ff2"> </span></span></span></div><div class="t m0 xb h1f y335 ff6 fsa fc0 sc0 ls0 ws0">Grupa <span class="_ _2"> </span>Kapitałowa <span class="_ _2"> </span>ma<span class="_ _1"></span> <span class="_ _2"> </span>zawarte <span class="_ _2"> </span>umowy <span class="_ _2"> </span>z <span class="_ _2"> </span>wy<span class="_ _1"></span>konawc<span class="_ _1"></span>ami <span class="_"> </span>or<span class="_ _1"></span>az <span class="_ _2"> </span>zapewnio<span class="_ _1"></span>ne <span class="_ _2"> </span>finansowanie <span class="_ _2"> </span>rea<span class="_ _1"></span>lizacji </div><div class="t m0 xb h1f y336 ff6 fsa fc0 sc0 ls0 ws0">prowadzonych <span class="_ _13"> </span>inwestyc<span class="_ _1"></span>ji, <span class="_ _13"> </span>dzięki <span class="_ _13"> </span>czemu <span class="_ _13"> </span>przepływy <span class="_ _11"> </span>pieniężne <span class="_ _13"> </span>na <span class="_ _14"> </span>k<span class="_ _1"></span>olejne <span class="_ _13"> </span>okresy <span class="_ _13"> </span>są <span class="_ _13"> </span>w <span class="_ _13"> </span>Grupie <span class="_ _13"> </span>z <span class="_ _13"> </span>góry<span class="_ _1"></span> </div><div class="t m0 xb h14 y337 ff6 fsa fc0 sc0 ls0 ws0">określone i pozwalają zm<span class="_ _1"></span>inimalizować ryzy<span class="_ _1"></span>ko istotnych zakłóceń <span class="_ _1"></span>przepływów<span class="_ _b"></span><span class="ff1"> </span>środków pieniężnych. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h15 y338 ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyko utraty płynności finansowej<span class="ff2"> </span></span></span></div><div class="t m0 xb h1f yb1 ff6 fsa fc0 sc0 ls0 ws0">Celem <span class="_ _17"> </span>zarzą<span class="_ _1"></span>dzania <span class="_ _17"> </span>płyn<span class="_ _1"></span>nością <span class="_ _17"> </span>fi<span class="_ _1"></span>nansową <span class="_ _17"> </span>jest<span class="_ _1"></span> <span class="_ _17"> </span>zabezp<span class="_ _1"></span>ieczenie <span class="_ _17"> </span>Grupy<span class="_ _1"></span> <span class="_ _17"> </span>Kapitałow<span class="_ _1"></span>ej <span class="_ _17"> </span>przed<span class="_ _1"></span> <span class="_ _17"> </span>jej<span class="_ _1"></span> </div><div class="t m0 xb h1f y339 ff6 fsa fc0 sc0 ls0 ws0">niewypłacalnością. <span class="_ _1"></span>Cel ten <span class="_ _1"></span>jest r<span class="_ _1"></span>ealizowany poprzez <span class="_ _1"></span>systematycz<span class="_ _1"></span>ne dokonywan<span class="_ _1"></span>ie projekc<span class="_ _1"></span>ji zadłużenia, </div><div class="t m0 xb h14 y33a ff1 fsa fc0 sc0 ls0 ws0">a <span class="ff6">następnie aranżacj<span class="_ _1"></span>ę odpowiedn<span class="_ _1"></span>ich źródeł finansowa<span class="_ _1"></span>nia. <span class="_ _1"></span></span> </div><div class="t m0 xb h48 y33b ff3 fs6 fc0 sc0 ls0 ws0">Opis <span class="_ _0"></span>innych <span class="_ _4"></span>c<span class="_ _1"></span>zynników <span class="_ _0"></span>ryzyka <span class="_ _4"></span>z określeniem <span class="_ _4"></span>stopnia, <span class="_ _0"></span>w j<span class="_ _0"></span>akim <span class="_ _0"></span>Grupa <span class="_ _0"></span>Kapitałowa<span class="_ _0"></span> </div><div class="t m0 xb h15 y33c ff2 fs6 fc0 sc0 ls0 ws0">jest <span class="ls1d">na</span> <span class="ff3">nie narażona</span> </div><div class="t m0 x1c h15 y33d ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyko związane z sytuacją polityczn<span class="ff2">o-</span>gospodarczą na Ukrainie<span class="ff2"> </span></span></span></div><div class="t m0 xb h14 y33e ff1 fsa fc0 sc0 ls0 ws0">Inwazja Republiki <span class="_ _0"></span>Federacji Rosyjskiej<span class="_ _1"></span> <span class="ls5">na <span class="_ _4"></span><span class="ls6">te<span class="ls0">ry<span class="_ _1"></span>torium <span class="_ _0"></span>Uk<span class="_ _1"></span>rainy <span class="ff6">niesie <span class="_ _4"></span>z<span class="_ _1"></span>a <span class="_ _0"></span>sobą<span class="ff1"> </span>poważne skutki <span class="_ _0"></span>dla <span class="_ _0"></span>polskiej </span></span></span></span></div><div class="t m0 xb h14 y33f ff1 fsa fc0 sc0 ls0 ws0">gospodarki, w ty<span class="_ _1"></span>m m.in. dla <span class="_ _1"></span><span class="ff6">branż</span>y budow<span class="_ _1"></span>lanej<span class="ls6">. </span>Czynni<span class="_ _1"></span>ki takie jak: (1<span class="_ _1"></span><span class="lsc">) </span><span class="ff6">wzrost kosztów paliw, <span class="_ _1"></span></span>gazu oraz<span class="_ _1"></span> </div><div class="t m0 xb h14 y191 ff1 fsa fc0 sc0 ls0 ws0">energii elektrycznej, <span class="_ _1"></span><span class="ff6">przekładający się na</span> <span class="ff6">wzr<span class="_ _1"></span>ost kosztów mat<span class="_ _1"></span>eriałów budowlanyc<span class="_ _1"></span>h oraz wykonawstwa, </span></div><div class="t m0 xb h1f y340 ff6 fsa fc0 sc0 ls0 ws0">(2) <span class="_ _11"> </span>możliwe <span class="_ _10"> </span>zaburzenia <span class="_ _10"> </span>łańcuc<span class="_ _1"></span>ha <span class="_ _11"> </span>dostaw <span class="_ _10"> </span>surowców<span class="_ _1"></span> <span class="_ _11"> </span>i <span class="_ _11"> </span>mat<span class="_ _1"></span>eriałów <span class="_ _10"> </span>importowany<span class="_ _1"></span>ch <span class="_ _11"> </span>z <span class="_ _10"> </span>państw <span class="_ _11"> </span>Euro<span class="_ _1"></span>py </div><div class="t m0 xb h14 y2ac ff1 fsa fc0 sc0 ls0 ws0">Wschodniej, <span class="_ _0"></span>(3) <span class="ff6">osłabienie <span class="_ _0"></span>kursu <span class="_ _0"></span>złotego, (4) <span class="_ _4"></span>możl<span class="_ _1"></span>iwość podwyżek <span class="_ _4"></span>s<span class="_ _1"></span>tóp <span class="_ _0"></span>procentowych, (5) <span class="_ _4"></span>z<span class="_ _1"></span>mniejszenie </span></div><div class="t m0 xb h1f y341 ff6 fsa fc0 sc0 ls0 ws0">liczby <span class="_ _1a"> </span>osób <span class="_ _1d"> </span>narodo<span class="_ _1"></span>wości <span class="_ _1d"> </span>ukraińskiej <span class="_ _1d"> </span>zatrudnionyc<span class="_ _1"></span>h <span class="_ _1a"> </span>w <span class="_ _1d"> </span>branży <span class="_ _1d"> </span>budow<span class="_ _1"></span>lanej, <span class="_ _1a"> </span>w <span class="_ _e"> </span>razie <span class="_ _1d"> </span>wystąpienia </div><div class="t m0 xb h14 ybe ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">przyszłośc<span class="_ _1"></span>i</span>, <span class="_ _10"> </span><span class="ff6">mogą <span class="_"> </span>mieć <span class="_ _11"> </span>wpływ <span class="_"> </span>także <span class="_ _11"> </span>n<span class="_ _1"></span>a <span class="_ _10"> </span>działa<span class="_ _1"></span>lność <span class="_ _10"> </span>Spółki, <span class="_"> </span>a <span class="_ _11"> </span>w <span class="_"> </span>szczególności <span class="_"> </span></span><span class="ls5">na <span class="_ _10"> </span></span><span class="ff6">term<span class="_ _1"></span>inowość </span></div><div class="t m0 xb h14 y88 ff1 fsa fc0 sc0 ls0 ws0">reali<span class="ff6">zowania prz<span class="_ _1"></span>edsięwzięć <span class="_ _1"></span></span>deweloperskich<span class="_ _1"></span>, wzrost <span class="ff6">ko<span class="_ _1"></span>sztów</span> czy<span class="_ _1"></span> spadek zainteres<span class="_ _1"></span>owania oferow<span class="_ _1"></span>anymi </div><div class="t m0 xb h14 y342 ff1 fsa fc0 sc0 ls0 ws0">lokalami.  </div><div class="t m0 xb h14 y343 ff1 fsa fc0 sc0 ls0 ws0">Aktualnie <span class="_ _b"></span>trudno <span class="_ _b"></span>precyz<span class="_ _1"></span>yjn<span class="lsd">ie<span class="_ _1"></span></span> <span class="_ _b"></span><span class="ff6">oszacować <span class="_ _b"></span>wpływ <span class="_ _b"></span>wojny <span class="_ _b"></span>w <span class="_ _b"></span></span>Uk<span class="_ _1"></span>rainie <span class="_ _b"></span><span class="ls11">na</span> <span class="_ _b"></span>funkcjonowanie <span class="_ _b"></span><span class="ff6">S<span class="_ _1"></span>półki. <span class="_ _b"></span>Na <span class="_ _b"></span>dzień </span></div><div class="t m0 xb h14 y344 ff6 fsa fc0 sc0 ls0 ws0">sporządzenia<span class="ff1"> <span class="_ _16"> </span>niniejszego <span class="_ _16"> </span>sprawozdania <span class="_ _d"> </span>finansow<span class="_ _1"></span>ego <span class="_ _d"> </span></span>Zarzą<span class="_ _1"></span>d<span class="ff1"> <span class="_ _d"> </span></span>ni<span class="_ _1"></span>e <span class="_ _d"> </span>zidenty<span class="_ _1"></span>fikował <span class="_ _d"> </span>oko<span class="_ _1"></span>liczności </div><div class="t m0 xb h14 y345 ff6 fsa fc0 sc0 ls0 ws0">wskazujący<span class="_ _1"></span>ch <span class="_ _1"></span>na <span class="_ _1"></span>zagrożenie <span class="_ _b"></span>kontynuowania <span class="_ _1"></span>działa<span class="_ _1"></span>lności <span class="_ _1"></span>przez <span class="_ _b"></span>Spół<span class="_ _0"></span>kę<span class="_ _b"></span><span class="ff1"> <span class="_ _1"></span></span>oraz <span class="_ _1"></span>jedn<span class="_ _1"></span>ostki <span class="_ _1"></span>zależne. <span class="_ _b"></span>Zarząd </div><div class="t m0 xb h14 y346 ff6 fsa fc0 sc0 ls0 ws0">Spółki <span class="_ _2"> </span>na <span class="_"> </span>bieżąco<span class="_ _1"></span> <span class="_ _2"> </span>monitoruje <span class="_ _2"> </span>sytuację <span class="_ _2"> </span>i <span class="_"> </span>a<span class="_ _1"></span>nalizuje <span class="_ _2"> </span>jej <span class="_ _2"> </span>potencjalny <span class="_ _2"> </span>wpływ <span class="_ _2"> </span>zarówno <span class="_ _1c"> </span><span class="ff1">z <span class="_ _2"> </span>pers<span class="_ _1"></span>pektywy </span></div><div class="t m0 xb h14 y347 ff6 fsa fc0 sc0 ls0 ws0">poszczególnych pr<span class="_ _1"></span>ojektów,<span class="ff1"> <span class="_ _1"></span>jak i </span>całej<span class="ff1"> </span>Grupy oraz jej<span class="_ _1"></span> długofalowych za<span class="_ _1"></span>mierzeń.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y348 ff1 fsa fc0 sc0 ls0 ws0"> <span class="_ _18"> </span> </div></div></div><div class="pi"></div></div>
<div id="pf17" class="pf w0 h0"><div class="pc pc17 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">23<span class="ff5 fs6 ls0"> </span></div><div class="t m0 x1c h15 y2dd ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyko związane z celami strategicznymi<span class="ff2"> </span></span></span></div><div class="t m0 xb h14 y2de ff6 fsa fc0 sc0 ls0 ws0">Grupa <span class="_ _b"></span>Kapitałowa<span class="_ _1"></span> <span class="_ _b"></span>nie <span class="_ _b"></span>moż<span class="_ _1"></span>e <span class="_ _b"></span>zapewn<span class="_ _1"></span>ić, <span class="_ _b"></span>że <span class="_ _12"></span><span class="ff1">jej <span class="_ _b"></span></span>c<span class="_ _1"></span>ele <span class="_ _b"></span>strateg<span class="_ _1"></span>iczne <span class="_ _b"></span>zostaną<span class="_ _1"></span> <span class="_ _b"></span>osiągnięte. <span class="_ _b"></span>Ryn<span class="_ _1"></span>ek, <span class="_ _b"></span>na <span class="_ _b"></span>który<span class="_ _1"></span>m </div><div class="t m0 xb h14 y2df ff6 fsa fc0 sc0 ls0 ws0">działa, <span class="_ _b"></span>po<span class="_ _1"></span>dlega <span class="_ _b"></span>z<span class="_ _1"></span>mianom, <span class="_ _12"></span>k<span class="_ _1"></span>tórych <span class="_ _12"></span>kierunek <span class="_ _12"></span>i<span class="ff1"> <span class="_ _12"></span></span>s<span class="_ _1"></span>kala <span class="_ _b"></span>z<span class="_ _1"></span>ależne <span class="_ _b"></span>są <span class="_ _12"></span>od <span class="_ _12"></span>wie<span class="_ _1"></span>lu <span class="_ _b"></span>cz<span class="_ _1"></span>ynników<span class="_ _1"></span><span class="ff1 ls6">. <span class="_ _12"></span></span>Przyszła <span class="_ _12"></span>p<span class="ff1">ozy<span class="_ _1"></span>cja, </span></div><div class="t m0 xb h14 y349 ff1 fsa fc0 sc0 ls0 ws0">a w <span class="_ _13"></span>efekcie <span class="_ _13"></span>przychody <span class="_ _13"> </span>i <span class="_ _13"> </span><span class="ff6">zy<span class="_ _1"></span>ski <span class="_ _13"> </span>Grupy, <span class="_ _13"> </span>zależne <span class="_ _13"> </span>są <span class="_ _13"> </span>od <span class="_ _11"> </span>skuteczności <span class="_ _13"> </span>wypracowanej<span class="_ _1"></span> <span class="_ _13"> </span>strategii <span class="_ _13"> </span>działania. </span></div><div class="t m0 xb h14 y202 ff6 fsa fc0 sc0 ls0 ws0">Podjęcie <span class="_ _10"> </span>nietrafnych <span class="_ _10"> </span>decy<span class="_ _1"></span>zji <span class="_ _10"> </span>wynikającyc<span class="_ _1"></span>h <span class="_ _10"> </span>z<span class="ff1"> <span class="_ _10"> </span></span>niewłaśc<span class="_ _1"></span>iwej <span class="_ _11"> </span>oc<span class="_ _1"></span>eny <span class="_ _10"> </span>sytuac<span class="_ _1"></span>ji <span class="_ _11"> </span>lub <span class="_ _10"> </span>niezdo<span class="_ _1"></span>lność <span class="_ _10"> </span>adaptacji </div><div class="t m0 xb h14 y34a ff1 fsa fc0 sc0 ls5 ws0">do<span class="ls0"> <span class="ff6">zmieniającyc<span class="_ _1"></span>h <span class="_ _b"></span>się <span class="_ _12"></span>warunków <span class="_ _12"></span>rynkowych <span class="_ _12"></span>mogą <span class="_ _12"></span>mieć<span class="_ _1"></span> <span class="_ _b"></span>negatywny <span class="_ _12"></span>wpływ <span class="_ _12"></span>na <span class="_ _b"></span>wy<span class="_ _1"></span>niki <span class="_ _12"></span>finansowe <span class="_ _12"></span>Grupy </span></span></div><div class="t m0 xb h14 y34b ff6 fsa fc0 sc0 ls0 ws0">Kapitałowej.<span class="ff1"> </span></div><div class="t m0 x1c h15 y34c ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyka towarzyszące realizacji projektów <span class="_ _0"></span>deweloperskich<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xb h1f y170 ff6 fsa fc0 sc0 ls0 ws0">Projekty <span class="_ _13"> </span>dewel<span class="_ _1"></span>operskie <span class="_ _13"> </span>re<span class="_ _1"></span>alizowane <span class="_ _11"> </span>przez <span class="_ _13"> </span>Grupę <span class="_ _11"> </span>Kapitałową <span class="_ _13"> </span>wymag<span class="_ _1"></span>ają <span class="_ _13"> </span>znac<span class="_ _1"></span>znego <span class="_ _11"> </span>z<span class="_ _1"></span>aangażowania<span class="_ _1"></span> </div><div class="t m0 xb h14 y171 ff6 fsa fc0 sc0 ls0 ws0">kapitałowego i są w swej istocie<span class="ff1"> </span>obarczon<span class="_ _1"></span>e wieloma ryzyk<span class="_ _1"></span>ami. Takie <span class="_ _0"></span>ryzy<span class="_ _1"></span>ka obejmują w<span class="_ _1"></span><span class="ff1"> </span>szczególności: </div><div class="t m0 xb h14 y172 ff1 fsa fc0 sc0 ls0 ws0">(1) <span class="ff6">nieuzysk<span class="_ _1"></span>anie <span class="_ _1f"> </span>l<span class="_ _1"></span>ub <span class="_ _a"> </span>wzruszenie <span class="_ _a"> </span>uzyskanych <span class="_ _a"> </span>już <span class="_ _a"> </span>po<span class="_ _0"></span>zwoleń, <span class="_ _a"> </span>zezwoleń <span class="_ _a"> </span>lub <span class="_ _a"> </span>innych <span class="_ _a"> </span>de<span class="_ _0"></span>cyzj<span class="_ _1"></span>i </span></div><div class="t m0 xb h1f y34d ff6 fsa fc0 sc0 ls0 ws0">administracyjny<span class="_ _1"></span>ch <span class="_"> </span>niezbęd<span class="_ _1"></span>nych <span class="_"> </span>do <span class="_ _2"> </span>wykorzystania <span class="_ _2"> </span>gruntu <span class="_"> </span>oraz<span class="_ _1"></span> <span class="_"> </span>real<span class="_ _1"></span>izacji <span class="_"> </span>pr<span class="_ _1"></span>ojektów <span class="_ _2"> </span>deweloperskich </div><div class="t m0 xb h14 ya3 ff6 fsa fc0 sc0 ls0 ws0">zgodnie <span class="_ _13"> </span>z <span class="_ _11"> </span>planami <span class="_ _13"> </span>sp<span class="_ _1"></span>ółki, <span class="_ _11"> </span>(2) <span class="_ _13"> </span>opóźnienie <span class="_ _11"> </span>rozpoczęcia <span class="_ _13"> </span>lub <span class="_ _11"> </span>zako<span class="_ _1"></span>ńcz<span class="_ _1"></span>enia <span class="_ _13"> </span>budowy<span class="_ _1"></span>, <span class="_ _11"> </span>(3)<span class="ff1"> </span>wzrost <span class="_ _11"> </span>kosztów </div><div class="t m0 xb h14 y34e ff6 fsa fc0 sc0 ls0 ws0">ponad pozio<span class="_ _1"></span>m założony <span class="_ _1"></span>w<span class="ff1"> <span class="_ _1"></span></span>budżeci<span class="_ _1"></span>e, (4)<span class="ff1"> </span>n<span class="_ _1"></span>iewypłacalnoś<span class="_ _1"></span>ć wyk<span class="_ _1"></span>onawców lub <span class="_ _1"></span>podwykonawców, <span class="_ _1"></span>(5) spory<span class="_ _1"></span> </div><div class="t m0 xb h14 y34f ff1 fsa fc0 sc0 ls0 ws0">pracownicze <span class="_ _b"></span>u <span class="ff6">wyk<span class="_ _1"></span>onawców <span class="_ _b"></span>lub <span class="_ _b"></span>podwykon<span class="_ _1"></span>awców, <span class="_ _b"></span>(6) <span class="_ _b"></span>niedobór <span class="_ _b"></span>mater<span class="_ _1"></span>iałów <span class="_ _b"></span>lub <span class="_ _b"></span>sprz<span class="_ _1"></span>ętu <span class="_ _b"></span>budowlanego, </span></div><div class="t m0 xb h14 y350 ff1 fsa fc0 sc0 ls0 ws0">(7) <span class="ff6">nieszczęśliwe <span class="_ _13"> </span>wy<span class="_ _1"></span>padki <span class="_ _11"> </span>lub <span class="_ _13"> </span>nieprzewidziane<span class="_ _1"></span> <span class="_ _13"> </span>trudnoś<span class="_ _1"></span>ci <span class="_ _13"> </span>techniczne,<span class="_ _1"></span> <span class="_ _13"> </span>(8) <span class="_ _11"> </span>brak <span class="_ _13"> </span>możliwości <span class="_ _13"> </span>uzy<span class="_ _1"></span>skania </span></div><div class="t m0 xb h14 y351 ff6 fsa fc0 sc0 ls0 ws0">pozwoleń <span class="_ _2"> </span>umożl<span class="_ _1"></span>iwiającyc<span class="_ _1"></span>h <span class="_ _2"> </span>oddanie <span class="_ _1c"> </span>budynku <span class="_ _2"> </span>do<span class="_ _1"></span><span class="ff1"> <span class="_ _2"> </span></span>uż<span class="_ _1"></span>ytkowania <span class="_ _1c"> </span>lub <span class="_ _2"> </span>i<span class="_ _1"></span>nnych <span class="_ _2"> </span>wymaga<span class="_ _1"></span>nych <span class="_ _2"> </span>pozwo<span class="_ _1"></span>leń, </div><div class="t m0 xb h14 y352 ff1 fsa fc0 sc0 lsa ws0">co<span class="ls0"> w <span class="ff6">konsekwencji <span class="_ _13"> </span>może <span class="_ _14"> </span>p<span class="_ _1"></span>rowadzić <span class="_ _13"> </span>do: <span class="_ _14"> </span>(8a)<span class="_ _1"></span></span> <span class="ff6">odstępo<span class="_ _1"></span>wania <span class="_ _14"> </span>prz<span class="_ _1"></span>ez <span class="_ _13"> </span>klientów <span class="_ _14"> </span>od <span class="_ _13"> </span>umów <span class="_ _13"> </span>deweloperskich </span></span></div><div class="t m0 xb h1f y353 ff6 fsa fc0 sc0 ls0 ws0">albo <span class="_ _12"></span>(8b) <span class="_ _12"></span>z<span class="_ _1"></span>głaszania <span class="_ _12"></span>prz<span class="_ _1"></span>ez <span class="_ _14"></span>nich <span class="_ _12"></span>roszcz<span class="_ _1"></span>eń <span class="_ _12"></span>finansowy<span class="_ _1"></span>ch <span class="_ _12"></span>w <span class="_ _12"></span>z<span class="_ _1"></span>wiązku <span class="_ _12"></span>z <span class="_ _14"></span>brakiem <span class="_ _14"></span>przeniesienia <span class="_ _14"></span>własnośc<span class="_ _1"></span>i </div><div class="t m0 xb h14 y354 ff1 fsa fc0 sc0 ls0 ws0">lokalu <span class="_ _15"> </span>w <span class="_ _f"> </span>termin<span class="_ _1"></span><span class="ff6">ie, <span class="_ _15"> </span>jak<span class="_ _1"></span> <span class="_ _15"> </span>r<span class="_ _1"></span>ównież <span class="_ _f"> </span>(9)</span> zmia<span class="_ _1"></span>ny <span class="_ _15"> </span>w<span class="_ _1"></span> <span class="ff6">przepisach <span class="_ _f"> </span>regulujących <span class="_ _f"> </span>wykorz<span class="_ _1"></span>ystanie <span class="_ _15"> </span>grunt<span class="_ _1"></span>ów. </span></div><div class="t m0 xb h14 y355 ff6 fsa fc0 sc0 ls0 ws0">Wystąpienie każdej z<span class="ff1"> <span class="_ _0"></span><span class="ff6">powyżs<span class="_ _1"></span>zych okoli<span class="_ _0"></span>czności<span class="_ _1"></span> mo<span class="_ _0"></span>że spowodować opóźnienia w<span class="ff1"> </span>zakończeniu projektu, </span></span></div><div class="t m0 xb h1f y356 ff6 fsa fc0 sc0 ls0 ws0">wzrost <span class="_ _13"> </span>kosz<span class="_ _1"></span>tów <span class="_ _13"> </span>lub <span class="_ _13"> </span>utratę <span class="_ _11"> </span>przychodów <span class="_ _13"> </span>z <span class="_ _13"> </span>taki<span class="_ _1"></span>ego <span class="_ _13"> </span>projektu, <span class="_ _13"> </span>z<span class="_ _1"></span>abloko<span class="_ _1"></span>w<span class="_ _1"></span>anie <span class="_ _13"> </span>środków <span class="_ _11"> </span>zainwestowanych </div><div class="t m0 xb h14 y357 ff1 fsa fc0 sc0 ls0 ws0">w kupno <span class="_ _11"> </span>gruntu, <span class="_ _13"> </span>a <span class="_ _11"> </span>w <span class="_ _13"> </span><span class="ff6">niekt<span class="_ _1"></span>órych <span class="_ _11"> </span>przypadkach <span class="_ _13"> </span>brak <span class="_ _11"> </span>możliwości <span class="_ _13"> </span>z<span class="_ _1"></span>akoń<span class="_ _1"></span>czenia <span class="_ _11"> </span>projektu. <span class="_ _13"> </span>Może <span class="_ _11"> </span>to <span class="_ _13"> </span>mieć<span class="_ _1"></span> </span></div><div class="t m0 xb h14 y358 ff6 fsa fc0 sc0 ls0 ws0">negatywny wpływ na <span class="_ _1"></span>działalność i sytuac<span class="_ _1"></span>ję finansową G<span class="_ _1"></span>rupy Kapitałowej. <span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 x1c h9 y359 ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyko <span class="_ _1a"> </span>związane <span class="_ _1a"> </span>ze <span class="_ _1b"> </span>zmianą <span class="_ _1a"> </span>kosztów <span class="_ _1a"> </span>budowy <span class="_ _1a"> </span>oraz <span class="_ _1a"> </span>zależnością <span class="_ _1b"> </span>Grupy </span></span></div><div class="t m0 xf h15 y35a ff3 fs6 fc0 sc0 ls0 ws0">Kapitałowej <span class="ff2 ls1d">od </span>wykonawców robót budowlanych<span class="ff2"> </span></div><div class="t m0 xb h14 y35b ff6 fsa fc0 sc0 ls0 ws0">Grupa <span class="_ _b"></span>Kapitałowa <span class="_ _b"></span>zaw<span class="_ _1"></span>iera <span class="_ _b"></span>umowy <span class="_ _b"></span><span class="ff1">o <span class="_ _b"></span>rob<span class="_ _1"></span>oty <span class="_ _b"></span>budowlane <span class="_ _b"></span>z<span class="_ _1"></span> <span class="_ _b"></span>wyspecj<span class="_ _1"></span>alizowanymi <span class="_ _b"></span>firmam<span class="_ _1"></span>i <span class="_ _b"></span>wykonawczymi<span class="_ _1"></span> </span></div><div class="t m0 xb h14 y35c ff1 fsa fc0 sc0 ls0 ws0">i koordynuje <span class="_ _2"> </span>je <span class="_"> </span><span class="ff6">wł<span class="_ _1"></span>asnymi <span class="_ _2"> </span>siłami.</span> <span class="_ _2"> </span>Koszty <span class="_"> </span>r<span class="_ _1"></span>ealizacji <span class="_ _2"> </span><span class="ff6">projektów <span class="_ _2"> </span>mogą <span class="_"> </span>ule<span class="_ _1"></span>gać <span class="_"> </span>zmian<span class="_ _1"></span>ie <span class="_"> </span>wskutek<span class="_ _1"></span> <span class="_"> </span>wielu<span class="_ _1"></span> </span></div><div class="t m0 xb h14 y35d ff6 fsa fc0 sc0 ls0 ws0">czynników, <span class="_ _1b"> </span>mi<span class="_ _1"></span>ędzy <span class="_ _1b"> </span>in<span class="_ _1"></span>nymi <span class="_ _1b"> </span>z<span class="_ _1"></span><span class="ff1"> <span class="_ _1a"> </span></span>uwagi <span class="_ _1b"> </span>na: <span class="_ _1a"> </span>(1) <span class="_ _1b"> </span>z<span class="_ _1"></span>mianę <span class="_ _1b"> </span>z<span class="_ _1"></span>akresu <span class="_ _1a"> </span>projektu <span class="_ _1b"> </span>oraz <span class="_ _1a"> </span>zmiany <span class="_ _1a"> </span>w <span class="_ _1b"> </span>projek<span class="_ _1"></span>cie </div><div class="t m0 xb h14 y35e ff1 fsa fc0 sc0 ls0 ws0">architektonicznym; <span class="_ _17"> </span>(2) <span class="_ _17"> </span><span class="ff6">wzrost <span class="_ _17"> </span>cen <span class="_ _1e"> </span>materiałów <span class="_ _17"> </span>budowlanych; <span class="_ _17"> </span>(3) <span class="_ _1e"> </span>n<span class="_ _1"></span>iedobór<span class="_ _1"></span> <span class="_ _1e"> </span>wyk<span class="_ _1"></span>walifikowanych </span></div><div class="t m0 xb h1f y35f ff6 fsa fc0 sc0 ls0 ws0">pracowników <span class="_ _22"> </span>lub <span class="_ _22"> </span>wzrost <span class="_ _22"> </span>kosztów <span class="_ _22"> </span>ich <span class="_ _22"> </span>zatrudnienia; <span class="_ _22"> </span>(4) <span class="_ _22"> </span>niewykonanie <span class="_ _22"> </span>prac <span class="_ _22"> </span>przez </div><div class="t m0 xb h14 y360 ff1 fsa fc0 sc0 ls0 ws0">wykona<span class="ff6">wców/podwyk<span class="_ _1"></span>onawców<span class="_ _1"></span></span> <span class="_ _c"> </span>w <span class="_ _c"> </span>uzgodnionych <span class="_ _c"> </span>terminach<span class="_ _1"></span> <span class="_ _c"> </span>i <span class="_ _c"> </span>w <span class="_ _c"> </span>uzgodnionym <span class="_ _c"> </span>standardzie </div><div class="t m0 xb h14 y361 ff1 fsa fc0 sc0 ls0 ws0">akceptowalnym <span class="_ _11"> </span>dla <span class="_ _11"> </span>Grupy<span class="ff6">,<span class="_ _1"></span> <span class="_ _11"> </span>(5) <span class="_ _11"> </span>dobór <span class="_ _13"> </span>ni<span class="_ _1"></span>ewłaściwej <span class="_ _11"> </span>technologii <span class="_ _11"> </span>na <span class="_ _11"> </span>wstępnym <span class="_ _11"> </span>etapie <span class="_ _11"> </span>budowy. <span class="_ _11"> </span>Każdy<span class="_ _1"></span> </span></div><div class="t m0 xb h1f y362 ff6 fsa fc0 sc0 ls0 ws0">istotny <span class="_ _b"></span>wzrost <span class="_ _b"></span>kosztów <span class="_ _b"></span>l<span class="_ _1"></span>ub <span class="_ _b"></span>opóźnienie <span class="_ _b"></span>zako<span class="_ _1"></span>ńczenia <span class="_ _b"></span>realizacji <span class="_ _12"></span>projektów <span class="_ _b"></span>może <span class="_ _b"></span>n<span class="_ _1"></span>egatywnie <span class="_ _b"></span>w<span class="_ _1"></span>płynąć <span class="_ _b"></span>na </div><div class="t m0 xb h14 y363 ff6 fsa fc0 sc0 ls0 ws0">rentowność <span class="ff1">Gr<span class="_ _1"></span>upy</span>. Istnieje również ry<span class="_ _1"></span>zyko związane z<span class="ff1"> </span>utratą prz<span class="_ _1"></span>ez wykonawców <span class="_ _1"></span>płynności finans<span class="_ _1"></span>owej, </div><div class="t m0 xb h14 y364 ff1 fsa fc0 sc0 lsa ws0">co<span class="ls0"> <span class="ff6">może wpłynąć na jakość i</span> <span class="ff6">terminow<span class="_ _1"></span>ość realizacji zleconyc<span class="_ _1"></span>h prac. Utrata płynności finansowej<span class="_ _1"></span> może, </span></span></div><div class="t m0 xb h14 y365 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">skrajnych <span class="_"> </span>przypadkach, <span class="_"> </span>doprowadzić <span class="_ _10"> </span>do <span class="_"> </span>całkowitego <span class="_"> </span>zaprzestania <span class="_ _10"> </span>prac <span class="_"> </span>przez <span class="_"> </span>wykonawcę <span class="_ _10"> </span>robót </span></div><div class="t m0 xb h1f y366 ff6 fsa fc0 sc0 ls0 ws0">budowlanych i <span class="_ _1"></span>spowodowa<span class="_ _1"></span>ć konieczność<span class="_ _1"></span> jego z<span class="_ _1"></span>astąpienia. Ws<span class="_ _1"></span>zystkie op<span class="_ _1"></span>óźnienia <span class="_ _1"></span>i koszty <span class="_ _1"></span>związane ze<span class="_ _1"></span> </div><div class="t m0 xb h14 y367 ff6 fsa fc0 sc0 ls0 ws0">zmianą <span class="_ _1"></span>wy<span class="_ _1"></span>konawcy <span class="_ _b"></span>mogą <span class="_ _b"></span>wpłynąć <span class="_ _b"></span>negatywnie <span class="_ _b"></span>na <span class="_ _1"></span>ren<span class="_ _1"></span>towność <span class="_ _1"></span>pr<span class="_ _1"></span>oj<span class="_ _1"></span>ektu <span class="_ _b"></span>dewelopersk<span class="_ _1"></span>iego. <span class="_ _1"></span>Pomim<span class="_ _1"></span>o, <span class="_ _1"></span>że<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y368 ff1 fsa fc0 sc0 ls0 ws0">Grupa <span class="_"> </span><span class="ff6">stara <span class="_ _10"> </span>się <span class="_"> </span>ograniczać<span class="_ _1"></span> <span class="_ _10"> </span>takie <span class="_"> </span>ryzyko <span class="_"> </span>poprzez <span class="_ _10"> </span>ut<span class="_ _1"></span>rzymywanie <span class="_"> </span>długoterminowy<span class="_ _1"></span>ch <span class="_ _10"> </span>r<span class="_ _1"></span>elacji <span class="_ _10"> </span>z<span class="_ _b"></span></span> <span class="_"> </span><span class="ff6">grupą </span></div><div class="t m0 xb h14 y369 ff1 fsa fc0 sc0 ls0 ws0">sprawdzonych <span class="_ _0"></span>w<span class="ff6">ykonawc<span class="_ _1"></span>ów <span class="_ _0"></span>robót <span class="_ _4"></span>b<span class="_ _1"></span>udowlanych <span class="_ _0"></span>oraz <span class="_ _0"></span>posiada <span class="_ _0"></span>kadry <span class="_ _0"></span>przygotowa<span class="_ _1"></span>ne <span class="_ _0"></span>do <span class="_ _4"></span>prz<span class="_ _1"></span>ejęcia, <span class="_ _0"></span>w <span class="_ _4"></span>razi<span class="_ _1"></span>e </span></div><div class="t m0 xb h1f y36a ff6 fsa fc0 sc0 ls0 ws0">takiej <span class="_ _1"></span>k<span class="_ _1"></span>onieczności, <span class="_ _b"></span>kompetencji <span class="_ _1"></span>gen<span class="_ _1"></span>eralnego <span class="_ _b"></span>wykonawcy, <span class="_ _b"></span>zagrożenie <span class="_ _1"></span>ciągłośc<span class="_ _1"></span>i <span class="_ _1"></span>i <span class="_ _b"></span>stabilności <span class="_ _1"></span>dzi<span class="_ _1"></span>ałania, </div><div class="t m0 xb h14 y36b ff6 fsa fc0 sc0 ls0 ws0">w <span class="_ _b"></span>ty<span class="_ _1"></span>m <span class="_ _12"></span>utrata <span class="_ _14"></span>płynności <span class="_ _12"></span>przez<span class="_ _1"></span> <span class="_ _b"></span>k<span class="_ _1"></span>tóregokolwiek <span class="_ _12"></span>z<span class="_ _1"></span><span class="ff1"> </span>wy<span class="_ _1"></span>konawców <span class="_ _12"></span>real<span class="_ _1"></span>izujących <span class="_ _12"></span>proje<span class="_ _1"></span>kty <span class="_ _12"></span>może <span class="_ _12"></span>neg<span class="_ _1"></span>atywnie </div><div class="t m0 xb h14 y36c ff6 fsa fc0 sc0 ls0 ws0">wpłynąć <span class="ff1 ls5">na<span class="ls0"> </span></span>dz<span class="_ _1"></span>iałalność i<span class="ff1"> </span>sy<span class="_ _1"></span>tuację finansową Gr<span class="_ _1"></span>upy Kapitałow<span class="_ _1"></span>ej.<span class="ff1"> </span></div><div class="t m0 xb h14 y36d ff1 fsa fc0 sc0 ls0 ws0"> <span class="_ _18"> </span> </div></div></div><div class="pi"></div></div>
<div id="pf18" class="pf w0 h0"><div class="pc pc18 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">24<span class="ff5 fs6 ls0"> </span></div><div class="t m0 x1c h9 y2dd ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyko <span class="_ _21"> </span>związane <span class="_ _2"> </span>ze<span class="_ _0"></span> <span class="_ _21"> </span>wzros<span class="_ _1"></span>tem <span class="_ _21"> </span>kosztów <span class="_ _21"> </span>oper<span class="_ _1"></span>acyjnych <span class="_ _21"> </span>i <span class="_ _2"> </span>innych <span class="_ _21"> </span>kosztów </span></span></div><div class="t m0 xf h15 y119 ff3 fs6 fc0 sc0 ls0 ws0">działalności<span class="ff2"> </span></div><div class="t m0 xb h1f y11a ff6 fsa fc0 sc0 ls0 ws0">Koszty <span class="_ _1c"> </span>oper<span class="_ _1"></span>acyjne <span class="_ _1c"> </span>i <span class="_ _1b"> </span>inne <span class="_ _1c"> </span>k<span class="_ _1"></span>oszty <span class="_ _1c"> </span>G<span class="_ _1"></span>rupy <span class="_ _1c"> </span>Kapitałowej<span class="_ _1"></span> <span class="_ _1c"> </span>mogą <span class="_ _1c"> </span>wz<span class="_ _1"></span>rosnąć <span class="_ _1c"> </span>przy<span class="_ _1"></span> <span class="_ _1b"> </span>r<span class="_ _1"></span>ównoczesnym <span class="_ _1b"> </span>braku </div><div class="t m0 xb h1f y11b ff6 fsa fc0 sc0 ls0 ws0">odpowiedniego <span class="_ _15"> </span>wzrostu <span class="_ _e"> </span>p<span class="_ _1"></span>rzychodów. <span class="_ _e"> </span>Do <span class="_ _15"> </span>czynnikó<span class="_ _1"></span>w, <span class="_ _e"> </span>które <span class="_ _15"> </span>mogą <span class="_ _e"> </span>po<span class="_ _1"></span>wodować <span class="_ _15"> </span>wzrost <span class="_ _15"> </span>kosztów </div><div class="t m0 xb h14 y36e ff6 fsa fc0 sc0 ls0 ws0">operacyjnych <span class="_ _2"> </span>i <span class="_"> </span>innych <span class="_ _2"> </span>kosztów, <span class="_"> </span>zalicz<span class="_ _1"></span>yć <span class="_"> </span>można:<span class="_ _1"></span> <span class="_"> </span>(1)<span class="_ _1"></span> <span class="_"> </span>inflację; <span class="_"> </span>(<span class="_ _1"></span>2) <span class="_"> </span>wz<span class="_ _1"></span>rost <span class="_"> </span>podat<span class="_ _1"></span>ków <span class="_"> </span>i<span class="_ _b"></span><span class="ff1"> <span class="_"> </span></span>innyc<span class="_ _1"></span>h <span class="_"> </span>opłat<span class="_ _1"></span> </div><div class="t m0 xb h14 y327 ff1 fsa fc0 sc0 ls0 ws0">publicznoprawnych;<span class="_ _1"></span> <span class="_ _17"> </span>(3) <span class="_ _d"> </span>zmiany <span class="_ _d"> </span>w <span class="_ _d"> </span>przepisach <span class="_ _d"> </span>prawa <span class="_ _17"> </span>(w<span class="_ _1"></span> <span class="_ _d"> </span>tym <span class="_ _17"> </span>zmiany <span class="_ _d"> </span>dotyc<span class="_ _1"></span><span class="ff6">zące <span class="_ _d"> </span>przepisów </span></div><div class="t m0 xb h14 y328 ff6 fsa fc0 sc0 ls0 ws0">bezpieczeństwa <span class="_ _b"></span>i <span class="_ _b"></span>higieny <span class="_ _1"></span>p<span class="_ _1"></span>racy <span class="_ _b"></span>oraz <span class="_ _1"></span>przepisów <span class="_ _b"></span>o <span class="_ _b"></span>ochronie <span class="_ _1"></span>ś<span class="_ _1"></span>rodowiska) <span class="_ _b"></span>lub <span class="_ _b"></span>w<span class="ff1"> <span class="_ _b"></span></span>polityc<span class="_ _1"></span>e <span class="_ _1"></span>rz<span class="_ _1"></span>ądowej, <span class="_ _1"></span>kt<span class="_ _1"></span>óre </div><div class="t m0 xb h14 y36f ff6 fsa fc0 sc0 ls0 ws0">zwiększają <span class="_ _1d"> </span>koszty <span class="_ _1d"> </span>utrzymania <span class="_ _1d"> </span>zgodności <span class="_ _1d"> </span>z<span class="_ _1"></span><span class="ff1"> <span class="_ _1d"> </span></span>takimi <span class="_ _1d"> </span>przepisami <span class="_ _1a"> </span>l<span class="_ _1"></span>ub <span class="_ _1a"> </span>poli<span class="_ _1"></span>tyką; <span class="_ _1a"> </span>(<span class="_ _1"></span>4) <span class="_ _1a"> </span>wz<span class="_ _1"></span>rost <span class="_ _1a"> </span>k<span class="_ _1"></span>osztów </div><div class="t m0 xb h1f y370 ff6 fsa fc0 sc0 ls0 ws0">finansowania <span class="_ _11"> </span>działalnośc<span class="_ _1"></span>i <span class="_ _11"> </span>gospodarcz<span class="_ _1"></span>ej<span class="_ _1"></span>. <span class="_ _11"> </span>Wyżej <span class="_ _11"> </span>wymienione <span class="_ _11"> </span>czynniki <span class="_ _11"> </span>mogą <span class="_ _10"> </span>mieć <span class="_ _11"> </span>istotny <span class="_ _11"> </span>negatywny </div><div class="t m0 xb h14 y371 ff6 fsa fc0 sc0 ls0 ws0">wpływ na działalność<span class="_ _1"></span> i sytuację finansową Gr<span class="_ _1"></span>upy Kapit<span class="_ _1"></span>ałowej.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h9 y372 ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyko <span class="_ _23"> </span>związane <span class="_ _23"> </span>z <span class="_ _23"> </span>koncentra<span class="_ _0"></span>cją <span class="_ _23"> </span>działalności <span class="_ _23"> </span>operacyjnej <span class="_ _23"> </span>Grupy </span></span></div><div class="t m0 xf h15 y373 ff3 fs6 fc0 sc0 ls0 ws0">Kapitałowej <span class="ff2 ls1d">na<span class="ls0"> lokalnych rynkach mieszkaniowych </span></span></div><div class="t m0 xb h14 y374 ff6 fsa fc0 sc0 ls0 ws0">Obecnie <span class="_ _13"> </span>wszy<span class="_ _1"></span>stkie <span class="_ _13"> </span>proj<span class="_ _1"></span>ekty <span class="_ _13"> </span>dewelopersk<span class="_ _1"></span>ie <span class="_ _13"> </span>Grupy <span class="_ _11"> </span>Kapitałowej <span class="_ _13"> </span>reali<span class="_ _b"></span>zowane <span class="_ _13"> </span>są<span class="_ _1"></span> <span class="_ _13"> </span>w <span class="_ _13"> </span>Lu<span class="_ _1"></span>blinie, <span class="_ _11"> </span>Świdniku<span class="ff1">, </span></div><div class="t m0 xb h14 y375 ff6 fsa fc0 sc0 ls0 ws0">Zamościu<span class="ff1"> <span class="_ _11"> </span>oraz <span class="_ _10"> </span>Tomasz<span class="_ _1"></span>owie <span class="_ _11"> </span>Lube<span class="_ _1"></span>lskim</span>. <span class="_ _10"> </span>Grupa <span class="_ _10"> </span>Kapitałowa <span class="_ _10"> </span>na <span class="_ _11"> </span>bieżąco <span class="_ _10"> </span>analizuj<span class="_ _1"></span>e <span class="_ _11"> </span>rynek <span class="_ _10"> </span>działalności </div><div class="t m0 xb h14 y376 ff1 fsa fc0 sc0 ls0 ws0">deweloperskiej <span class="_"> </span>w <span class="_"> </span>innych <span class="_"> </span>pol<span class="_ _0"></span>skich<span class="_ _1"></span> <span class="_ _10"> </span>m<span class="_ _1"></span>iastach,<span class="_ _1"></span> <span class="_"> </span><span class="ff6">co <span class="_ _10"> </span>jed<span class="_ _1"></span>nak <span class="_"> </span>nie <span class="_ _10"> </span>zmien<span class="_ _1"></span>ia <span class="_"> </span>faktu, <span class="_ _10"> </span>że<span class="_ _1"></span> <span class="_"> </span>w <span class="_ _10"> </span>k<span class="_ _1"></span>rótkim <span class="_"> </span>i</span> <span class="ff6">średnim </span></div><div class="t m0 xb h14 y377 ff6 fsa fc0 sc0 ls0 ws0">horyzoncie <span class="_ _12"></span>czas<span class="_ _1"></span>owym, <span class="_ _12"></span>prz<span class="_ _1"></span>yc<span class="_ _1"></span>hody <span class="_ _12"></span>i <span class="_ _12"></span>zys<span class="_ _1"></span>ki <span class="_ _12"></span>gener<span class="_ _1"></span>owane <span class="_ _12"></span>prz<span class="_ _1"></span>ez <span class="_ _12"></span>Grup<span class="_ _1"></span>ę<span class="_ _1"></span><span class="ff1"> <span class="_ _14"></span></span>Kapitałową <span class="_ _14"></span>będą <span class="_ _12"></span>uz<span class="_ _1"></span>ależn<span class="_ _1"></span>ione <span class="_ _12"></span>od<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h1f y378 ff6 fsa fc0 sc0 ls0 ws0">sytuacji <span class="_"> </span>na <span class="_ _2"> </span>rynkach <span class="_"> </span>miesz<span class="_ _1"></span>kaniowych, <span class="_ _2"> </span>na <span class="_"> </span>który<span class="_ _1"></span>ch <span class="_"> </span>Grupa <span class="_ _2"> </span>Kapitałowa <span class="_"> </span>jes<span class="_ _1"></span>t <span class="_"> </span>już <span class="_"> </span>o<span class="_ _1"></span>becna. <span class="_"> </span>Ew<span class="_ _1"></span>entualne </div><div class="t m0 xb h14 y379 ff6 fsa fc0 sc0 ls0 ws0">pogorszenie <span class="_"> </span>koniunktury<span class="_ _1"></span> <span class="_"> </span>na <span class="_"> </span>tych <span class="_"> </span>rynkach <span class="_"> </span>może <span class="_"> </span>mieć <span class="_"> </span>n<span class="_ _1"></span>egatywny<span class="_ _1"></span> <span class="_"> </span>wpływ <span class="_"> </span>na <span class="_"> </span>działalnoś<span class="_ _1"></span>ć <span class="_"> </span>i<span class="ff1"> </span>sy<span class="_ _1"></span>tuację </div><div class="t m0 xb h14 y37a ff6 fsa fc0 sc0 ls0 ws0">finansową Grupy Kapit<span class="_ _1"></span>ałowej.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h9 y37b ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyko <span class="_ _b"></span>związane <span class="_ _b"></span>z <span class="_ _12"></span>ograniczoną <span class="_ _12"></span>możliwością <span class="_ _b"></span>wprowadzania <span class="_ _12"></span>do <span class="_ _b"></span>sprzedaży </span></span></div><div class="t m0 xf h15 y37c ff3 fs6 fc0 sc0 ls0 ws0">kolejnych mieszkań, nabycia kolejnych gruntów oraz cenami lokali<span class="ff2"> </span></div><div class="t m0 xb h1f y37d ff6 fsa fc0 sc0 ls0 ws0">Dalszy <span class="_ _e"> </span>rozwój <span class="_ _15"> </span>działalnoś<span class="_ _1"></span>ci <span class="_ _e"> </span>Grupy <span class="_ _e"> </span>Kap<span class="_ _1"></span>itałowej <span class="_ _e"> </span>z<span class="_ _1"></span>ależy<span class="_ _1"></span> <span class="_ _19"> </span>w <span class="_ _e"> </span>d<span class="_ _1"></span>ecydującym <span class="_ _e"> </span>s<span class="_ _1"></span>topniu <span class="_ _e"> </span>od: <span class="_ _15"> </span>możl<span class="_ _1"></span>iwości </div><div class="t m0 xb h1f y37e ff6 fsa fc0 sc0 ls0 ws0">rozpoczęcia <span class="_ _2"> </span>realizacji <span class="_ _1c"> </span>inwestycji <span class="_ _2"> </span>na <span class="_ _2"> </span>posiadanyc<span class="_ _1"></span>h <span class="_ _2"> </span>nieruchom<span class="_ _1"></span>ościach, <span class="_ _2"> </span>wprowad<span class="_ _1"></span>zania <span class="_ _2"> </span>do <span class="_ _2"> </span>sprze<span class="_ _1"></span>daży </div><div class="t m0 xb h14 y37f ff6 fsa fc0 sc0 ls0 ws0">kolejnych <span class="_ _12"></span>m<span class="_ _1"></span>ieszkań, <span class="_ _12"></span>z<span class="_ _1"></span>dolności <span class="_ _14"></span>pozyskiwania <span class="_ _14"></span>atrakcyj<span class="_ _1"></span>nych <span class="_ _12"></span>terenów <span class="_ _14"> </span>pod<span class="_ _b"></span><span class="ff1"> <span class="_ _12"></span>nowe <span class="_ _14"></span>projek<span class="_ _1"></span>ty <span class="_ _12"></span>dewelopers<span class="_ _1"></span>kie </span></div><div class="t m0 xb h14 y380 ff1 fsa fc0 sc0 ls5 ws0">po<span class="ls0"> konkurency<span class="_ _1"></span>jnych <span class="_ _0"></span>cenach <span class="_ _4"></span>oraz <span class="ff6">ich <span class="_ _4"></span>w<span class="_ _1"></span>łaściwego <span class="_ _0"></span>wykor<span class="_ _1"></span>zystania, <span class="_ _4"></span>a<span class="_ _1"></span> <span class="_ _4"></span>n<span class="_ _1"></span>astępn<span class="_ _1"></span>ie<span class="ff1"> <span class="_ _0"></span><span class="ls5">od<span class="ls0"> <span class="_ _0"></span><span class="ff6">zdolności <span class="_ _0"></span>do <span class="_ _0"></span>sprzedaży </span></span></span></span></span></span></div><div class="t m0 xb h14 y2cc ff6 fsa fc0 sc0 ls0 ws0">na <span class="_ _13"> </span>rynku <span class="_ _13"> </span>wybudowanyc<span class="_ _1"></span>h <span class="_ _13"> </span>mieszkań <span class="_ _13"> </span>w<span class="_ _1"></span><span class="ff1"> <span class="_ _13"> </span>odpow<span class="_ _1"></span>iednim <span class="_ _13"> </span>terminie <span class="_ _13"> </span>i<span class="_ _1"></span> <span class="_ _13"></span>z <span class="_ _13"> </span></span>satys<span class="_ _1"></span>fakcjonującą <span class="_ _13"> </span>marżą. <span class="_ _13"> </span>Zdolność<span class="_ _1"></span> </div><div class="t m0 xb h14 y381 ff1 fsa fc0 sc0 ls5 ws0">do<span class="ls0"> <span class="ff6">wypełnienia <span class="_ _1e"> </span>p<span class="_ _1"></span>owyższych <span class="_ _1e"> </span>z<span class="_ _1"></span>ałożeń <span class="_ _f"> </span>wy<span class="_ _1"></span>nika <span class="_ _1e"> </span>z <span class="_ _17"> </span></span>kolei <span class="_ _1e"> </span>w <span class="_ _17"> </span>znaczn<span class="ff6">ej <span class="_ _1e"> </span>mierz<span class="_ _1"></span>e <span class="_ _1e"> </span>z <span class="_ _1e"> </span>kondycj<span class="_ _1"></span>i <span class="_ _1e"> </span>rynków </span></span></div><div class="t m0 xb h14 y382 ff6 fsa fc0 sc0 ls0 ws0">mieszkaniowych, na który<span class="_ _1"></span>ch działa Grupa <span class="_ _1"></span>Kapitałowa<span class="_ _1"></span><span class="ff1">. </span></div><div class="t m0 xb h1f ydd ff6 fsa fc0 sc0 ls0 ws0">Pozyskanie gruntów w celu<span class="_ _1"></span> realizacji projektów dewelopers<span class="_ _1"></span>kich w przysz<span class="_ _1"></span>łości może być trudniejsze lub </div><div class="t m0 xb h1f y35f ff6 fsa fc0 sc0 ls0 ws0">bardziej kosztowne <span class="_ _0"></span>niż dotychczas z <span class="_ _0"></span>przyczyn takich <span class="_ _0"></span>jak: (1) <span class="_ _0"></span>silna <span class="_ _0"></span>konkurenc<span class="_ _1"></span>ja na<span class="_ _0"></span> rynku ni<span class="_ _0"></span>eruchom<span class="_ _1"></span>ości, </div><div class="t m0 xb h1f y383 ff6 fsa fc0 sc0 ls0 ws0">(2) <span class="_ _b"></span>czasochłonny <span class="_ _1"></span>proc<span class="_ _1"></span>es <span class="_ _1"></span>u<span class="_ _1"></span>zyskiwania <span class="_ _b"></span>pozwoleń <span class="_ _b"></span>adminis<span class="_ _1"></span>tracyjnych <span class="_ _b"></span>i <span class="_ _1"></span>innych <span class="_ _b"></span>niezbędnych <span class="_ _b"></span>decyzji, <span class="_ _b"></span>zgód </div><div class="t m0 xb h14 y384 ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">pozwoleń, <span class="_ _11"> </span>(3) <span class="_ _10"> </span>brak<span class="_ _1"></span> <span class="_ _11"> </span>miejs<span class="_ _1"></span>cowych <span class="_ _10"> </span>planów <span class="_ _11"> </span>za<span class="_ _1"></span>gospodarowan<span class="_ _1"></span>ia <span class="_ _11"> </span>przes<span class="_ _1"></span>trzennego <span class="_ _10"> </span>oraz <span class="_ _11"> </span>(<span class="_ _1"></span>4) <span class="_ _11"> </span>ogranicz<span class="_ _1"></span>ona </span></div><div class="t m0 xb h14 y385 ff6 fsa fc0 sc0 ls0 ws0">dostępność terenów z<span class="_ _1"></span><span class="ff1"> </span>odpowiedni<span class="_ _1"></span>ą infrastrukturą.<span class="_ _1"></span><span class="ff1">  </span></div><div class="t m0 xb h14 y386 ff6 fsa fc0 sc0 ls0 ws0">Rentowność <span class="_ _b"></span>działalności <span class="_ _b"></span>dewelopersk<span class="_ _1"></span>iej <span class="_ _b"></span>Grupy <span class="_ _b"></span>Kapitałowej <span class="_ _b"></span>zależy <span class="_ _b"></span>również <span class="_ _b"></span>bezpośrednio <span class="_ _14"></span><span class="ff1 ls5">od<span class="ls0"> <span class="_ _b"></span>poziomu<span class="_ _1"></span> </span></span></div><div class="t m0 xb h1f y387 ff6 fsa fc0 sc0 ls0 ws0">cen mieszkań w <span class="_ _1"></span>Polsce, a <span class="_ _1"></span>w szcz<span class="_ _1"></span>ególności w miastac<span class="_ _1"></span>h, w któryc<span class="_ _1"></span>h działa Grupa <span class="_ _1"></span>Kapitałowa.<span class="_ _1"></span> Nadpodaż </div><div class="t m0 xb h1f y388 ff6 fsa fc0 sc0 ls0 ws0">mieszkań <span class="_ _b"></span>wywołana <span class="_ _b"></span>zbyt <span class="_ _b"></span>dużą <span class="_ _b"></span>liczbą <span class="_ _b"></span>dostępnych <span class="_ _b"></span>lokali <span class="_ _b"></span>może <span class="_ _b"></span>negatywnie <span class="_ _b"></span>wpływać<span class="_ _1"></span> <span class="_ _b"></span>na <span class="_ _1"></span>ceny <span class="_ _b"></span>mieszkań<span class="_ _1"></span> </div><div class="t m0 xb h14 y389 ff1 fsa fc0 sc0 ls0 ws0">na <span class="_ _b"></span>rynku, <span class="_ _1"></span>na <span class="_ _b"></span>kt<span class="ff6">óry<span class="_ _1"></span>m <span class="_ _b"></span>działa <span class="_ _b"></span>Grupa <span class="_ _1"></span>Kapit<span class="_ _1"></span>ałowa. <span class="_ _b"></span>W</span> <span class="ff6">przy<span class="_ _1"></span>padku <span class="_ _b"></span>spadku <span class="_ _b"></span>cen <span class="_ _1"></span>m<span class="_ _1"></span>ieszkań, <span class="_ _b"></span>Grupa <span class="_ _1"></span>K<span class="_ _1"></span>apitałowa<span class="_ _1"></span> </span></div><div class="t m0 xb h14 y38a ff6 fsa fc0 sc0 ls0 ws0">nie może z<span class="_ _1"></span>apewnić, <span class="_ _1"></span>że będz<span class="_ _1"></span>ie w<span class="ff1"> <span class="_ _1"></span></span>stanie sprz<span class="_ _1"></span>edać wyb<span class="_ _1"></span>udowane m<span class="_ _1"></span>ieszkania po <span class="_ _1"></span>cenac<span class="_ _1"></span>h zapewniającyc<span class="_ _1"></span>h </div><div class="t m0 xb h14 y38b ff6 fsa fc0 sc0 ls0 ws0">założoną przez Grupę Ka<span class="_ _1"></span>pitałową rent<span class="_ _1"></span>owność.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y38c ff6 fsa fc0 sc0 ls0 ws0">Wszystkie <span class="_ _1"></span>powyższ<span class="_ _1"></span>e cz<span class="_ _1"></span>ynniki m<span class="_ _1"></span>ogą <span class="_ _1"></span>mieć <span class="_ _1"></span>negatywny <span class="_ _1"></span>wpływ <span class="_ _1"></span>n<span class="_ _1"></span>a dzi<span class="_ _1"></span>ałalność <span class="_ _1"></span>i<span class="_ _b"></span><span class="ff1"> </span>sytua<span class="_ _1"></span>cję <span class="_ _1"></span>finansową <span class="_ _1"></span>Grupy </div><div class="t m0 xb h14 y38d ff6 fsa fc0 sc0 ls0 ws0">Kapitałowej.<span class="ff1"> </span></div><div class="t m0 x1c h15 y38e ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyko związane z niekorzystnymi warunkami gruntowymi<span class="ff2"> </span></span></span></div><div class="t m0 xb h1f y38f ff6 fsa fc0 sc0 ls0 ws0">Nabywając <span class="_ _19"> </span>grunty <span class="_ _e"> </span>pod <span class="_ _19"> </span>nowe <span class="_ _19"> </span>pr<span class="_ _1"></span>ojekty <span class="_ _19"> </span>dewelopers<span class="_ _1"></span>kie <span class="_ _19"> </span>Grupa <span class="_ _e"> </span>K<span class="_ _1"></span>apitałowa <span class="_ _19"> </span>pr<span class="_ _1"></span>zeprowadza <span class="_ _19"> </span>an<span class="_ _1"></span>alizę </div><div class="t m0 xb h14 y390 ff6 fsa fc0 sc0 ls0 ws0">geotechniczną<span class="ff1"> <span class="_ _b"></span></span>pozy<span class="_ _1"></span>skiwanego <span class="_ _b"></span>gruntu. <span class="_ _b"></span>Ze <span class="_ _b"></span>względu <span class="_ _b"></span>na<span class="_ _1"></span> <span class="_ _b"></span>ograniczenia <span class="_ _b"></span>tej <span class="_ _12"></span>an<span class="_ _1"></span>alizy, <span class="_ _b"></span>nie <span class="_ _b"></span>można <span class="_ _b"></span>wykluczyć<span class="_ _1"></span>, </div></div></div><div class="pi"></div></div>
<div id="pf19" class="pf w0 h0"><div class="pc pc19 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">25<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h14 y91 ff6 fsa fc0 sc0 lsa ws0">że<span class="ff1 ls0"> w trakcie realizac<span class="_ _1"></span>ji proje<span class="_ _1"></span>ktu dewelopers<span class="_ _1"></span>kiego <span class="_ _1"></span>Grupa <span class="ff6">na<span class="_ _1"></span>potka nieprzewidzi<span class="_ _1"></span>ane trudności,<span class="_ _1"></span> które mogą<span class="_ _1"></span> </span></span></div><div class="t m0 xb h1f yc4 ff6 fsa fc0 sc0 ls0 ws0">spowodować <span class="_ _1e"> </span>opóźnie<span class="_ _1"></span>nie <span class="_ _f"> </span>lu<span class="_ _1"></span>b <span class="_ _f"> </span>z<span class="_ _1"></span>większyć<span class="_ _1"></span> <span class="_ _f"> </span>k<span class="_ _1"></span>oszt <span class="_ _1e"> </span>przygotowania <span class="_ _1e"> </span>gruntu <span class="_ _1e"> </span>pod<span class="_ _1"></span> <span class="_ _f"> </span>bud<span class="_ _1"></span>owę, <span class="_ _1e"> </span>takie <span class="_ _1e"> </span>jak </div><div class="t m0 xb h14 yc5 ff1 fsa fc0 sc0 ls5 ws0">np.<span class="ls0"> <span class="ff6">znaleziska <span class="_ _1"></span>arc<span class="_ _1"></span>heologicz<span class="_ _1"></span>ne. <span class="_ _1"></span>Czynniki <span class="_ _1"></span>takie <span class="_ _1"></span>m<span class="_ _1"></span>ogą <span class="_ _1"></span>mieć<span class="_ _1"></span> <span class="_ _1"></span>wpływ <span class="_ _1"></span>na <span class="_ _1"></span>kos<span class="_ _1"></span>zty <span class="_ _1"></span>lub <span class="_ _1"></span>harmono<span class="_ _1"></span>gram <span class="_ _1"></span>realizac<span class="_ _1"></span>ji </span></span></div><div class="t m0 xb h1f y272 ff6 fsa fc0 sc0 ls0 ws0">danego <span class="_ _b"></span>projekt<span class="_ _1"></span>u <span class="_ _b"></span>dewel<span class="_ _1"></span>operskiego <span class="_ _b"></span>l<span class="_ _1"></span>ub <span class="_ _b"></span>wręcz <span class="_ _12"></span>uniemożli<span class="_ _1"></span>wić <span class="_ _b"></span>jego <span class="_ _12"></span>realizac<span class="_ _b"></span>ję <span class="_ _b"></span>w <span class="_ _b"></span>plano<span class="_ _1"></span>wanej <span class="_ _b"></span>form<span class="_ _1"></span>ie. <span class="_ _b"></span>Może </div><div class="t m0 xb h14 y325 ff1 fsa fc0 sc0 ls6 ws0">to<span class="ls0"> <span class="ff6">mieć negatyw<span class="_ _1"></span>ny wpływ na działa<span class="_ _1"></span>lność i s<span class="_ _1"></span>ytuację finans<span class="_ _1"></span>ową Grupy Kapitałowej<span class="_ _1"></span>.<span class="_ _1"></span></span> </span></div><div class="t m0 x1c h9 y391 ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyko <span class="_ _13"> </span>odpowiedzialności <span class="_ _13"> </span>związanej <span class="_ _13"> </span>z <span class="_ _13"> </span>użytkowaniem <span class="_ _13"> </span>gruntu <span class="_ _13"> </span>w <span class="_ _11"> </span>aspekcie </span></span></div><div class="t m0 xf h15 y392 ff3 fs6 fc0 sc0 ls0 ws0">przepisów ochrony środowiska<span class="ff2"> </span></div><div class="t m0 xb h1f y16f ff6 fsa fc0 sc0 ls0 ws0">Zgodnie <span class="_ _19"> </span>z<span class="_ _1"></span> <span class="_ _e"> </span>polskim <span class="_ _e"> </span>pra<span class="_ _1"></span>wem <span class="_ _e"> </span>podmioty <span class="_ _15"> </span>użytkując<span class="_ _1"></span>e <span class="_ _19"> </span>grunty<span class="_ _1"></span>, <span class="_ _e"> </span>na <span class="_ _e"> </span>których <span class="_ _e"> </span>znaj<span class="_ _1"></span>dują <span class="_ _e"> </span>się <span class="_ _e"> </span>subs<span class="_ _1"></span>tancje </div><div class="t m0 xb h1f y393 ff6 fsa fc0 sc0 ls0 ws0">niebezpieczne <span class="_ _12"></span>l<span class="_ _1"></span>ub <span class="_ _12"></span>inne <span class="_ _14"></span>zanieczys<span class="_ _1"></span>zczenia, <span class="_ _12"></span>albo <span class="_ _12"></span>n<span class="_ _1"></span>a <span class="_ _12"></span>kt<span class="_ _1"></span>órych <span class="_ _12"></span>dosz<span class="_ _1"></span>ło <span class="_ _12"></span>do <span class="_ _12"></span>niek<span class="_ _1"></span>orzystnego <span class="_ _12"></span>prz<span class="_ _1"></span>ekształcenia </div><div class="t m0 xb h1f y394 ff6 fsa fc0 sc0 ls0 ws0">naturalnego <span class="_ _b"></span>uksz<span class="_ _1"></span>tałtowania <span class="_ _b"></span>terenu,<span class="_ _1"></span> <span class="_ _b"></span>mogą <span class="_ _b"></span>zostać<span class="_ _1"></span> <span class="_ _b"></span>zobowiązan<span class="_ _1"></span>e <span class="_ _b"></span>do <span class="_ _b"></span>ich <span class="_ _b"></span>us<span class="_ _1"></span>un<span class="_ _b"></span>ięcia, <span class="_ _b"></span>ponoszenia <span class="_ _b"></span>k<span class="_ _1"></span>osztów </div><div class="t m0 xb h1f y65 ff6 fsa fc0 sc0 ls0 ws0">rekultywacji <span class="_ _16"> </span>lub <span class="_ _16"> </span>zapłaty <span class="_ _16"> </span>administracyjnych <span class="_ _16"> </span>kar <span class="_ _16"> </span>pieniężnych. <span class="_ _16"> </span>Nie <span class="_ _d"> </span>m<span class="_ _1"></span>ożna <span class="_ _16"> </span>wykluczyć<span class="_ _1"></span> <span class="_ _16"> </span>ryzyka,<span class="_ _0"></span> </div><div class="t m0 xb h14 y1dd ff6 fsa fc0 sc0 lsa ws0">że<span class="ff1 ls0"> w <span class="ff6">przyszłości <span class="_ _4"></span>Gr<span class="_ _1"></span>upa <span class="_ _4"></span>Kapita<span class="_ _1"></span>łowa <span class="_ _4"></span>może <span class="_ _0"></span>być <span class="_ _4"></span>z<span class="_ _1"></span>obowiązana <span class="_ _0"></span>do <span class="_ _4"></span>zapłaty<span class="_ _1"></span> <span class="_ _4"></span>odszkodowa<span class="_ _1"></span>ń, <span class="_ _4"></span>adm<span class="_ _1"></span>inistracyjnyc<span class="_ _1"></span>h </span></span></div><div class="t m0 xb h1f y32e ff6 fsa fc0 sc0 ls0 ws0">kar <span class="_ _13"> </span>pieniężnyc<span class="_ _1"></span>h <span class="_ _13"> </span>cz<span class="_ _1"></span>y <span class="_ _13"> </span>pon<span class="_ _1"></span>oszenia <span class="_ _13"> </span>kosz<span class="_ _1"></span>tów <span class="_ _11"> </span>rekultyw<span class="_ _1"></span>acji <span class="_ _13"> </span>wy<span class="_ _1"></span>nikających <span class="_ _11"> </span>z <span class="_ _13"> </span>zanieczys<span class="_ _1"></span>zczenia <span class="_ _13"> </span>ś<span class="_ _1"></span>rodowiska </div><div class="t m0 xb h14 y32f ff1 fsa fc0 sc0 ls5 ws0">na<span class="ls0"> gruntach <span class="_ _14"></span><span class="ff6">posiadanyc<span class="_ _1"></span>h <span class="_ _12"></span>l<span class="_ _1"></span>ub <span class="_ _12"></span>nabywa<span class="_ _1"></span>nych <span class="_ _12"></span>przez<span class="_ _1"></span> <span class="_ _12"></span>Gru<span class="_ _1"></span>pę <span class="_ _12"></span>Kapitałow<span class="_ _1"></span>ą. <span class="_ _12"></span>Może<span class="_ _1"></span> <span class="_ _12"></span>to <span class="_ _14"></span>mieć <span class="_ _14"></span>negatywny <span class="_ _14"></span>wpływ </span></span></div><div class="t m0 xb h14 y375 ff1 fsa fc0 sc0 ls5 ws0">na<span class="ls0"> <span class="ff6">działalność, wy<span class="_ _1"></span>niki, sytuacj<span class="_ _1"></span>ę finansową lub pers<span class="_ _1"></span>pektywy rozwoju Gr<span class="_ _1"></span>upy Kapitałowej.<span class="_ _b"></span></span> </span></div><div class="t m0 x1c h15 y395 ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyko związane z infrastrukturą<span class="ff2"> </span></span></span></div><div class="t m0 xb h14 y396 ff6 fsa fc0 sc0 ls0 ws0">Projekt deweloperski może być realizowany przy <span class="_ _1"></span><span class="ff1">zapewnieniu wymaganej prawe<span class="_ _1"></span>m infrastruktury<span class="_ _1"></span>, takiej </span></div><div class="t m0 xb h14 y1e7 ff1 fsa fc0 sc0 ls0 ws0">jak: <span class="_ _19"> </span><span class="ff6">drogi <span class="_ _1d"> </span>wewnętrzne, <span class="_ _19"> </span>p<span class="_ _1"></span>rzyłącza <span class="_ _19"> </span>mediów <span class="_ _1d"> </span>itp. <span class="_ _19"> </span>Pomimo <span class="_ _19"> </span>pozytywnych <span class="_ _19"> </span>wynik<span class="_ _1"></span>ów <span class="_ _1d"> </span>analizy <span class="_ _19"> </span>prawnej </span></div><div class="t m0 xb h14 y397 ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">technicznej, <span class="_ _b"></span>brak <span class="_ _1"></span>k<span class="_ _1"></span>oniecznej <span class="_ _b"></span>infrastruktury <span class="_ _b"></span>powodować <span class="_ _b"></span>może,<span class="_ _1"></span> <span class="_ _1"></span>ż<span class="_ _1"></span>e</span> <span class="_ _b"></span>realizacja <span class="_ _b"></span>projektu <span class="_ _b"></span><span class="ls11">na</span> <span class="ff6">d<span class="_ _1"></span>anej <span class="_ _b"></span>działce </span></div><div class="t m0 xb h14 y398 ff6 fsa fc0 sc0 ls0 ws0">będzie ni<span class="_ _1"></span>emożliwa <span class="_ _1"></span>lub<span class="ff1">, <span class="_ _1"></span></span>w <span class="_ _1"></span>pr<span class="_ _1"></span>zypadku <span class="_ _1"></span>konieczności <span class="_ _1"></span>zapewnienia <span class="_ _1"></span>infrastr<span class="_ _1"></span>uktury <span class="_ _1"></span>przez <span class="_ _b"></span>Grupę,<span class="ff1"> <span class="_ _1"></span>zbyt <span class="_ _1"></span>droga. </span></div><div class="t m0 xb h14 y336 ff6 fsa fc0 sc0 ls0 ws0">Istnieje <span class="_ _1e"> </span>ryzyk<span class="_ _1"></span>o, <span class="_ _1e"> </span>że<span class="ff1"> <span class="_ _1e"> </span></span>z<span class="_ _1"></span>e <span class="_ _1e"> </span>względu <span class="_ _1e"> </span>n<span class="_ _1"></span>a <span class="_ _1e"> </span>opóźnien<span class="_ _1"></span>ia <span class="_ _1e"> </span>w<span class="ff1"> <span class="_ _17"> </span></span>przygotowaniu <span class="_ _1e"> </span>d<span class="_ _1"></span>ostępu <span class="_ _1e"> </span>do <span class="_ _1e"> </span>infr<span class="_ _1"></span>astruktury, </div><div class="t m0 xb h14 y337 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">szczególności <span class="_ _11"> </span>wy<span class="_ _1"></span>nikającyc<span class="_ _1"></span>h <span class="_ _11"> </span>z<span class="_ _1"></span></span> <span class="_ _11"> </span><span class="ff6">czy<span class="_ _1"></span>nników <span class="_ _11"> </span>niezależny<span class="_ _1"></span>ch <span class="_ _11"> </span>od <span class="_ _10"> </span></span>Grupy<span class="_ _1"></span><span class="ff6">, <span class="_ _11"> </span>nastąpi <span class="_ _10"> </span>opóźnienie<span class="_ _1"></span></span> <span class="_ _11"> </span>w <span class="_ _10"> </span>oddaniu </div><div class="t m0 xb h1f y399 ff6 fsa fc0 sc0 ls0 ws0">danego proj<span class="_ _1"></span>ektu dewe<span class="_ _1"></span>lopersk<span class="_ _1"></span>iego do użytk<span class="_ _1"></span>owania l<span class="_ _1"></span>ub nieprz<span class="_ _1"></span>ewidziany wzr<span class="_ _1"></span>ost kos<span class="_ _1"></span>ztów doprowa<span class="_ _1"></span>dzenia </div><div class="t m0 xb h1f y39a ff6 fsa fc0 sc0 ls0 ws0">infrastruktury. <span class="_ _11"> </span>Zdarzenia <span class="_ _13"> </span>ta<span class="_ _1"></span>kie <span class="_ _13"> </span>m<span class="_ _1"></span>ogą <span class="_ _13"> </span>mi<span class="_ _1"></span>eć <span class="_ _13"> </span>wp<span class="_ _1"></span>ływ <span class="_ _13"> </span>n<span class="_ _1"></span>a <span class="_ _11"> </span>rentowność <span class="_ _13"> </span>proj<span class="_ _1"></span>e<span class="_ _1"></span>ktu. <span class="_ _11"> </span>Może <span class="_ _11"> </span>się <span class="_ _13"> </span>także <span class="_ _11"> </span>zdarzyć, </div><div class="t m0 xb h14 y39b ff6 fsa fc0 sc0 lsa ws0">że<span class="ff1 ls0"> <span class="ff6">właściwe <span class="_ _e"> </span>organy <span class="_ _e"> </span>administracji <span class="_ _e"> </span>zażądają <span class="_ _e"> </span>od <span class="_ _15"> </span></span>danej <span class="_ _e"> </span><span class="ff6">spó<span class="_ _1"></span>łki <span class="_ _19"> </span></span>z<span class="_ _1"></span> <span class="_ _19"> </span>G<span class="_ _1"></span>rupy <span class="_ _19"> </span>wy<span class="_ _1"></span>konania <span class="_ _e"> </span>odpow<span class="_ _1"></span>iedniej </span></div><div class="t m0 xb h14 y39c ff1 fsa fc0 sc0 ls0 ws0">infrastruktury <span class="_ _b"></span>w <span class="_ _b"></span>r<span class="ff6">amach <span class="_ _b"></span>prac <span class="_ _b"></span>związanych <span class="_ _b"></span></span><span class="lsa">z <span class="_ _b"></span></span>projek<span class="_ _1"></span>tem <span class="_ _b"></span>deweloperskim, <span class="_ _b"></span>co <span class="_ _b"></span><span class="ff6">moż<span class="_ _1"></span>e <span class="_ _b"></span>mieć <span class="_ _1"></span>z<span class="_ _1"></span>naczący<span class="_ _1"></span> <span class="_ _b"></span>wpływ </span></div><div class="t m0 xb h1f y39d ff6 fsa fc0 sc0 ls0 ws0">na koszty <span class="_ _1"></span>prac b<span class="_ _1"></span>udowlanych <span class="_ _1"></span>objętych <span class="_ _1"></span>takim proj<span class="_ _1"></span>ektem. <span class="_ _1"></span>Organy a<span class="_ _1"></span>dministracji <span class="_ _1"></span>mogą <span class="_ _1"></span>także zaż<span class="_ _1"></span>ądać, a<span class="_ _1"></span>by </div><div class="t m0 xb h1f y39e ff6 fsa fc0 sc0 ls0 ws0">inwestor <span class="_ _1"></span>wyk<span class="_ _1"></span>onał <span class="_ _1"></span>infrastrukturę, <span class="_ _b"></span>która <span class="_ _1"></span>nie <span class="_ _1"></span>j<span class="_ _1"></span>est <span class="_ _1"></span>niezbędna <span class="_ _1"></span>z<span class="_ _1"></span> <span class="_ _1"></span>punktu <span class="_ _1"></span>w<span class="_ _1"></span>idzenia <span class="_ _b"></span>projektu <span class="_ _1"></span>dewelopersk<span class="_ _1"></span>iego, </div><div class="t m0 xb h14 y183 ff6 fsa fc0 sc0 ls0 ws0">ale <span class="_ _1"></span>j<span class="_ _1"></span>ej <span class="_ _b"></span>wykonanie <span class="_ _b"></span>może <span class="_ _b"></span>być <span class="_ _b"></span>ocze<span class="_ _1"></span>kiwane <span class="_ _b"></span>przez <span class="_ _b"></span>te <span class="_ _b"></span>organy <span class="_ _b"></span>jako <span class="_ _1"></span>wk<span class="_ _1"></span>ład <span class="_ _b"></span>inwestora <span class="_ _b"></span>w<span class="_ _1"></span><span class="ff1"> <span class="_ _b"></span></span>rozwój <span class="_ _b"></span>społeczności </div><div class="t m0 xb h14 y39f ff1 fsa fc0 sc0 ls0 ws0">lokalnej <span class="_ _1c"> </span>w <span class="_ _1b"> </span><span class="ff6">związku <span class="_ _1c"> </span>z</span> <span class="_ _1b"> </span><span class="ff6">realizowanym <span class="_ _1b"> </span>projektem <span class="_ _1c"> </span>de<span class="_ _1"></span>welopersk<span class="_ _1"></span>im. <span class="_ _1c"> </span>Może <span class="_ _1c"> </span>to <span class="_ _1c"> </span>m<span class="_ _1"></span>ieć <span class="_ _1c"> </span>negatywny <span class="_ _1a"> </span>wpływ </span></div><div class="t m0 xb h14 y3a0 ff1 fsa fc0 sc0 ls5 ws0">na<span class="ls0"> <span class="ff6">działalność i</span> <span class="ff6">s<span class="_ _1"></span>ytuację finansową Gr<span class="_ _1"></span>upy Kapitałowej<span class="_ _1"></span>.<span class="_ _1"></span></span> </span></div><div class="t m0 x1c h15 y3a1 ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyko związane z awarią systemu informatycznego<span class="ff2"> </span></span></span></div><div class="t m0 xb h1f y3a2 ff6 fsa fc0 sc0 ls0 ws0">Grupa <span class="_ _a"> </span>Kapitałowa <span class="_ _a"> </span>ni<span class="_ _1"></span>e <span class="_ _a"> </span>jest <span class="_ _a"> </span>uzależniona<span class="_ _1"></span> <span class="_ _a"> </span>od <span class="_ _a"> </span>systemów <span class="_ _a"> </span>inform<span class="_ _1"></span>a<span class="_ _1"></span>tycz<span class="_ _1"></span>nych, <span class="_ _a"> </span>jednakże <span class="_ _a"> </span>aw<span class="_ _1"></span>aria </div><div class="t m0 xb h14 y3a3 ff6 fsa fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>tywanego <span class="_ _14"></span>przez <span class="_ _14"> </span>nią <span class="_ _14"> </span>sy<span class="_ _1"></span>stemu <span class="_ _14"></span>informatyc<span class="_ _1"></span>znego, <span class="_ _14"> </span>której<span class="_ _1"></span> <span class="_ _14"></span>skutkiem <span class="_ _14"> </span>byłaby<span class="_ _1"></span> <span class="_ _14"></span>utrata <span class="_ _14"></span>danych<span class="_ _b"></span><span class="ff1">, <span class="_ _14"></span></span>może<span class="_ _1"></span> </div><div class="t m0 xb h14 y3a4 ff6 fsa fc0 sc0 ls0 ws0">spowodować <span class="_ _0"></span>czasow<span class="_ _1"></span><span class="ff1">e <span class="_ _0"></span><span class="ff6">utrudnienie dzi<span class="_ _0"></span>ałaln<span class="_ _1"></span>ości <span class="_ _0"></span>Grupy <span class="_ _0"></span>Kapita<span class="_ _1"></span>łowej, <span class="_ _0"></span>w <span class="ff1">tym <span class="_ _4"></span>w <span class="ff6">szczególności</span> <span class="_ _4"></span>w kontaktach </span></span></span></div><div class="t m0 xb h14 y387 ff6 fsa fc0 sc0 ls0 ws0">z <span class="_ _13"> </span>jej <span class="_ _13"> </span>k<span class="_ _1"></span>lientami. <span class="_ _13"> </span>Grupa <span class="_ _13"> </span>Kapita<span class="_ _1"></span>łowa <span class="_ _13"> </span>nie <span class="_ _13"> </span>moż<span class="_ _1"></span>e <span class="_ _13"> </span>zagwara<span class="_ _1"></span>ntować, <span class="_ _13"> </span>że<span class="_ _1"></span><span class="ff1"> <span class="_ _1"></span></span>wykorzys<span class="_ _1"></span>tywane <span class="_ _13"> </span>przez <span class="_ _13"> </span>nią <span class="_ _11"> </span>systemy </div><div class="t m0 xb h1f y388 ff6 fsa fc0 sc0 ls0 ws0">informatyczne <span class="_ _1e"> </span>będą <span class="_ _1e"> </span>wystarc<span class="_ _1"></span>zające <span class="_ _f"> </span>dla <span class="_ _1e"> </span>jej <span class="_ _f"> </span>prz<span class="_ _1"></span>yszłych <span class="_ _1e"> </span>potrzeb. <span class="_ _1e"> </span>Wystąpienie <span class="_ _1e"> </span>awarii <span class="_ _f"> </span>s<span class="_ _1"></span>ystemów </div><div class="t m0 xb h1f y389 ff6 fsa fc0 sc0 ls0 ws0">informatycznych <span class="_ _13"> </span>lub <span class="_ _14"></span>niezaspokaj<span class="_ _1"></span>anie <span class="_ _14"></span>przez <span class="_ _13"> </span>nie <span class="_ _14"></span>przysz<span class="_ _1"></span>łych <span class="_ _14"></span>potrzeb <span class="_ _13"> </span>Grupy <span class="_ _14"> </span>Kapitał<span class="_ _1"></span>owej <span class="_ _14"></span>mogłoby <span class="_ _13"> </span>mieć </div><div class="t m0 xb h14 y3a5 ff6 fsa fc0 sc0 ls0 ws0">wpływ na działalność<span class="_ _1"></span> i wyniki finansow<span class="_ _1"></span>e Grupy Kapita<span class="_ _1"></span>łowej.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h9 y3a6 ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyko <span class="_ _b"></span>związane <span class="_ _1"></span>z <span class="_ _b"></span>isto<span class="_ _0"></span>tnymi <span class="_ _b"></span>szkodami <span class="_ _b"></span>przewyższającymi <span class="_ _1"></span>wypłaty <span class="_ _b"></span>z <span class="_ _1"></span>tytułu </span></span></div><div class="t m0 xf h15 y3a7 ff2 fs6 fc0 sc0 ls0 ws0">ubezpieczenia </div><div class="t m0 xb h1f y3a8 ff6 fsa fc0 sc0 ls0 ws0">Obiekty <span class="_ _1c"> </span>budo<span class="_ _1"></span>wane <span class="_ _1c"> </span>w<span class="_ _1"></span> <span class="_ _1c"> </span>ramach <span class="_ _1b"> </span>projektów<span class="_ _1"></span> <span class="_ _1c"> </span>dewelope<span class="_ _1"></span>rskich <span class="_ _1c"> </span>real<span class="_ _1"></span>izowanych <span class="_ _1c"> </span>prz<span class="_ _1"></span>ez <span class="_ _1c"> </span>G<span class="_ _1"></span>rupę <span class="_ _1c"> </span>Kapit<span class="_ _1"></span>ałową </div><div class="t m0 xb h14 y3a9 ff6 fsa fc0 sc0 lsa ws0">są<span class="ff1 ls0"> <span class="ff6">objęte <span class="_ _d"> </span>ochroną <span class="_ _d"> </span>ubezpieczeniową <span class="_ _d"> </span>na <span class="_ _d"> </span>podstawie <span class="_ _d"> </span>umów <span class="_ _d"> </span>ubezpieczen<span class="_ _1"></span>ia <span class="_ _d"> </span>zawieranych <span class="_ _d"> </span>przez </span></span></div><div class="t m0 xb h14 y3aa ff6 fsa fc0 sc0 ls0 ws0">wykonawców <span class="_ _11"> </span><span class="ff1">inwestycji <span class="_ _13"> </span>re<span class="_ _1"></span>alizowanych <span class="_ _13"> </span>w <span class="_ _11"> </span>ramach <span class="_ _13"> </span>Grupy<span class="_ _b"></span>. <span class="_ _13"></span>W <span class="_ _13"> </span>przypadku <span class="_ _11"> </span>fizycznego <span class="_ _13"> </span>znisz<span class="_ _1"></span>czenia <span class="_ _13"> </span>tych<span class="_ _1"></span> </span></div><div class="t m0 xb h1f y3ab ff6 fsa fc0 sc0 ls0 ws0">budynków <span class="_ _0"></span>na <span class="_ _4"></span>s<span class="_ _1"></span>kutek <span class="_ _0"></span>pożaru, <span class="_ _0"></span>zalania l<span class="_ _0"></span>ub <span class="_ _0"></span>z <span class="_ _0"></span>innych <span class="_ _0"></span>przyczyn <span class="_ _0"></span>przed <span class="_ _0"></span>wydaniem lokali <span class="_ _4"></span>ich <span class="_ _0"></span>nabywcom,<span class="_ _1"></span> <span class="_ _4"></span>G<span class="_ _1"></span>rupa </div></div></div><div class="pi"></div></div>
<div id="pf1a" class="pf w0 h0"><div class="pc pc1a w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">26<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h14 y91 ff6 fsa fc0 sc0 ls0 ws0">Kapitałowa <span class="_ _11"> </span>może<span class="_ _1"></span> <span class="_ _11"> </span>ponieść<span class="_ _1"></span> <span class="_ _11"> </span>szkodę, <span class="_ _10"> </span>która <span class="_ _11"> </span>może<span class="_ _1"></span> <span class="_ _11"> </span>nie <span class="_ _11"> </span>zos<span class="_ _1"></span>tać <span class="_ _11"> </span>pokryta <span class="_ _11"> </span>w<span class="_ _1"></span><span class="ff1"> <span class="_ _11"> </span></span>c<span class="_ _1"></span>ałości <span class="_ _11"> </span>p<span class="_ _1"></span>rzez <span class="_ _11"> </span><span class="ff1">odsz<span class="_ _1"></span>kodowanie </span></div><div class="t m0 xb h14 yc4 ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">tytułu <span class="_ _2"> </span>ubezp<span class="_ _1"></span>ieczenia, <span class="_ _2"> </span>w<span class="_ _1"></span></span> <span class="_ _2"> </span><span class="ff6">s<span class="_ _1"></span>zczególności <span class="_ _2"> </span>z<span class="_ _1"></span></span> <span class="_ _2"> </span>uw<span class="_ _1"></span>agi <span class="_ _1c"> </span>na <span class="_ _2"> </span>fakt, <span class="_ _2"> </span><span class="ff6">ż<span class="_ _1"></span></span>e <span class="_ _2"> </span><span class="ff6">war<span class="_ _1"></span>tość <span class="_ _2"> </span>prze<span class="_ _1"></span>dm</span>iotu <span class="_ _1c"> </span>ubezpieczen<span class="_ _1"></span>ia </div><div class="t m0 xb h14 yc5 ff1 fsa fc0 sc0 ls0 ws0">oszacowana <span class="_"> </span>w <span class="_ _11"> </span><span class="ff6">um<span class="_ _1"></span>owie <span class="_ _10"> </span>ubez<span class="_ _1"></span>pieczenia <span class="_ _10"> </span>może <span class="_"> </span>być <span class="_ _10"> </span>mniejsz<span class="_ _1"></span>a <span class="_ _10"> </span>od <span class="_"> </span>wartości <span class="_ _11"> </span>prz<span class="_ _1"></span>edmiotu <span class="_"> </span>ubezpieczenia </span></div><div class="t m0 xb h14 y272 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">chwili <span class="_ _0"></span>wystąpienia <span class="_ _0"></span>szkody. <span class="_ _0"></span>Ponadto<span class="_ _1"></span><span class="ff1">, <span class="_ _0"></span><span class="ff6">polisy <span class="_ _0"></span>ubezpiecz<span class="_ _1"></span>eniowe <span class="_ _0"></span>nie <span class="_ _0"></span>pokrywają <span class="_ _0"></span>utraco<span class="_ _1"></span>nych <span class="_ _0"></span>zysków <span class="_ _0"></span>Grupy </span></span></span></div><div class="t m0 xb h1f y325 ff6 fsa fc0 sc0 ls0 ws0">Kapitałowej <span class="_ _b"></span>z <span class="_ _12"></span>projektu <span class="_ _b"></span>dew<span class="_ _1"></span>eloperskiego <span class="_ _b"></span>oraz <span class="_ _b"></span>sz<span class="_ _1"></span>kód <span class="_ _b"></span>związanych <span class="_ _b"></span>z <span class="_ _12"></span>niewykonan<span class="_ _1"></span>iem <span class="_ _b"></span>lub <span class="_ _b"></span>nieterminowym<span class="_ _1"></span> </div><div class="t m0 xb h14 y326 ff6 fsa fc0 sc0 ls0 ws0">wykonaniem umów z<span class="ff1"> <span class="_ _0"></span>nabywcami lokali. W <span class="_ _0"></span><span class="ff6">przypadku wystąpienia szkody <span class="_ _0"></span>przewyż<span class="_ _1"></span>szającej limit <span class="_ _4"></span>wy<span class="_ _1"></span>płaty </span></span></div><div class="t m0 xb h14 y327 ff1 fsa fc0 sc0 ls0 ws0">z <span class="_ _2"> </span>ubezp<span class="_ _1"></span>ieczenia, <span class="_ _2"> </span>G<span class="_ _1"></span>rupa <span class="_ _1c"> </span>Ka<span class="ff6">pitałow<span class="_ _1"></span>a <span class="_ _2"> </span>moż<span class="_ _1"></span>e</span> <span class="_ _1c"> </span><span class="ff6">utracić <span class="_ _1c"> </span>środki <span class="_ _1c"> </span>zainwestowan<span class="_ _1"></span>e <span class="_ _2"> </span>w<span class="_ _1"></span></span> <span class="_ _1c"> </span>projekt <span class="_ _1c"> </span>deweloperski </div><div class="t m0 xb h1f y328 ff6 fsa fc0 sc0 ls0 ws0">dotknięty <span class="_ _4"></span>szk<span class="_ _1"></span>odą, <span class="_ _4"></span>a <span class="_ _0"></span>także <span class="_ _4"></span>pr<span class="_ _1"></span>zewidywane <span class="_ _0"></span>przychody <span class="_ _4"></span>z<span class="_ _1"></span> <span class="_ _4"></span>tytułu <span class="_ _0"></span>tego <span class="_ _4"></span>projek<span class="_ _1"></span>tu <span class="_ _4"></span>dewel<span class="_ _1"></span>operskiego. <span class="_ _0"></span>Wystąpienie </div><div class="t m0 xb h1f y329 ff6 fsa fc0 sc0 ls0 ws0">powyższego <span class="_ _13"> </span>zdarzen<span class="_ _1"></span>ia <span class="_ _13"> </span>moż<span class="_ _1"></span>e <span class="_ _13"> </span>mieć <span class="_ _13"> </span>negatywny<span class="_ _1"></span> <span class="_ _13"> </span>wpływ<span class="_ _1"></span> <span class="_ _13"> </span>na <span class="_ _13"> </span>działalność<span class="_ _1"></span>, <span class="_ _13"> </span>sytuację <span class="_ _13"> </span>finans<span class="_ _1"></span>ow<span class="_ _1"></span>ą <span class="_ _11"> </span>lub <span class="_ _13"> </span>wyniki </div><div class="t m0 xb h14 y32a ff6 fsa fc0 sc0 ls0 ws0">Grupy Kapitałowej.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h15 y1da ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff2">Ryzyko zmian prawa podatkowego </span></span></div><div class="t m0 xb h1f y3ac ff6 fsa fc0 sc0 ls0 ws0">Polski <span class="_ _12"></span>system <span class="_ _12"></span>pod<span class="_ _1"></span>atkowy <span class="_ _12"></span>charaktery<span class="_ _1"></span>zuje <span class="_ _12"></span>się <span class="_ _12"></span>brak<span class="_ _1"></span>iem <span class="_ _12"></span>s<span class="_ _1"></span>tabilności. <span class="_ _12"></span>Przepisy <span class="_ _12"></span>p<span class="_ _1"></span>odatkowe <span class="_ _12"></span>bywają <span class="_ _12"></span>c<span class="_ _1"></span>zęsto </div><div class="t m0 xb h1f y3ad ff6 fsa fc0 sc0 ls0 ws0">zmieniane, wielokrotnie na niekorzyść podatników. Zmiany te mogą polegać nie tylko na<span class="_ _0"></span> podwyższeniu </div><div class="t m0 xb h1f y3ae ff6 fsa fc0 sc0 ls0 ws0">stawek <span class="_ _11"> </span>podatkowych, <span class="_ _11"> </span>ale <span class="_ _11"> </span>tak<span class="_ _1"></span>że <span class="_ _11"> </span>na <span class="_ _11"> </span>wprowadzeniu <span class="_ _11"> </span>nowy<span class="_ _1"></span>ch <span class="_ _11"> </span>szczegó<span class="_ _1"></span>łowych <span class="_ _11"> </span>i<span class="_ _1"></span>nstrumentów <span class="_ _11"> </span>prawnyc<span class="_ _1"></span>h, </div><div class="t m0 xb h1f y20b ff6 fsa fc0 sc0 ls0 ws0">rozszerzeniu <span class="_ _1"></span>z<span class="_ _1"></span>akresu <span class="_ _1"></span>opodatkowania, <span class="_ _b"></span>a naw<span class="_ _1"></span>et <span class="_ _1"></span>wprowadzen<span class="_ _1"></span>iu <span class="_ _1"></span>nowych <span class="_ _b"></span>obciążeń poda<span class="_ _1"></span>tkowych. <span class="_ _1"></span>Zmiany<span class="_ _1"></span> </div><div class="t m0 xb h1f y20c ff6 fsa fc0 sc0 ls0 ws0">prawa podatkowego mog<span class="_ _1"></span>ą także wy<span class="_ _1"></span>nikać z konieczności wdrażani<span class="_ _1"></span>a nowych rozwiązań przewi<span class="_ _1"></span>dzianych </div><div class="t m0 xb h14 y3af ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">prawie Un<span class="_ _1"></span>ii Europejs<span class="_ _1"></span>kiej, wynikający<span class="_ _1"></span>c<span class="_ _1"></span></span><span class="ls5">h </span>z <span class="ff6">wprowadze<span class="_ _1"></span>nia nowych lub<span class="_ _1"></span> zmiany już <span class="_ _1"></span>istniejących reg<span class="_ _1"></span>ulacji </span></div><div class="t m0 xb h14 y3b0 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">zakresie <span class="_ _1b"> </span>podatków. <span class="_ _1c"> </span>Cz<span class="_ _1"></span>ęste <span class="_ _1b"> </span>zmiany <span class="_ _1b"> </span>przepisów <span class="_ _1b"> </span>prawa <span class="_ _1b"> </span>regulującyc<span class="_ _1"></span>h <span class="_ _1c"> </span>opodat<span class="_ _1"></span>kowanie <span class="_ _1b"> </span>działalności </span></div><div class="t m0 xb h14 y17c ff6 fsa fc0 sc0 ls0 ws0">gospodarczej <span class="_ _b"></span>oraz<span class="_ _1"></span> <span class="_ _b"></span>rozbieżności <span class="_ _b"></span>interpretacyjne <span class="_ _b"></span>w<span class="_ _1"></span><span class="ff1"> <span class="_ _b"></span></span>z<span class="_ _1"></span>akresie <span class="_ _b"></span>stosowa<span class="_ _1"></span>nia <span class="_ _b"></span>przepisów <span class="_ _b"></span>podatkowy<span class="_ _1"></span>ch <span class="_ _b"></span>przez </div><div class="t m0 xb h1f y3b1 ff6 fsa fc0 sc0 ls0 ws0">organy po<span class="_ _0"></span>datkowe<span class="_ _1"></span> <span class="_ _0"></span>mogą okazać <span class="_ _4"></span>się niekorzystne <span class="_ _0"></span>dla <span class="_ _0"></span>Gr<span class="_ _1"></span>upy <span class="_ _0"></span>Kapitałowej, co <span class="_ _4"></span>w konsekwencji <span class="_ _0"></span>może mieć </div><div class="t m0 xb h14 y3b2 ff6 fsa fc0 sc0 ls0 ws0">negatywny wpływ na <span class="_ _1"></span>działalność i sytuac<span class="_ _1"></span>ję finansową G<span class="_ _1"></span>rupy Kapitałowej.<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 x1c h15 y3b3 ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyko <span class="_ _13"> </span>związane <span class="_ _13"> </span>ze <span class="_ _13"> </span>zmiennośc<span class="_ _1"></span>ią <span class="_ _13"></span>interpretacji <span class="_ _13"> </span><span class="ff2">prawa <span class="_ _11"></span>podatko<span class="_ _0"></span>wego <span class="_ _13"></span>przez </span></span></span></div><div class="t m0 xf h15 y3b4 ff2 fs6 fc0 sc0 ls0 ws0">organy skarbowe </div><div class="t m0 xb h1f y39a ff6 fsa fc0 sc0 ls0 ws0">W <span class="_ _11"> </span>praktyce <span class="_ _10"> </span>organy <span class="_ _10"> </span>podatkowe <span class="_ _10"> </span>stosują <span class="_ _11"> </span>praw<span class="_ _1"></span>o <span class="_ _11"> </span>op<span class="_ _1"></span>ierając <span class="_ _10"> </span>się <span class="_ _11"> </span>nie <span class="_ _10"> </span>tylko <span class="_ _11"> </span>b<span class="_ _1"></span>ezpośrednio <span class="_ _10"> </span>na <span class="_ _11"> </span>prze<span class="_ _1"></span>pisach, </div><div class="t m0 xb h14 y39b ff1 fsa fc0 sc0 ls0 ws0">ale <span class="ff6">także <span class="_ _1c"> </span>na <span class="_ _1c"> </span>ich <span class="_ _1b"> </span>interpretac<span class="_ _1"></span>jach <span class="_ _1c"> </span>dokonywanych <span class="_ _1b"> </span>przez<span class="_ _1"></span> <span class="_ _1c"> </span>organy <span class="_ _1c"> </span>wyż<span class="_ _1"></span>szej <span class="_ _1c"> </span>instancj<span class="_ _1"></span>i <span class="_ _1c"> </span>czy <span class="_ _1c"> </span>sądy. <span class="_ _1b"> </span>Takie </span></div><div class="t m0 xb h1f y39c ff6 fsa fc0 sc0 ls0 ws0">interpretacje <span class="_ _f"> </span>ulegają <span class="_ _15"> </span>ró<span class="_ _1"></span>wnież <span class="_ _f"> </span>zmianom, <span class="_ _f"> </span>są <span class="_ _15"> </span>z<span class="_ _1"></span>astępowane <span class="_ _f"> </span>innymi <span class="_ _f"> </span>lub <span class="_ _15"> </span>też <span class="_ _f"> </span>pozostaj<span class="_ _1"></span>ą <span class="_ _15"> </span>ze <span class="_ _f"> </span>sobą </div><div class="t m0 xb h14 y39d ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">sprzecznośc<span class="_ _1"></span>i. <span class="_ _4"></span>W<span class="_ _1"></span><span class="ff1"> <span class="_ _0"></span><span class="ff6">pewnym stopniu <span class="_ _4"></span>dotyc<span class="_ _1"></span>zy to <span class="_ _4"></span>również orzecznictwa. <span class="_ _0"></span>Powoduje to <span class="_ _0"></span>brak <span class="_ _0"></span>pewności <span class="_ _0"></span>co<span class="_ _1"></span><span class="ff1"> d<span class="_ _1"></span>o </span></span></span></span></div><div class="t m0 xb h14 y39e ff1 fsa fc0 sc0 ls0 ws0">sposobu <span class="_ _b"></span>zastoso<span class="_ _1"></span>wania <span class="_ _12"></span>prawa <span class="_ _12"></span>przez <span class="_ _b"></span>orga<span class="_ _1"></span>ny <span class="_ _b"></span>pod<span class="_ _1"></span>atkowe <span class="_ _b"></span>al<span class="_ _1"></span>bo <span class="_ _b"></span>automatyc<span class="_ _1"></span>znego <span class="_ _b"></span>s<span class="_ _1"></span>tosowania <span class="_ _14"></span><span class="ls11">go</span> <span class="_ _b"></span>zgod<span class="_ _1"></span>nie </div><div class="t m0 xb h14 y183 ff1 fsa fc0 sc0 ls0 ws0">z posiadanymi <span class="_ _11"> </span>w <span class="_ _11"> </span>danej <span class="_ _11"> </span>chwili <span class="_ _13"> </span>interpret<span class="_ _1"></span>acjami, <span class="_ _11"> </span>kt<span class="ff6">óre <span class="_ _10"> </span>mogą <span class="_ _11"> </span>nie <span class="_ _11"> </span>przystawać <span class="_ _11"> </span></span><span class="ls5">do</span> <span class="_ _11"> </span><span class="ff6">różnorodnych, <span class="_ _11"> </span>często </span></div><div class="t m0 xb h1f y39f ff6 fsa fc0 sc0 ls0 ws0">skomplikowanych <span class="_ _12"></span>stanów <span class="_ _b"></span>f<span class="_ _1"></span>aktyczny<span class="_ _1"></span>ch <span class="_ _b"></span>wys<span class="_ _1"></span>tępujących <span class="_ _b"></span>w <span class="_ _b"></span>obrocie <span class="_ _12"></span>gospodarc<span class="_ _1"></span>zym. <span class="_ _b"></span>Do <span class="_ _12"></span>zwiększenia <span class="_ _12"></span>tego </div><div class="t m0 xb h1f y3a0 ff6 fsa fc0 sc0 ls0 ws0">ryzyka <span class="_"> </span>prz<span class="_ _1"></span>yczynia <span class="_"> </span>s<span class="_ _1"></span>ię <span class="_"> </span>dod<span class="_ _1"></span>atkowo <span class="_"> </span>n<span class="_ _1"></span>iejasność <span class="_"> </span>w<span class="_ _1"></span>ielu <span class="_ _2"> </span>przepisów <span class="_"> </span>s<span class="_ _1"></span>kładających <span class="_ _2"> </span>się <span class="_"> </span>na <span class="_ _2"> </span>polski <span class="_"> </span>s<span class="_ _1"></span>ystem </div><div class="t m0 xb h14 y3b5 ff1 fsa fc0 sc0 ls0 ws0">podatkowy. <span class="_ _4"></span>Z <span class="_ _4"></span>jedn<span class="_ _1"></span>ej <span class="_ _4"></span><span class="ff6">strony <span class="_ _4"></span>wy<span class="_ _1"></span>wołuje <span class="_ _4"></span>to <span class="_ _4"></span>wątpliwości,<span class="_ _1"></span> <span class="_ _4"></span>co <span class="_ _4"></span>do <span class="_ _4"></span>właściwego <span class="_ _4"></span>stosow<span class="_ _1"></span>ania <span class="_ _4"></span>przepisów,<span class="_ _1"></span> <span class="_ _4"></span>a<span class="_ _1"></span><span class="ff1"> <span class="_ _4"></span><span class="lsa">z <span class="_ _4"></span><span class="ls0">drugiej<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 xb h14 y3b6 ff6 fsa fc0 sc0 ls0 ws0">strony <span class="_ _b"></span>powoduje <span class="_ _b"></span>koniecznoś<span class="_ _1"></span>ć <span class="_ _b"></span>brania <span class="_ _b"></span>pod <span class="_ _1"></span>uw<span class="_ _1"></span>agę <span class="_ _12"></span><span class="ff1 ls10">w <span class="_ _b"></span></span>większej<span class="_ _1"></span> <span class="_ _b"></span>mierze <span class="_ _1"></span>wyż<span class="_ _1"></span>ej <span class="_ _b"></span>wymienionych <span class="_ _b"></span>interpretac<span class="_ _1"></span>ji. </div><div class="t m0 xb h1f y3b7 ff6 fsa fc0 sc0 ls0 ws0">W <span class="_"> </span>przy<span class="_ _1"></span>padku <span class="_"> </span>r<span class="_ _1"></span>egulacji <span class="_ _2"> </span>podatkowych, <span class="_ _2"> </span>które <span class="_"> </span>z<span class="_ _1"></span>ostały <span class="_ _2"> </span>oparte <span class="_ _2"> </span>na <span class="_"> </span>prz<span class="_ _1"></span>episach <span class="_ _2"> </span>obowiązujący<span class="_ _1"></span>ch <span class="_"> </span>w <span class="_ _2"> </span>Unii </div><div class="t m0 xb h14 y3b8 ff6 fsa fc0 sc0 ls0 ws0">Europejskiej <span class="_ _b"></span>i k<span class="_ _1"></span>tóre <span class="_ _1"></span>pow<span class="_ _1"></span>inny <span class="_ _1"></span>by<span class="_ _1"></span>ć <span class="_ _1"></span>z <span class="_ _b"></span>nimi <span class="_ _b"></span><span class="ff1">w <span class="_ _1"></span></span>pełni <span class="_ _b"></span>zharmonizowane, <span class="_ _b"></span>należy <span class="_ _1"></span>zwrócić <span class="_ _b"></span>uwagę <span class="_ _1"></span>na <span class="_ _1"></span>ryz<span class="_ _1"></span>yko <span class="_ _1"></span>ich<span class="_ _1"></span> </div><div class="t m0 xb h1f y3b9 ff6 fsa fc0 sc0 ls0 ws0">stosowania <span class="_ _11"> </span>związane <span class="_ _11"> </span>z <span class="_ _11"> </span>często <span class="_ _11"> </span>niewystarczającym <span class="_ _11"> </span>poziomem <span class="_ _11"> </span>wiedzy <span class="_ _11"> </span>na <span class="_ _11"> </span>temat <span class="_ _11"> </span>przepisów <span class="_ _11"> </span>unijnych. </div><div class="t m0 xb h1f y3ba ff6 fsa fc0 sc0 ls0 ws0">Może <span class="_ _12"></span>to <span class="_ _14"> </span>skutk<span class="_ _1"></span>ować <span class="_ _14"></span>przyj<span class="_ _1"></span>ęciem <span class="_ _12"></span>interpretacj<span class="_ _1"></span>i <span class="_ _12"></span>prz<span class="_ _1"></span>epi<span class="_ _1"></span>sów <span class="_ _14"></span>prawa <span class="_ _14"></span>polskieg<span class="_ _1"></span>o <span class="_ _12"></span>p<span class="_ _1"></span>ozostając<span class="_ _1"></span>ej <span class="_ _14"></span>w <span class="_ _12"></span>s<span class="_ _1"></span>przeczności </div><div class="t m0 xb h14 y3bb ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">regulacjami <span class="_ _b"></span>o<span class="_ _1"></span>bowiązującymi <span class="_ _b"></span>n<span class="_ _1"></span>a <span class="_ _b"></span>p<span class="_ _1"></span>oziomie <span class="_ _b"></span>Un<span class="_ _1"></span>ii <span class="_ _b"></span>Europ<span class="_ _1"></span>ejskiej. <span class="_ _12"></span>Brak <span class="_ _b"></span>stabiln<span class="_ _1"></span>ości <span class="_ _b"></span>w <span class="_ _12"></span>praktyc<span class="_ _1"></span>e <span class="_ _b"></span>stosowan<span class="_ _1"></span>ia </span></div><div class="t m0 xb h14 y3bc ff6 fsa fc0 sc0 ls0 ws0">przepisów prawa <span class="_ _4"></span>po<span class="_ _1"></span>datkowego może <span class="_ _4"></span>mi<span class="_ _1"></span>eć <span class="_ _0"></span>negatywny<span class="_ _1"></span> <span class="_ _0"></span>wpływ <span class="_ _0"></span>na działalność <span class="_ _0"></span>i<span class="ff1"> </span>sytu<span class="_ _1"></span>ację<span class="ff1"> <span class="_ _0"></span><span class="ff6">finansową Grupy </span></span></div><div class="t m0 xb h14 y3bd ff6 fsa fc0 sc0 ls0 ws0">Kapitałowej. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h15 y3be ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyko związane z problemem potencjalnych roszczeń<span class="ff2"> </span></span></span></div><div class="t m0 xb h1f y3bf ff6 fsa fc0 sc0 ls0 ws0">W <span class="_ _15"> </span>wyn<span class="_ _1"></span>iku <span class="_ _15"> </span>prow<span class="_ _1"></span>adzonej <span class="_ _f"> </span>w <span class="_ _f"> </span>Polsce <span class="_ _f"> </span>w <span class="_ _f"> </span>latach <span class="_ _f"> </span>powojennych <span class="_ _f"> </span>nacjonalizacj<span class="_ _1"></span>i <span class="_ _f"> </span>wiele <span class="_ _15"> </span>nieruc<span class="_ _1"></span>homości </div><div class="t m0 xb h1f y3c0 ff6 fsa fc0 sc0 ls0 ws0">znajdujących <span class="_ _12"></span>się <span class="_ _12"></span>w <span class="_ _12"></span>rękach <span class="_ _12"></span>osób <span class="_ _12"></span>prawnych <span class="_ _12"></span>i <span class="_ _12"></span>fizycz<span class="_ _1"></span>nych <span class="_ _b"></span>zos<span class="_ _1"></span>tało <span class="_ _b"></span>przej<span class="_ _1"></span>ętych <span class="_ _12"></span>na <span class="_ _b"></span>r<span class="_ _1"></span>zecz <span class="_ _12"></span>Skarbu <span class="_ _12"></span>Państwa, </div><div class="t m0 xb h14 y3c1 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">niektórych <span class="_ _1a"> </span>prz<span class="_ _1"></span>ypadkach <span class="_ _1d"> </span>z <span class="_ _1a"> </span>naruszeniem <span class="_ _1d"> </span>obowiąz<span class="_ _1"></span>ującego <span class="_ _1a"> </span>wówcz<span class="_ _1"></span>as <span class="_ _1a"> </span>prawa.<span class="_ _1"></span> <span class="_ _19"> </span>Pomimo, <span class="_ _1a"> </span>że</span> <span class="_ _1d"> </span>przed </div><div class="t m0 xb h14 y3c2 ff6 fsa fc0 sc0 ls0 ws0">nabyciem <span class="_ _f"> </span>nieruchomości <span class="_ _f"> </span>Grupa <span class="_ _f"> </span>Kap<span class="_ _1"></span>itałowa <span class="_ _f"> </span>bada <span class="_ _f"> </span>kwestie <span class="_ _f"> </span>związane <span class="_ _f"> </span><span class="ff1">z <span class="_ _f"> </span>prawdopod<span class="_ _1"></span>obie</span>ństwem<span class="_ _1"></span> </div><div class="t m0 xb h14 y3c3 ff6 fsa fc0 sc0 ls0 ws0">wystąpienia <span class="_ _b"></span>roszczenia <span class="_ _1"></span>o<span class="_ _1"></span><span class="ff1"> <span class="_ _b"></span></span>zwrot <span class="_ _1"></span>majątku<span class="_ _1"></span>, <span class="_ _1"></span>to <span class="_ _b"></span>wyniki <span class="_ _b"></span>takiego <span class="_ _b"></span>badania <span class="_ _1"></span>nie <span class="_ _b"></span>zawsze <span class="_ _b"></span>są <span class="_ _1"></span>rozstrz<span class="_ _1"></span>yg<span class="_ _1"></span>ające <span class="_ _b"></span>i<span class="ff1"> <span class="_ _1"></span>nie<span class="_ _1"></span> </span></div><div class="t m0 xb h14 y3c4 ff6 fsa fc0 sc0 ls0 ws0">można <span class="_ _1b"> </span>wykl<span class="_ _1"></span>uczyć, <span class="_ _1a"> </span>że<span class="ff1"> <span class="_ _1a"> </span></span>w <span class="_ _1b"> </span>prz<span class="_ _1"></span>yszłości <span class="_ _1a"> </span>zostaną <span class="_ _1b"> </span>wn<span class="_ _1"></span>iesione <span class="_ _1a"> </span>roszczenia <span class="_ _1b"> </span>re<span class="_ _1"></span>prywaty<span class="_ _1"></span>zacyjne <span class="_ _1a"> </span>dotyczące </div></div></div><div class="pi"></div></div>
<div id="pf1b" class="pf w0 h0"><div class="pc pc1b w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">27<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h1f y91 ff6 fsa fc0 sc0 ls0 ws0">nieruchomości <span class="_ _1"></span>posiadanych <span class="_ _1"></span>przez <span class="_ _1"></span>Grupę Kapita<span class="_ _1"></span>łową. Nie <span class="_ _1"></span>można zat<span class="_ _1"></span>em wyklucz<span class="_ _1"></span>yć ry<span class="_ _1"></span>zyka, iż tego <span class="_ _1"></span>typu </div><div class="t m0 xb h14 yc4 ff6 fsa fc0 sc0 ls0 ws0">roszczenia <span class="_ _10"> </span>podnoszon<span class="_ _1"></span>e <span class="_ _11"> </span>w<span class="_ _1"></span> <span class="_ _10"> </span>przys<span class="_ _1"></span>złości <span class="_ _10"> </span>mogą <span class="_ _10"> </span>mieć<span class="_ _1"></span><span class="ff1 fc6"> <span class="_ _10"> </span></span>w<span class="_ _1"></span>pływ <span class="_ _11"> </span>n<span class="_ _1"></span>a <span class="_ _10"> </span>Grupę.<span class="_ _1"></span> <span class="_ _11"> </span>Moż<span class="_ _1"></span>e <span class="_ _10"> </span>to <span class="_ _10"> </span>spowod<span class="_ _1"></span>ować <span class="_ _10"> </span>wzrost </div><div class="t m0 xb h1f yc5 ff6 fsa fc0 sc0 ls0 ws0">kosztów <span class="_ _14"> </span>rea<span class="_ _1"></span>lizacji <span class="_ _14"> </span>projek<span class="_ _1"></span>tów <span class="_ _14"> </span>dewe<span class="_ _1"></span>loperskich, <span class="_ _14"> </span>o<span class="_ _1"></span>późnić <span class="_ _14"> </span>lu<span class="_ _1"></span>b <span class="_ _14"> </span>uniem<span class="_ _1"></span>ożliwić <span class="_ _14"> </span>ich <span class="_ _13"> </span>realizacj<span class="_ _1"></span>ę, <span class="_ _14"></span>co <span class="_ _14"></span>może <span class="_ _13"> </span>mieć </div><div class="t m0 xb h14 y272 ff6 fsa fc0 sc0 ls0 ws0">istotny <span class="_ _12"></span>negatyw<span class="_ _1"></span>ny <span class="_ _12"></span>wpływ <span class="_ _14"></span>na <span class="_ _14"></span>działalność, <span class="_ _12"></span>sy<span class="_ _1"></span>tuację <span class="_ _12"></span>fina<span class="_ _1"></span>nsową <span class="_ _12"></span>lub <span class="_ _14"></span>wyniki <span class="_ _12"></span>Gr<span class="_ _1"></span>upy <span class="_ _12"></span>K<span class="_ _1"></span>apitałowej.<span class="_ _b"></span><span class="ff1"> <span class="_ _12"></span></span>Na <span class="_ _12"></span>dz<span class="_ _1"></span>ień </div><div class="t m0 xb h1f y325 ff6 fsa fc0 sc0 ls0 ws0">sporządzenia <span class="_ _b"></span>niniejszego <span class="_ _1"></span>s<span class="_ _1"></span>prawozdania, <span class="_ _b"></span>Zarząd <span class="_ _b"></span>Spółki, <span class="_ _1"></span>wed<span class="_ _1"></span>le <span class="_ _1"></span>jeg<span class="_ _1"></span>o <span class="_ _1"></span>najl<span class="_ _1"></span>epszej <span class="_ _b"></span>wiedzy, <span class="_ _1"></span>nie <span class="_ _b"></span>identyfikuje </div><div class="t m0 xb h14 y326 ff1 fsa fc0 sc0 ls0 ws0">ryzyk opisanych w ni<span class="_ _1"></span>niejszym <span class="_ _1"></span>punkcie. </div><div class="t m0 x1c h15 y3c5 ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff2">Ryzyko ekonomiczne i polityczne </span></span></div><div class="t m0 xb h1f y3c6 ff6 fsa fc0 sc0 ls0 ws0">Sytuacja <span class="_ _b"></span>finans<span class="_ _1"></span>owa <span class="_ _12"></span>branży <span class="_ _b"></span>dewe<span class="_ _1"></span>loperskiej <span class="_ _12"></span>w <span class="_ _b"></span>Polsce, <span class="_ _12"></span>a <span class="_ _12"></span>więc <span class="_ _b"></span>i <span class="_ _12"></span>sytuacja <span class="_ _12"></span>finansow<span class="_ _1"></span>a <span class="_ _b"></span>Grupy <span class="_ _12"></span>Kapitałowej,<span class="_ _1"></span> </div><div class="t m0 xb h1f y3c7 ff6 fsa fc0 sc0 ls0 ws0">jest <span class="_ _12"></span>ściśle <span class="_ _12"></span>związana<span class="_ _1"></span> <span class="_ _b"></span>z<span class="_ _1"></span> <span class="_ _12"></span>czynnikami <span class="_ _12"></span>ekon<span class="_ _1"></span>omicznymi <span class="_ _12"></span>ta<span class="_ _1"></span>kimi <span class="_ _b"></span>j<span class="_ _1"></span>ak <span class="_ _b"></span>z<span class="_ _1"></span>miany <span class="_ _12"></span>PKB<span class="_ _1"></span>, <span class="_ _b"></span>i<span class="_ _1"></span>nflacja, <span class="_ _12"></span>bezroboci<span class="_ _1"></span>e, <span class="_ _b"></span>k<span class="_ _1"></span>ursy </div><div class="t m0 xb h1f y206 ff6 fsa fc0 sc0 ls0 ws0">walutowe czy wysokość stóp procentowych. Wszelkie przyszłe <span class="_ _1"></span>niekorzystne zmiany jednego lub więcej </div><div class="t m0 xb h14 y207 ff1 fsa fc0 sc0 ls0 ws0">z <span class="_ _12"></span><span class="ff6">powyżs<span class="_ _1"></span>zych <span class="_ _14"></span>czynników <span class="_ _12"></span>mogą <span class="_ _14"></span>doprowadz<span class="_ _1"></span>ić <span class="_ _12"></span>do <span class="_ _12"></span>sp<span class="_ _1"></span>adku <span class="_ _12"></span>po<span class="_ _1"></span>pytu <span class="_ _12"></span>na <span class="_ _14"></span>nowe <span class="_ _12"></span>m<span class="_ _1"></span>ieszkania, <span class="_ _13"> </span></span><span class="ls1c">co</span> <span class="_ _b"></span><span class="ff6">może <span class="_ _14"></span>mieć </span></div><div class="t m0 xb h14 y3ac ff6 fsa fc0 sc0 ls0 ws0">negatywny wpływ na <span class="_ _1"></span>działalność i<span class="ff1"> </span>s<span class="_ _1"></span>ytuację finansow<span class="_ _1"></span>ą Grupy Kapita<span class="_ _1"></span>łowej.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h15 y3c8 ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyko związane z brakiem planów zagospodarowania przestr<span class="_ _0"></span>zennego<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 xb h14 y3c9 ff1 fsa fc0 sc0 ls10 ws0">Cz<span class="ff6 ls0">ęść terenów, <span class="_ _0"></span>na <span class="_ _0"></span>których Grupa <span class="_ _0"></span>Kapitałowa realizuje l<span class="_ _0"></span>ub planuje <span class="_ _0"></span>realizować inwestycje<span class="_ _b"></span><span class="ff1">, <span class="_ _0"></span><span class="ff6">nie <span class="_ _0"></span>jest objęta </span></span></span></div><div class="t m0 xb h14 y3ca ff1 fsa fc0 sc0 ls0 ws0">planami z<span class="_ _1"></span>agospodarowa<span class="_ _1"></span>nia <span class="_ _1"></span>przestrz<span class="_ _1"></span>ennego, c<span class="_ _1"></span>o <span class="_ _1"></span>powoduje <span class="_ _b"></span>istotne <span class="_ _1"></span>utrudn<span class="_ _1"></span>ienia <span class="_ _1"></span>w <span class="_ _1"></span>uzy<span class="_ _1"></span>skiwaniu <span class="_ _1"></span>pozwole<span class="_ _1"></span><span class="ff6 ls5">ń </span></div><div class="t m0 xb h1f y3cb ff6 fsa fc0 sc0 ls0 ws0">na <span class="_ _1c"> </span>budowę. <span class="_ _1c"> </span>W <span class="_ _1b"> </span>sytuac<span class="_ _1"></span>ji <span class="_ _1c"> </span>braku <span class="_ _1b"> </span>miejscowego <span class="_ _1c"> </span>p<span class="_ _1"></span>lanu <span class="_ _1c"> </span>z<span class="_ _1"></span>agospodarowania <span class="_ _1b"> </span>przestrzennego <span class="_ _1c"> </span>ok<span class="_ _1"></span>reślenie </div><div class="t m0 xb h14 yfb ff6 fsa fc0 sc0 ls0 ws0">sposobów <span class="_ _19"> </span>zagos<span class="_ _1"></span>podarowania <span class="_ _e"> </span>i <span class="_ _19"> </span>warun<span class="_ _1"></span>ków <span class="_ _19"> </span>z<span class="_ _1"></span>abudowy<span class="_ _1"></span> <span class="_ _19"> </span>terenu <span class="_ _e"> </span>może <span class="_ _19"> </span>nast<span class="_ _1"></span>ąpić<span class="_ _1"></span> <span class="_ _19"> </span><span class="ff1">w <span class="_ _19"> </span>dr<span class="_ _1"></span>odze <span class="_ _19"> </span>decyzj<span class="_ _1"></span>i </span></div><div class="t m0 xb h14 y3cc ff1 fsa fc0 sc0 ls0 ws0">o warunkach <span class="_"> </span>zabudowy <span class="_"> </span>i <span class="_"> </span>zagospodarowania <span class="_"> </span>terenu. <span class="_ _10"> </span>Wydani<span class="_ _1"></span>e <span class="_ _10"> </span>decy<span class="_ _1"></span>zji <span class="_"> </span>o warunk<span class="_ _1"></span>ach <span class="_"> </span>zabudowy <span class="_ _10"> </span>jest<span class="_ _1"></span> </div><div class="t m0 xb h14 y3cd ff6 fsa fc0 sc0 ls0 ws0">możliwe je<span class="_ _1"></span>dynie wó<span class="_ _1"></span>wczas, j<span class="_ _1"></span>eżeli <span class="_ _1"></span><span class="ff1">jednocz<span class="_ _1"></span>e</span>ś<span class="ff1">nie z<span class="_ _1"></span>ostan</span>ą <span class="_ _1"></span>spełnione <span class="_ _1"></span>liczne <span class="_ _1"></span>warunki, <span class="_ _1"></span>m.in. gdy <span class="_ _1"></span>co <span class="_ _1"></span>najmniej </div><div class="t m0 xb h1f y3e ff6 fsa fc0 sc0 ls0 ws0">jedna działka sąsiednia, dostępna <span class="_ _0"></span>z tej samej drogi<span class="_ _0"></span> publicznej, jest zabudowana w sposób pozwalający </div><div class="t m0 xb h14 y3ce ff6 fsa fc0 sc0 ls0 ws0">na <span class="_"> </span>określenie <span class="_"> </span>wymagań <span class="_ _10"> </span>d<span class="_ _1"></span>otyczący<span class="_ _1"></span>ch <span class="_"> </span>nowej <span class="_ _10"> </span>z<span class="_ _1"></span>abudowy <span class="_ _2"> </span><span class="ff1">w <span class="_"> </span>zakresie <span class="_"> </span></span>kontynuacji, <span class="_"> </span>parametrów, <span class="_"> </span>cech </div><div class="t m0 xb h14 y3cf ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">wskaźników <span class="_ _2"> </span>kształtowa<span class="_ _1"></span>nia <span class="_ _2"> </span>zabudowy <span class="_ _2"> </span>oraz <span class="_ _2"> </span>za<span class="_ _1"></span>gospodaro<span class="_ _1"></span></span>w<span class="_ _1"></span>ania <span class="_ _2"> </span>terenu, <span class="_ _2"> </span>w <span class="_ _2"> </span><span class="ff6">ty<span class="_ _1"></span>m <span class="_ _2"> </span>gabarytów <span class="_ _1c"> </span>i <span class="_ _2"> </span></span>formy </div><div class="t m0 xb h1f y3d0 ff6 fsa fc0 sc0 ls0 ws0">architektonicznej obiektów budowlanych, linii <span class="_ _0"></span>oraz intensywności zabudowy <span class="_ _0"></span>wykor<span class="_ _1"></span>zystania terenu. <span class="_ _0"></span>Brak </div><div class="t m0 xb h14 y3d1 ff6 fsa fc0 sc0 ls0 ws0">obowiązujących <span class="_ _17"> </span>planów <span class="_ _17"> </span>zagospod<span class="_ _1"></span>arowania <span class="_ _17"> </span>przestrz<span class="_ _1"></span>ennego <span class="_ _17"> </span>może <span class="_ _17"> </span>z<span class="_ _1"></span>nacząco <span class="_ _17"> </span>wydłużyć<span class="_ _1"></span> <span class="_ _17"> </span>pro<span class="ff1">ces </span></div><div class="t m0 xb h14 y3d2 ff1 fsa fc0 sc0 ls0 ws0">uzyskiwa<span class="ls5">ni</span>a <span class="_ _11"> </span><span class="ff6">pozwolenia <span class="_ _13"> </span>n<span class="_ _1"></span>a <span class="_ _13"> </span>budowę, <span class="_ _13"> </span>c<span class="_ _1"></span>o <span class="_ _11"> </span></span>z <span class="_ _13"></span>kolei <span class="_ _11"> </span><span class="ff6">może <span class="_ _13"> </span>prowadzić <span class="_ _11"> </span>do <span class="_ _13"> </span>opóźnienia <span class="_ _13"> </span>r<span class="_ _1"></span>ealizacji <span class="_ _13"> </span>proj<span class="_ _1"></span>ektów </span></div><div class="t m0 xb h14 y3d3 ff1 fsa fc0 sc0 ls0 ws0">inwestycyjnych, <span class="_ _14"></span><span class="ls5">a <span class="_ _14"></span></span><span class="ff6">w <span class="_ _14"> </span>ko<span class="_ _1"></span>nsekwencj<span class="_ _1"></span>i <span class="_ _12"></span>może<span class="_ _1"></span> <span class="_ _12"></span>m<span class="_ _1"></span>ieć <span class="_ _14"></span>n<span class="_ _1"></span>egatywny <span class="_ _14"></span>wpływ <span class="_ _14"> </span>na <span class="_ _14"> </span>dzi<span class="_ _1"></span>ałalność <span class="_ _14"></span>i</span> s<span class="_ _1"></span>ytuac<span class="ff6">ję <span class="_ _14"></span>finansową<span class="_ _1"></span> </span></div><div class="t m0 xb h14 y3d4 ff6 fsa fc0 sc0 ls0 ws0">Grupy Kapitałowej.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h9 y3d5 ffc fs6 fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _f"> </span><span class="ff3">Ryzyko <span class="_ _a"> </span>wynikające <span class="_ _a"> </span>z <span class="_ _a"> </span>rozbieżności <span class="_ _a"> </span>d<span class="_ _0"></span>anych <span class="_ _a"> </span>wpisanych <span class="_ _a"> </span>w <span class="_ _a"> </span>księgach </span></span></div><div class="t m0 xf h15 y3d6 ff2 fs6 fc0 sc0 ls0 ws0">wieczystych i <span class="ff3">rejestrze gruntów</span> </div><div class="t m0 xb h1f y3d7 ff6 fsa fc0 sc0 ls0 ws0">Dane <span class="_"> </span>wpisane <span class="_"> </span>w <span class="_"> </span>księgac<span class="_ _1"></span>h <span class="_"> </span>wieczystych <span class="_"> </span>prowadzon<span class="_ _1"></span>ych <span class="_"> </span>dla <span class="_"> </span>nieruchomości <span class="_"> </span>nie <span class="_"> </span>zaws<span class="_ _1"></span>ze <span class="_"> </span>są <span class="_"> </span>zgodne </div><div class="t m0 xb h14 y3d8 ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">danymi <span class="_ _4"></span>ujawn<span class="_ _1"></span>ionymi <span class="_ _4"></span>w <span class="_ _0"></span>ewidencji <span class="_ _4"></span>gruntów <span class="_ _0"></span>i <span class="_ _4"></span>budynków,<span class="_ _1"></span> <span class="_ _4"></span>w<span class="_ _1"></span><span class="ff1"> <span class="_ _0"></span><span class="ff6">szczególności <span class="_ _4"></span>w<span class="_ _1"></span><span class="ff1"> <span class="_ _4"></span>zakres<span class="_ _1"></span>ie <span class="_ _4"></span>danych <span class="_ _0"></span><span class="ls5">o <span class="_ _4"></span><span class="ls0">numerac<span class="_ _1"></span>h </span></span></span></span></span></span></div><div class="t m0 xb h14 y3d9 ff1 fsa fc0 sc0 lsd ws0">i <span class="_ _1"></span><span class="ff6 ls0">powierzchni <span class="_ _1"></span>działek <span class="_ _1"></span>ewid<span class="_ _1"></span>encyj<span class="_ _1"></span>nych, <span class="_ _1"></span>jak r<span class="_ _1"></span>ównież dany<span class="_ _1"></span>ch o<span class="_ _1"></span><span class="ff1"> <span class="_ _1"></span></span>osobach <span class="_ _1"></span>władającyc<span class="_ _1"></span>h grunte<span class="_ _1"></span>m. W<span class="_ _1"></span><span class="ff1"> <span class="_ _1"></span>praktyce<span class="_ _1"></span> </span></span></div><div class="t m0 xb h14 y3a2 ff6 fsa fc0 sc0 ls0 ws0">może <span class="_ _4"></span>to <span class="_ _4"></span>spowodow<span class="_ _1"></span>ać <span class="_ _4"></span>koniecz<span class="_ _1"></span>ność <span class="_ _4"></span>dokonania <span class="_ _4"></span>uzgodni<span class="_ _1"></span>enia <span class="_ _4"></span>tych <span class="_ _4"></span>danych, <span class="ff1">a <span class="_ _4"></span><span class="ff6">wobec <span class="_ _4"></span>cz<span class="_ _1"></span>asochłonności <span class="_ _4"></span>tak<span class="_ _1"></span>iej </span></span></div><div class="t m0 xb h14 y3a3 ff6 fsa fc0 sc0 ls0 ws0">procedury, opóźnić <span class="_ _1"></span>ustanowienie odrę<span class="_ _1"></span>bnej własności <span class="_ _1"></span>lokal<span class="_ _1"></span><span class="ff1 ls1e">i.<span class="ls0"> </span></span></div><div class="t m0 xb h1f y3da ff6 fsa fc0 sc0 ls0 ws0">Grupa <span class="_ _4"></span>Kapitałowa <span class="_ _4"></span>z<span class="_ _1"></span>arządza <span class="_ _0"></span>wszystkimi <span class="_ _4"></span>opisanymi <span class="_ _4"></span>powy<span class="_ _1"></span>żej <span class="_ _4"></span>elementam<span class="_ _1"></span>i <span class="_ _4"></span>ryzyka <span class="_ _0"></span>finansowego, <span class="_ _4"></span>które <span class="_ _4"></span>może </div><div class="t m0 xb h1f y3db ff6 fsa fc0 sc0 ls0 ws0">mieć <span class="_ _e"> </span>ist<span class="_ _1"></span>otny <span class="_ _15"> </span>wpływ <span class="_ _15"> </span>na <span class="_ _15"> </span>prowadze<span class="_ _1"></span>nie <span class="_ _e"> </span>dz<span class="_ _1"></span>iałalności. <span class="_ _15"> </span>Organizacja <span class="_ _15"> </span>sy<span class="_ _1"></span>stemu <span class="_ _e"> </span>z<span class="_ _1"></span>arządzania <span class="_ _15"> </span>ryzy<span class="_ _1"></span>kiem </div><div class="t m0 xb h1f y3dc ff6 fsa fc0 sc0 ls0 ws0">finansowym <span class="_ _b"></span>polega <span class="_ _b"></span>na <span class="_ _b"></span>rozdzieleniu <span class="_ _1"></span>k<span class="_ _1"></span>omórek <span class="_ _b"></span>odpowiedz<span class="_ _1"></span>ialnych <span class="_ _b"></span>za <span class="_ _b"></span>zawieran<span class="_ _1"></span>ie <span class="_ _b"></span>różnego <span class="_ _b"></span>typu <span class="_ _1"></span>tra<span class="_ _1"></span>nsakcji </div><div class="t m0 xb h1f y3dd ff6 fsa fc0 sc0 ls0 ws0">na <span class="_ _1"></span>rynk<span class="_ _1"></span>u, <span class="_ _1"></span>opin<span class="_ _1"></span>iowaniu <span class="_ _b"></span>tych <span class="_ _1"></span>transak<span class="_ _1"></span>cji <span class="_ _b"></span>przez <span class="_ _1"></span>inne, <span class="_ _b"></span>niezależne <span class="_ _1"></span>ko<span class="_ _1"></span>mórki <span class="_ _1"></span>prz<span class="_ _1"></span>ed <span class="_ _b"></span>ich <span class="_ _1"></span>ostateczną <span class="_ _b"></span>akceptacją </div><div class="t m0 xb h14 y3de ff6 fsa fc0 sc0 ls0 ws0">przez <span class="_ _0"></span>Zarząd <span class="_ _4"></span>S<span class="_ _1"></span>półki <span class="_ _0"></span>i <span class="_ _4"></span>w <span class="_ _0"></span>rezultac<span class="_ _1"></span>ie <span class="_ _4"></span>zm<span class="_ _1"></span>niejszenie <span class="_ _4"></span>k<span class="_ _1"></span>osztów <span class="_ _0"></span>działalności <span class="_ _0"></span>operacy<span class="_ _1"></span>jnej <span class="_ _0"></span>i <span class="_ _4"></span>finansowej<span class="_ _1"></span>, <span class="_ _4"></span>w<span class="_ _b"></span><span class="ff1"> <span class="_ _0"></span><span class="ff6">których </span></span></div><div class="t m0 xb h14 y3df ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">rzeczywistośc<span class="_ _1"></span>i ryzyko</span> <span class="ff6">finans<span class="_ _1"></span>owe się zawiera.<span class="_ _1"></span></span> </div><div class="t m0 xb h14 y3e0 ff1 fsa fc0 sc0 ls0 ws0"> <span class="_ _18"> </span> </div></div></div><div class="pi"></div></div>
<div id="pf1c" class="pf w0 h0"><div class="pc pc1c w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">28<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h3 y5 ff2 fs1 fc1 sc0 ls9 ws0">6.<span class="ls0"> <span class="_ _f"> </span><span class="ff3">Oświadcze<span class="_ _0"></span>nie o stosowaniu<span class="_ _0"></span> ładu korporacy<span class="_ _0"></span>jnego<span class="ff2"> </span></span></span></div><div class="t m0 xb h14 yc5 ff6 fsa fc0 sc0 ls0 ws0">Zgodnie <span class="_ _b"></span>z <span class="_ _b"></span>§ <span class="_ _b"></span>70 <span class="_ _b"></span>ust. <span class="_ _b"></span>6 <span class="_ _12"></span>pkt <span class="_ _b"></span>5<span class="_ _1"></span><span class="ff1 lsc">) <span class="_ _b"></span></span>w <span class="_ _b"></span>zw. <span class="_ _b"></span>z <span class="_ _b"></span>§ <span class="_ _b"></span>71<span class="ff1"> <span class="_ _12"></span>ust. <span class="_ _b"></span>4 <span class="_ _b"></span></span>Roz<span class="_ _1"></span>porządzenia <span class="_ _b"></span>Ministr<span class="_ _1"></span>a <span class="_ _b"></span>Finan<span class="_ _1"></span>sów <span class="_ _b"></span>z <span class="_ _b"></span>dnia <span class="_ _12"></span><span class="ff1 ls11">29<span class="ls0"> <span class="_ _b"></span>marca </span></span></div><div class="t m0 xb h14 y11a ff1 fsa fc0 sc0 ls5 ws0">2018<span class="ls0"> <span class="_ _12"></span>r<span class="_ _1"></span>oku <span class="_ _14"></span><span class="ff6">w <span class="_ _12"></span>spr<span class="_ _1"></span>awie <span class="_ _14"></span>infor<span class="_ _1"></span>macji <span class="_ _14"></span>bieżących <span class="_ _14"></span>i <span class="_ _14"></span>okresowyc<span class="_ _1"></span>h <span class="_ _12"></span>prz<span class="_ _1"></span>ekazywanych <span class="_ _14"></span>przez <span class="_ _13"> </span>emitentów <span class="_ _14"></span>papierów </span></span></div><div class="t m0 xb h1f y11b ff6 fsa fc0 sc0 ls0 ws0">wartościowych <span class="_ _12"></span>oraz <span class="_ _12"></span>warunk<span class="_ _1"></span>ów <span class="_ _b"></span>uznawan<span class="_ _1"></span>ia <span class="_ _b"></span>za <span class="_ _12"></span>równow<span class="_ _1"></span>ażne <span class="_ _b"></span>inf<span class="_ _1"></span>ormacji <span class="_ _b"></span>wym<span class="_ _1"></span>aganyc<span class="_ _1"></span>h <span class="_ _b"></span>przepisami<span class="_ _1"></span> <span class="_ _b"></span>praw<span class="_ _1"></span>a </div><div class="t m0 xb h14 y36e ff6 fsa fc0 sc0 ls0 ws0">państwa <span class="_ _b"></span>niebędącego <span class="_ _b"></span>pańs<span class="_ _1"></span>twem <span class="_ _b"></span>członkowskim <span class="_ _b"></span>(<span class="ff1">Dz.<span class="_ _1"></span>U. <span class="_ _b"></span>z <span class="_ _b"></span>2018 <span class="_ _1"></span>r. <span class="_ _b"></span>poz. <span class="_ _b"></span>757<span class="_ _1"></span>), <span class="_ _b"></span>Za</span>rząd <span class="_ _b"></span>Spółki <span class="_ _b"></span>oświadcza, </div><div class="t m0 xb h14 y327 ff6 fsa fc0 sc0 ls0 ws0">że w <span class="_ _0"></span>202<span class="ff1">4 </span>roku WIKANA Spół<span class="_ _0"></span>ka Akcyjna z siedzibą <span class="_ _0"></span>w Lublinie (dalej <span class="_ _0"></span>równ<span class="_ _1"></span>ież: <span class="_ _0"></span>„Em<span class="_ _1"></span>itent”, „Spółka”), <span class="_ _0"></span>jako<span class="_ _1"></span> </div><div class="t m0 xb h14 y328 ff6 fsa fc0 sc0 ls0 ws0">spółka <span class="_ _1"></span>giełdowa, <span class="_ _b"></span>podlegała<span class="_ _1"></span> <span class="_ _1"></span>zasadom <span class="_ _b"></span>ładu korpor<span class="_ _1"></span>acyj<span class="_ _1"></span>nego<span class="ff1"> <span class="_ _1"></span></span>d<span class="_ _1"></span>la <span class="_ _1"></span>spółek <span class="_ _b"></span>notowanych <span class="_ _1"></span>na <span class="_ _1"></span>Główny<span class="_ _1"></span>m <span class="_ _1"></span>Rynk<span class="_ _1"></span>u </div><div class="t m0 xb h14 y36f ff1 fsa fc0 sc0 ls0 ws0">GPW<span class="ff6">, <span class="_ _b"></span>które <span class="_ _1"></span>zos<span class="_ _1"></span>tały <span class="_ _b"></span>przyjęte <span class="_ _b"></span>Uchwałą <span class="_ _b"></span>Rady <span class="_ _b"></span>Giełdy <span class="_ _b"></span>Nr <span class="_ _b"></span>13/1834/2021 <span class="_ _b"></span>z <span class="_ _b"></span>dnia <span class="_ _1"></span>29 <span class="_ _b"></span>marca <span class="_ _b"></span>2021 <span class="_ _b"></span>r.</span> <span class="_ _b"></span><span class="lsd">i <span class="_ _b"></span></span><span class="ff6">wesz<span class="_ _1"></span>ły </span></div><div class="t m0 xb h14 y370 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">życie z </span>dniem 1 lipca 2021 r. W <span class="ff6">związku z powyższym, od dnia 1 lipca 2021 r. Spółka stosuje zasady </span></div><div class="t m0 xb h1f y371 ff6 fsa fc0 sc0 ls0 ws0">zawarte <span class="_ _0"></span>w <span class="_ _0"></span>dokumencie <span class="_ _0"></span>„Dobre Praktyki <span class="_ _4"></span>Spó<span class="_ _1"></span>łek <span class="_ _0"></span>Notowanych <span class="_ _0"></span>na <span class="_ _0"></span>GPW <span class="_ _0"></span>2021”, <span class="_ _0"></span>którego <span class="_ _0"></span>treść <span class="_ _0"></span>dostępna jest </div><div class="t m0 xb h14 y3e1 ff6 fsa fc0 sc0 ls0 ws0">na <span class="_ _1b"> </span>stronie <span class="_ _1b"> </span>internetowej<span class="_ _1"></span> <span class="_ _1b"> </span>Giełdy <span class="_ _1b"> </span>w<span class="_ _1"></span><span class="ff1"> <span class="_ _1b"> </span></span>sekcj<span class="_ _1"></span>i <span class="_ _1b"> </span>poświęconej <span class="_ _1b"> </span>zagadnienio<span class="_ _1"></span>m <span class="_ _1b"> </span>ładu <span class="_ _1b"> </span>korporacyj<span class="_ _1"></span>nego <span class="_ _1c"> </span>s<span class="_ _1"></span>półek </div><div class="t m0 xb h14 y3e2 ff1 fsa fc0 sc0 ls0 ws0">notowanych (<span class="fc5">https<span class="_ _1"></span>://www.gpw.p<span class="_ _1"></span>l/dobre-prakty<span class="_ _1"></span>ki2021</span>).  </div><div class="t m0 xb h1f y3e3 ff6 fsa fc0 sc0 ls0 ws0">WIKANA <span class="_ _e"> </span>S.A. <span class="_ _e"> </span>dokłada <span class="_ _e"> </span>wsz<span class="_ _1"></span>elkich <span class="_ _19"> </span>stara<span class="_ _1"></span>ń <span class="_ _19"> </span>by<span class="_ _1"></span> <span class="_ _19"> </span>stos<span class="_ _1"></span>ować <span class="_ _19"> </span>zas<span class="_ _1"></span>ady <span class="_ _e"> </span>ładu <span class="_ _19"> </span>k<span class="_ _1"></span>orporacyj<span class="_ _1"></span>nego <span class="_ _19"> </span>określone<span class="_ _1"></span> </div><div class="t m0 xb h14 y32f ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">dokumencie <span class="_ _10"> </span>„Dobre <span class="_ _10"> </span>Prak<span class="_ _1"></span>tyki <span class="_ _11"> </span>Spó<span class="_ _1"></span>łek <span class="_ _11"> </span>N<span class="_ _1"></span>otowanych <span class="_ _10"> </span>na <span class="_ _10"> </span>GPW <span class="_ _10"> </span>2021<span class="_ _1"></span>” <span class="_ _11"> </span>oraz <span class="_ _10"> </span>by<span class="_ _1"></span> <span class="_ _11"> </span>na <span class="_ _10"> </span>każdym <span class="_ _10"> </span>etapie <span class="_ _10"> </span>jej </span></div><div class="t m0 xb h1f y375 ff6 fsa fc0 sc0 ls0 ws0">funkcjonowania <span class="_ _19"> </span>realizować <span class="_ _19"> </span>wsz<span class="_ _1"></span>ystkie <span class="_ _1d"> </span>rekomendacj<span class="_ _1"></span>e <span class="_ _1d"> </span>dotycząc<span class="_ _1"></span>e <span class="_ _1d"> </span>dobrych <span class="_ _19"> </span>prak<span class="_ _1"></span>tyk <span class="_ _1d"> </span>oraz<span class="_ _1"></span> <span class="_ _1d"> </span>zalecenia </div><div class="t m0 xb h14 y376 ff6 fsa fc0 sc0 ls0 ws0">kierowane do zarządó<span class="_ _1"></span>w, rad nadzorc<span class="_ _1"></span>zych i akcjonariu<span class="_ _1"></span>szy. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h1f y351 ff6 fsa fc0 sc0 ls0 ws0">Zarząd Spółki <span class="_ _4"></span>prz<span class="_ _1"></span>ykłada dużą <span class="_ _0"></span>wagę do <span class="_ _0"></span>stosowania w <span class="_ _0"></span>procesie zarządzania <span class="_ _0"></span>zasad ładu <span class="_ _0"></span>korporacyjnego,<span class="_ _1"></span> </div><div class="t m0 xb h1f y352 ff6 fsa fc0 sc0 ls0 ws0">rozumianych <span class="_ _1a"> </span>j<span class="_ _1"></span>ako <span class="_ _1a"> </span>zbiór <span class="_ _1d"> </span>uregulowań <span class="_ _1d"> </span>niezbędnych <span class="_ _1d"> </span>w <span class="_ _1a"> </span>utrzy<span class="_ _1"></span>mywaniu <span class="_ _1a"> </span>właśc<span class="_ _1"></span>iwych <span class="_ _1a"> </span>r<span class="_ _1"></span>elacji <span class="_ _1a"> </span>pomiędzy </div><div class="t m0 xb h14 y353 ff6 fsa fc0 sc0 ls0 ws0">interesami wszystkich pod<span class="_ _1"></span>miotów oraz osób fizyczny<span class="_ _1"></span>ch związanych <span class="_ _1"></span><span class="ff1">z </span>funkcjonow<span class="_ _1"></span>aniem Spółki. Zasady<span class="_ _1"></span> </div><div class="t m0 xb h1f y354 ff6 fsa fc0 sc0 ls0 ws0">ładu korporacyjnego <span class="_ _0"></span>stanowią w du<span class="_ _0"></span>żej mierze przykład <span class="_ _0"></span>postępowania zgodnego z na<span class="_ _0"></span>kazami etycznymi, </div><div class="t m0 xb h14 y355 ff6 fsa fc0 sc0 ls0 ws0">jak <span class="_ _1d"> </span>również <span class="_ _1d"> </span>stanowią <span class="_ _1d"> </span>wy<span class="_ _1"></span>raz <span class="_ _1d"> </span>dobryc<span class="_ _1"></span>h <span class="_ _1d"> </span>obyczajów. <span class="_ _1d"> </span>Spółka <span class="_ _1d"> </span>ni<span class="_ _1"></span>e <span class="_ _1d"> </span>stosuje <span class="_ _1d"> </span>prakty<span class="_ _1"></span>k<span class="_ _1"></span><span class="ff1"> <span class="_ _1d"> </span></span>w <span class="_ _19"> </span>zakresie <span class="_ _1d"> </span>ładu </div><div class="t m0 xb h14 y356 ff1 fsa fc0 sc0 ls0 ws0">korporacyjnego <span class="ff6">wyk<span class="_ _1"></span>raczający<span class="_ _1"></span>ch poza wymogi </span>prz<span class="_ _1"></span>ewidziane prawe<span class="_ _1"></span>m krajowym. <span class="_ _1"></span> </div><div class="t m0 x12 h15 y101 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Wskaza<span class="_ _1"></span>nie postanowień zbioru zasad ładu<span class="_ _0"></span> korporacyjnego, od stosowania </span></div><div class="t m0 xf h15 y3e4 ff3 fs6 fc0 sc0 ls0 ws0">których WIKANA S.A. odstąpiła, wraz z uzasadnieniem powyższ<span class="_ _0"></span>ego<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h14 y3e5 ff1 fsa fc0 sc0 ls0 ws0">Od <span class="_ _0"></span>1 <span class="_ _0"></span>stycznia <span class="_ _0"></span><span class="ls5">202<span class="ls0">4 r. <span class="_ _4"></span>do 31 <span class="_ _0"></span>grudnia <span class="_ _4"></span>2<span class="_ _1"></span>0<span class="ls5">24</span> <span class="_ _0"></span><span class="ff6">r. Spółka <span class="_ _4"></span>stos<span class="_ _1"></span>owała <span class="_ _0"></span>zasady zawarte <span class="_ _0"></span>w <span class="_ _0"></span>„Dobre <span class="_ _0"></span>Praktyki <span class="_ _0"></span>Spółek </span></span></span></div><div class="t m0 xb h1f y3e6 ff6 fsa fc0 sc0 ls0 ws0">Notowanych <span class="_ _b"></span>na <span class="_ _b"></span>GP<span class="_ _1"></span>W <span class="_ _b"></span>2021”, <span class="_ _b"></span>za <span class="_ _b"></span>wyj<span class="_ _1"></span>ątkiem <span class="_ _b"></span>następując<span class="_ _1"></span>ych <span class="_ _b"></span>zasad: <span class="_ _b"></span>1.<span class="_ _1"></span>1., <span class="_ _b"></span>1.2., <span class="_ _b"></span>1.3.1<span class="_ _1"></span>., <span class="_ _b"></span>1.4., <span class="_ _b"></span>1.4.1., <span class="_ _b"></span>1.4.2.,<span class="_ _1"></span> </div><div class="t m0 xb h14 y3e7 ff1 fsa fc0 sc0 ls0 ws0">1.7., 2.1., 2.2., 2.11.<span class="_ _1"></span>6., 3.3., 3.4., 3.6., 4.1., 4<span class="_ _1"></span>.3., 4.9.1.<span class="_ _1"></span> </div><div class="t m0 xb h1f y3e8 ff6 fsa fc0 sc0 ls0 ws0">Poniżej <span class="_ _13"> </span>Emitent <span class="_ _13"> </span>ws<span class="_ _1"></span>kazuje <span class="_ _11"> </span>postanowienia <span class="_ _13"> </span>zbioru <span class="_ _13"> </span>zas<span class="_ _1"></span>ad <span class="_ _13"> </span>ładu <span class="_ _13"> </span>korp<span class="_ _1"></span>oracyjnego, <span class="_ _13"> </span>o<span class="_ _1"></span>d <span class="_ _13"> </span>stosowan<span class="_ _1"></span>ia <span class="_ _13"> </span>których </div><div class="t m0 xb h14 y3e9 ff6 fsa fc0 sc0 ls0 ws0">odstąpił, <span class="_ _1"></span>wr<span class="_ _1"></span>az <span class="_ _b"></span>z <span class="_ _1"></span>uzasadnieniem <span class="_ _b"></span>–<span class="ff1"> <span class="_ _1"></span></span>w <span class="_ _b"></span>ślad <span class="_ _b"></span>za <span class="_ _1"></span>raportem <span class="_ _b"></span>bieżącym <span class="_ _b"></span>nr <span class="_ _1"></span>1/2021 <span class="_ _b"></span>przekazanym <span class="_ _b"></span>przez <span class="_ _1"></span>Spółkę </div><div class="t m0 xb h14 y3ea ff6 fsa fc0 sc0 ls0 ws0">za pośrednictwem sy<span class="_ _1"></span>stemu EBI dnia 30 <span class="_ _1"></span>lipca 2021 roku.<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y3eb ff1 fsa fc0 sc0 ls5 ws0">1.1.<span class="ls0"> <span class="_ _13"></span><span class="ff6">Spółka <span class="_ _14"> </span>prowa<span class="_ _1"></span>dzi <span class="_ _14"></span>sprawną <span class="_ _14"> </span>k<span class="_ _1"></span>omunikację <span class="_ _14"></span>z <span class="_ _14"></span>uczestnika<span class="_ _1"></span>mi <span class="_ _14"></span>rynku <span class="_ _14"></span>kapit<span class="_ _b"></span>ałowego, <span class="_ _12"></span>r<span class="_ _1"></span>zetelnie <span class="_ _14"></span>inform<span class="_ _1"></span>ując </span></span></div><div class="t m0 x8d h14 y3ec ff1 fsa fc0 sc0 ls0 ws0">o <span class="ff6">sprawach <span class="_"> </span>jej <span class="_ _2"> </span>dotyczący<span class="_ _1"></span>ch. <span class="_"> </span>W <span class="_"> </span>tym <span class="_ _2"> </span>celu <span class="_"> </span>s<span class="_ _1"></span>półka <span class="_"> </span>wy<span class="_ _1"></span>korzys<span class="_ _1"></span>tuje <span class="_"> </span>różnorodne <span class="_ _2"> </span>narzędzia <span class="_ _2"> </span>i <span class="_"> </span>formy </span></div><div class="t m0 x8d h1f y3ed ff6 fsa fc0 sc0 ls0 ws0">porozumiewania <span class="_ _1d"> </span>się, <span class="_ _1d"> </span>w <span class="_ _1d"> </span>tym <span class="_ _1d"> </span>przede <span class="_ _1a"> </span>ws<span class="_ _1"></span>zystkim <span class="_ _1d"> </span>korporacy<span class="_ _1"></span>jną <span class="_ _1a"> </span>s<span class="_ _1"></span>tronę <span class="_ _1a"> </span>intern<span class="_ _1"></span>etową, <span class="_ _1d"> </span>na <span class="_ _1d"> </span>której </div><div class="t m0 x8d h14 y3ee ff6 fsa fc0 sc0 ls0 ws0">zamieszcza wszelkie in<span class="_ _1"></span>formacje istot<span class="_ _1"></span>ne dla inwestoró<span class="_ _1"></span>w.<span class="ff1"> </span></div><div class="t m0 xb h14 y3ef ff3 fsa fc0 sc0 ls0 ws0">Komentarz Spółki:<span class="_ _1"></span><span class="ff1">  </span></div><div class="t m0 xb h1f y3f0 ff6 fsa fc0 sc0 ls0 ws0">W <span class="_ _0"></span>ocenie Zarządu Spółka <span class="_ _0"></span>prowadzi sprawną <span class="_ _0"></span>komun<span class="_ _1"></span>ikację z <span class="_ _0"></span>uczestnikami rynku <span class="_ _0"></span>kapitałowego, rzetelnie </div><div class="t m0 xb h1f y3f1 ff6 fsa fc0 sc0 ls0 ws0">informując <span class="_ _b"></span>o <span class="_ _12"></span>sprawach <span class="_ _12"></span>jej <span class="_ _b"></span>dotyc<span class="_ _1"></span>zących. <span class="_ _12"></span>Spółka <span class="_ _b"></span>nie <span class="_ _b"></span>st<span class="_ _1"></span>osuje <span class="_ _b"></span>prz<span class="_ _1"></span>edmiotowej <span class="_ _12"></span>zasady <span class="_ _b"></span>w <span class="_ _12"></span>pełnym <span class="_ _b"></span>zakres<span class="_ _1"></span>ie </div><div class="t m0 xb h14 y3f2 ff6 fsa fc0 sc0 ls0 ws0">ponieważ na jej stronie i<span class="_ _1"></span>nternetowej nie s<span class="_ _1"></span>ą publikowane m.<span class="_ _1"></span>in.<span class="_ _1"></span><span class="ff1"> </span>zapisy spotka<span class="_ _1"></span>ń z inwestorami.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y3f3 ff1 fsa fc0 sc0 ls5 ws0">1.2.<span class="ls0"> <span class="_ _13"></span><span class="ff6">Spółka <span class="_"> </span>umożliwia <span class="_"> </span>zapozn<span class="_ _1"></span>anie <span class="_"> </span>się <span class="_"> </span>z <span class="_"> </span>osiągniętymi <span class="_"> </span>przez <span class="_"> </span>nią <span class="_"> </span>w<span class="_ _1"></span></span>ynikami<span class="_ _1"></span> <span class="_"> </span>finansowymi <span class="_"> </span>zawartymi </span></div><div class="t m0 x8d h14 y3f4 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">raporcie <span class="_ _1"></span>okresowym <span class="_ _1"></span>w <span class="_ _1"></span>możliwie <span class="_ _1"></span>naj<span class="_ _1"></span>krótszym <span class="_ _1"></span>czas<span class="_ _1"></span>ie po <span class="_ _1"></span>zakończen<span class="_ _1"></span>iu okresu <span class="_ _1"></span>spr<span class="_ _1"></span>awozdawczego, </span></div><div class="t m0 x8d h14 y3f5 ff6 fsa fc0 sc0 ls0 ws0">a <span class="_ _11"> </span>j<span class="_ _1"></span>eżeli <span class="_ _11"> </span>z<span class="_ _1"></span><span class="ff1"> <span class="_ _10"> </span></span>uzasadnionych <span class="_ _10"> </span>powo<span class="_ _1"></span>dów <span class="_ _11"> </span>n<span class="_ _1"></span>ie <span class="_ _11"> </span>j<span class="_ _1"></span>est <span class="_ _10"> </span>to <span class="_ _11"> </span>moż<span class="_ _1"></span>liwe, <span class="_ _10"> </span>jak <span class="_ _10"> </span>najsz<span class="_ _1"></span>ybciej <span class="_ _10"> </span>publikuje <span class="_ _10"> </span>co <span class="_ _10"> </span>najmniej </div><div class="t m0 x8d h14 y3f6 ff6 fsa fc0 sc0 ls0 ws0">wstępne szacunkowe <span class="_ _1"></span>wyniki finansow<span class="_ _1"></span>e.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h13 y3f7 ff3 fsa fc0 sc0 ls0 ws0">Komentarz Spółki: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h14 y3f8 ff6 fsa fc0 sc0 ls0 ws0">Spółka publikuje wyn<span class="_ _1"></span>iki finansowe w <span class="_ _1"></span>terminach wynikaj<span class="_ _1"></span>ących z obowi<span class="_ _1"></span>ązujących przepisów.<span class="_ _b"></span><span class="ff1"> </span></div></div><span class="d m1" style="border-style:none;position:absolute;left:166.504000px;bottom:778.817000px;width:176.250000px;height:13.230000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></div><div class="pi"></div></div>
<div id="pf1d" class="pf w0 h0"><div class="pc pc1d w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">29<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h14 y5a ff1 fsa fc0 sc0 ls5 ws0">1.3.<span class="ls0"> <span class="_ _13"></span><span class="ff6">W <span class="_ _1c"> </span>s<span class="_ _1"></span>wojej <span class="_ _1b"> </span>strategii <span class="_ _1c"> </span>b<span class="_ _1"></span>iznesowej <span class="_ _1b"> </span>spółka <span class="_ _1b"> </span>uwzgl<span class="_ _1"></span>ędnia <span class="_ _1c"> </span>r<span class="_ _1"></span>ównież <span class="_ _1b"> </span>tematykę <span class="_ _1b"> </span>ESG, <span class="_ _1b"> </span>w<span class="_ _b"></span></span> <span class="_ _1c"> </span><span class="ff6">szcz<span class="_ _1"></span>ególności </span></span></div><div class="t m0 x8d h14 yc4 ff6 fsa fc0 sc0 ls0 ws0">obejmującą:<span class="ff1"> </span></div><div class="t m0 x8d h14 y3f9 ff1 fsa fc0 sc0 ls0 ws0">1.3.1. <span class="_ _12"></span><span class="ff6">zagadnienia <span class="_ _13"> </span>środowisk<span class="_ _1"></span>owe, <span class="_ _13"> </span>zawierające <span class="_ _13"> </span>miern<span class="_ _1"></span>iki <span class="_ _13"> </span>i <span class="_ _13"> </span>ryzyka <span class="_ _13"> </span>związane <span class="_ _13"> </span>ze <span class="_ _13"> </span>zmiana<span class="_ _1"></span>mi <span class="_ _13"> </span>klimatu </span></div><div class="t m0 x8e h14 y16c ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">zagadnienia zrównow<span class="_ _1"></span>ażonego rozwoj<span class="_ _1"></span>u;<span class="_ _1"></span></span> </div><div class="t m0 xb h13 y3fa ff3 fsa fc0 sc0 ls0 ws0">Komentarz Spółki: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h1f y3fb ff6 fsa fc0 sc0 ls0 ws0">Spółka <span class="_ _1c"> </span>w <span class="_ _1b"> </span>swojej <span class="_ _1c"> </span>s<span class="_ _1"></span>trategii <span class="_ _1b"> </span>biznes<span class="_ _1"></span>owej <span class="_ _1c"> </span>uwz<span class="_ _1"></span>ględnia <span class="_ _1b"> </span>zagadnienia<span class="_ _1"></span> <span class="_ _1c"> </span>środowisk<span class="_ _1"></span>owe <span class="_ _1c"> </span>i <span class="_ _1b"> </span>z<span class="_ _1"></span>równoważonego<span class="_ _1"></span> </div><div class="t m0 xb h14 y3fc ff6 fsa fc0 sc0 ls0 ws0">rozwoju, jednakże bez m<span class="_ _1"></span>ierników i oce<span class="_ _1"></span>ny ryzyk<span class="_ _1"></span> związanych ze zmianą klimatu.<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y3fd ff1 fsa fc0 sc0 ls5 ws0">1.4.<span class="ls0"> <span class="_ _13"></span><span class="ff6">W <span class="_ _2"> </span>celu <span class="_ _1c"> </span>zapewnien<span class="_ _1"></span>ia <span class="_ _2"> </span>nale<span class="_ _1"></span>żytej <span class="_ _2"> </span>k<span class="_ _1"></span>omunikacji <span class="_ _2"> </span>z <span class="_ _2"> </span>i<span class="_ _1"></span>nteresariuszami, <span class="_ _1c"> </span>w <span class="_ _2"> </span>zakr<span class="_ _1"></span>esie <span class="_ _2"> </span>pr<span class="_ _1"></span>zyjętej <span class="_ _1c"> </span>strategii </span></span></div><div class="t m0 x8d h1f y3fe ff6 fsa fc0 sc0 ls0 ws0">biznesowej <span class="_ _1c"> </span>s<span class="_ _1"></span>półka <span class="_ _1c"> </span>zamiesz<span class="_ _1"></span>cza <span class="_ _1c"> </span>na <span class="_ _1c"> </span>s<span class="_ _1"></span>wojej <span class="_ _1c"> </span>stronie <span class="_ _1c"> </span>i<span class="_ _1"></span>nternetowej <span class="_ _1b"> </span>informacje <span class="_ _1c"> </span>n<span class="_ _1"></span>a <span class="_ _1c"> </span>temat <span class="_ _1c"> </span>za<span class="_ _1"></span>łożeń </div><div class="t m0 x8d h14 y3ff ff6 fsa fc0 sc0 ls0 ws0">posiadanej <span class="_ _1"></span>s<span class="_ _1"></span>trategii, <span class="_ _1"></span>mierz<span class="_ _1"></span>alnych <span class="_ _1"></span>ce<span class="_ _1"></span>lów, <span class="_ _1"></span>w <span class="_ _1"></span>ty<span class="_ _1"></span>m <span class="_ _1"></span>zwł<span class="_ _1"></span>aszcza <span class="_ _1"></span>c<span class="_ _1"></span>elów <span class="_ _1"></span>długoter<span class="_ _1"></span>minow<span class="_ _b"></span><span class="ff1">ych, <span class="_ _1"></span>planowany<span class="_ _1"></span>ch </span></div><div class="t m0 x8d h1f y400 ff6 fsa fc0 sc0 ls0 ws0">działań <span class="_ _e"> </span>oraz<span class="_ _1"></span> <span class="_ _e"> </span>postę<span class="_ _1"></span>pów <span class="_ _15"> </span>w <span class="_ _e"> </span>j<span class="_ _1"></span>ej <span class="_ _e"> </span>rea<span class="_ _1"></span>lizacji, <span class="_ _e"> </span>okr<span class="_ _1"></span>eślonyc<span class="_ _1"></span>h <span class="_ _e"> </span>za <span class="_ _f"> </span>pomocą <span class="_ _15"> </span>miernikó<span class="_ _1"></span>w, <span class="_ _e"> </span>f<span class="_ _1"></span>inansowych </div><div class="t m0 x8d h13 y401 ff1 fsa fc0 sc0 ls0 ws0">i niefinansowych. Informac<span class="_ _1"></span>je na tem<span class="_ _1"></span>at strateg<span class="_ _1"></span>ii w obszarz<span class="_ _1"></span>e ESG powinny m.i<span class="_ _1"></span>n.:<span class="ff2"> </span></div><div class="t m0 xb h13 y402 ff3 fsa fc0 sc0 ls0 ws0">Komentarz Spółki: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h14 y403 ff6 fsa fc0 sc0 ls0 ws0">Spółka nie publikuje na str<span class="_ _1"></span>onie internetowej<span class="_ _1"></span> założeń strateg<span class="_ _1"></span>ii.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x8d h13 y25a ff1 fsa fc0 sc0 ls0 ws0">1.4.1.<span class="ff2"> <span class="_ _12"></span><span class="ff6">objaśniać, <span class="_ _10"> </span>w <span class="_"> </span>jaki <span class="_ _11"> </span>sposób <span class="_"> </span>w <span class="_ _10"> </span>procesach <span class="_ _10"> </span>dec<span class="_ _1"></span>yzyjnyc<span class="_ _1"></span>h <span class="_ _11"> </span>w <span class="_"> </span>spółce <span class="_ _11"> </span>i <span class="_"> </span>po<span class="_ _0"></span>dmiotach <span class="_"> </span>z <span class="_ _11"> </span>j<span class="_ _1"></span>ej <span class="_ _10"> </span>grupy </span></span></div><div class="t m0 x8e h14 y25b ff6 fsa fc0 sc0 ls0 ws0">uwzględniane <span class="_ _13"> </span>są<span class="_ _1"></span><span class="ff1"> <span class="_ _13"> </span></span>kw<span class="_ _1"></span>estie <span class="_ _13"> </span>z<span class="_ _1"></span>wiązane <span class="_ _13"> </span>ze <span class="_ _13"> </span>zm<span class="_ _1"></span>ianą <span class="_ _13"> </span>klima<span class="_ _1"></span>tu, <span class="_ _13"> </span>wskazując<span class="_ _1"></span> <span class="_ _13"> </span>na <span class="_ _13"> </span>wyn<span class="_ _1"></span>ikające <span class="_ _13"> </span>z <span class="_ _13"> </span>teg<span class="_ _1"></span>o </div><div class="t m0 x8e h14 y404 ff1 fsa fc0 sc0 ls0 ws0">ryzyka; </div><div class="t m0 xb h13 y25d ff3 fsa fc0 sc0 ls0 ws0">Komentarz Spółki: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h14 y405 ff6 fsa fc0 sc0 ls0 ws0">Zob. wyjaśnienie do pu<span class="_ _1"></span>nktu 1.4.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x8d h13 y406 ff1 fsa fc0 sc0 ls0 ws0">1.4.2.<span class="ff2"> <span class="_ _12"></span></span>przedstawia<span class="ff6">ć <span class="_"> </span>wartość <span class="_"> </span>wskaźnika <span class="_ _10"> </span>rów<span class="_ _1"></span>ności <span class="_ _10"> </span>wy<span class="_ _1"></span>nagrod<span class="_ _1"></span>zeń <span class="_"> </span>wypłacanych <span class="_ _10"> </span>jej<span class="_ _1"></span> <span class="_ _10"> </span>prac<span class="_ _1"></span>ownikom, </span></div><div class="t m0 x8e h1f y407 ff6 fsa fc0 sc0 ls0 ws0">obliczanego <span class="_ _10"> </span>jak<span class="_ _1"></span>o <span class="_ _10"> </span>proc<span class="_ _1"></span>entowa <span class="_"> </span>różnica <span class="_ _10"> </span>pomiędzy<span class="_ _1"></span> <span class="_ _10"> </span>średnim <span class="_ _2"> </span>miesięcznym <span class="_ _10"> </span>wy<span class="_ _1"></span>nagrodzen<span class="_ _1"></span>iem </div><div class="t m0 x8e h14 y408 ff1 fsa fc0 sc0 lsc ws0">(z<span class="ls0"> <span class="ff6">uwzględnieniem prem<span class="_ _1"></span>ii, nagród i innych dodatk<span class="_ _1"></span>ów) kobiet i mężc<span class="_ _1"></span>zyzn za ostatni rok, oraz </span></span></div><div class="t m0 x8e h14 y409 ff6 fsa fc0 sc0 ls0 ws0">przedstawiać i<span class="_ _0"></span>nformacj<span class="_ _1"></span>e <span class="_ _0"></span>o<span class="ff1"> <span class="_ _1"></span></span>działaniach <span class="_ _0"></span>podjętych w <span class="_ _4"></span>ce<span class="_ _1"></span>lu <span class="_ _0"></span>likwidacji ewentualnych <span class="_ _0"></span>nierówności </div><div class="t m0 x8e h14 y40a ff1 fsa fc0 sc0 ls0 ws0">w <span class="_ _b"></span>ty<span class="_ _1"></span>m <span class="_ _12"></span>zakresie, <span class="_ _12"></span>wr<span class="_ _1"></span>az <span class="_ _12"></span>z<span class="_ _1"></span> <span class="_ _12"></span><span class="ff6">prez<span class="_ _1"></span>entacją <span class="_ _12"></span>ryzyk <span class="_ _12"></span>z<span class="_ _1"></span> <span class="_ _b"></span>ty<span class="_ _1"></span>m <span class="_ _12"></span>związan<span class="_ _1"></span></span>yc<span class="_ _1"></span>h <span class="_ _b"></span>oraz<span class="_ _1"></span> <span class="_ _12"></span>horyzonte<span class="_ _1"></span>m <span class="_ _b"></span>c<span class="_ _1"></span>zasowym, </div><div class="t m0 x8e h14 y40b ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">którym planowan<span class="_ _1"></span>e jest doprowadzen<span class="_ _1"></span>ie do równości.<span class="_ _1"></span> <span class="_ _1"></span></span> </div><div class="t m0 xb h13 y40c ff3 fsa fc0 sc0 ls0 ws0">Komentarz Spółki: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h14 y40d ff6 fsa fc0 sc0 ls0 ws0">Zob. wyjaśnienie do pu<span class="_ _1"></span>nktu 1.4.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y40e ff1 fsa fc0 sc0 ls5 ws0">1.7.<span class="ls0"> <span class="_ _11"> </span><span class="ff6">W <span class="_ _14"> </span>prz<span class="_ _1"></span>ypadku <span class="_ _14"> </span>zgł<span class="_ _1"></span>oszenia <span class="_ _13"> </span>przez <span class="_ _13"> </span>inwestora <span class="_ _14"></span>żądania <span class="_ _13"> </span>udzielenia <span class="_ _13"> </span>informacji <span class="_ _14"> </span>n<span class="_ _1"></span>a <span class="_ _14"> </span>tema<span class="_ _1"></span>t <span class="_ _11"> </span>spółki, <span class="_ _14"></span>spółka </span></span></div><div class="t m0 x8d h14 y40f ff6 fsa fc0 sc0 ls0 ws0">udziela odpowiedzi ni<span class="_ _1"></span>ezwłocznie, lecz nie późn<span class="_ _1"></span>iej niż w term<span class="_ _1"></span>inie 14 dni.<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h13 y267 ff3 fsa fc0 sc0 ls0 ws0">Komentarz Spółki: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h14 y410 ff6 fsa fc0 sc0 ls0 ws0">Spółka komunikuje s<span class="_ _1"></span>ię poprzez raporty<span class="_ _1"></span> bieżące i okresowe.<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y411 ff1 fsa fc0 sc0 ls5 ws0">2.1.<span class="ls0"> <span class="_ _11"> </span><span class="ff6">Spółka <span class="_ _12"></span>powin<span class="_ _1"></span>na <span class="_ _12"></span>posiadać <span class="_ _14"></span>politykę <span class="_ _12"></span>róż<span class="_ _1"></span>norodności <span class="_ _12"></span>wo<span class="_ _1"></span>bec <span class="_ _12"></span>z<span class="_ _1"></span>arządu <span class="_ _12"></span>oraz <span class="_ _14"></span>rady <span class="_ _12"></span>nadz<span class="_ _1"></span>orczej, <span class="_ _14"></span>przyjętą </span></span></div><div class="t m0 x8d h1f y412 ff6 fsa fc0 sc0 ls0 ws0">odpowiednio <span class="_ _b"></span>przez <span class="_ _1"></span>radę <span class="_ _b"></span>nadzorczą <span class="_ _b"></span>lub wa<span class="_ _1"></span>lne <span class="_ _1"></span>zgrom<span class="_ _1"></span>adzenie. <span class="_ _b"></span>Polityka <span class="_ _1"></span>r<span class="_ _1"></span>óżnorodności <span class="_ _b"></span>określa <span class="_ _1"></span>cele </div><div class="t m0 x8d h14 y413 ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">kryteria różnorodności m.i<span class="_ _1"></span>n. w takich obszarach jak płeć, kierunek wyksz<span class="_ _1"></span>tałcenia, specjalistyczna </span></div><div class="t m0 x8d h1f y414 ff6 fsa fc0 sc0 ls0 ws0">wiedza, <span class="_ _14"></span>wiek <span class="_ _13"> </span>oraz <span class="_ _14"></span>dośw<span class="_ _1"></span>iadczenie <span class="_ _14"></span>zawod<span class="_ _1"></span>owe, <span class="_ _14"> </span>a <span class="_ _13"> </span>także <span class="_ _14"> </span>wsk<span class="_ _1"></span>azuje <span class="_ _14"></span>termin<span class="_ _1"></span> <span class="_ _14"></span>i <span class="_ _14"> </span>sposób<span class="_ _1"></span> <span class="_ _14"></span>monitorowa<span class="_ _1"></span>nia </div><div class="t m0 x8d h14 y415 ff6 fsa fc0 sc0 ls0 ws0">realizacji <span class="_"> </span>tyc<span class="_ _1"></span>h <span class="_"> </span>celów. <span class="_"> </span>W <span class="_"> </span>zak<span class="_ _1"></span>resie <span class="_"> </span>zróżnicowania <span class="_"> </span>p<span class="_ _1"></span>od <span class="_"> </span>wz<span class="_ _1"></span>ględem <span class="_"> </span>płci <span class="_"> </span>war<span class="_ _b"></span><span class="ff1">unkiem <span class="_"> </span>z<span class="_ _1"></span>apewnienia </span></div><div class="t m0 x8d h1f y416 ff6 fsa fc0 sc0 ls0 ws0">różnorodności <span class="_ _b"></span>organów <span class="_ _b"></span>spółki <span class="_ _b"></span>jest <span class="_ _b"></span>udział <span class="_ _b"></span>mniejs<span class="_ _1"></span>zoś<span class="_ _1"></span>ci <span class="_ _b"></span>w <span class="_ _b"></span>danym <span class="_ _b"></span>organie <span class="_ _b"></span>na <span class="_ _b"></span>poziomie <span class="_ _b"></span>nie <span class="_ _b"></span>niższym </div><div class="t m0 x8d h14 y417 ff6 fsa fc0 sc0 ls0 ws0">niż 30%.<span class="ff1"> </span></div><div class="t m0 xb h13 y54 ff3 fsa fc0 sc0 ls0 ws0">Komentarz Spółki: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h1f y418 ff6 fsa fc0 sc0 ls0 ws0">Ze <span class="_ _4"></span>wzglę<span class="_ _1"></span>du <span class="_ _4"></span>na <span class="_ _0"></span>wielkość <span class="_ _0"></span>firmy <span class="_ _0"></span>Spółka <span class="_ _4"></span>n<span class="_ _1"></span>ie <span class="_ _4"></span>wdr<span class="_ _1"></span>ożyła <span class="_ _4"></span>po<span class="_ _1"></span>lityki <span class="_ _0"></span>różnorodności. <span class="_ _0"></span>Obecny <span class="_ _0"></span>skład <span class="_ _4"></span>rady <span class="_ _0"></span>nadzorc<span class="_ _1"></span>zej </div><div class="t m0 xb h1f y419 ff6 fsa fc0 sc0 ls0 ws0">oraz <span class="_ _13"> </span>z<span class="_ _1"></span>arządu <span class="_ _13"> </span>sp<span class="_ _1"></span>ółki <span class="_ _11"> </span>jest <span class="_ _13"> </span>r<span class="_ _1"></span>óżnorodny <span class="_ _11"> </span>w <span class="_ _13"> </span>zakresie <span class="_ _11"> </span>wykształcenia, <span class="_ _11"> </span>specjalistycznej<span class="_ _1"></span> <span class="_ _13"> </span>wiedzy<span class="_ _1"></span>, <span class="_ _13"> </span>wiek<span class="_ _1"></span>u <span class="_ _13"> </span>or<span class="_ _1"></span>az </div><div class="t m0 xb h14 y41a ff6 fsa fc0 sc0 ls0 ws0">doświadczenia zawo<span class="_ _1"></span>dowego.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y41b ff1 fsa fc0 sc0 ls5 ws0">2.2.<span class="ls0"> <span class="_ _11"> </span><span class="ff6">Osoby <span class="_ _10"> </span>podejmując<span class="_ _1"></span>e <span class="_ _11"> </span>decy<span class="_ _1"></span>zje <span class="_ _10"> </span>w <span class="_ _10"> </span>sprawie <span class="_ _10"> </span>wyboru <span class="_ _10"> </span>c<span class="_ _1"></span>złonków <span class="_ _10"> </span>zarządu <span class="_"> </span>l<span class="_ _0"></span>ub <span class="_ _10"> </span>rady <span class="_ _10"> </span>n<span class="_ _1"></span>adzorczej <span class="_ _10"> </span>spółki </span></span></div><div class="t m0 x8d h1f y41c ff6 fsa fc0 sc0 ls0 ws0">powinny <span class="_ _1e"> </span>zapewnić <span class="_ _1e"> </span>wszechstr<span class="_ _1"></span>onność <span class="_ _f"> </span>ty<span class="_ _1"></span>ch <span class="_ _1e"> </span>organów <span class="_ _f"> </span>poprz<span class="_ _1"></span>ez <span class="_ _1e"> </span>wybór <span class="_ _f"> </span>do <span class="_ _1e"> </span>ich <span class="_ _1e"> </span>składu <span class="_ _1e"> </span>osób </div></div></div><div class="pi"></div></div>
<div id="pf1e" class="pf w0 h0"><div class="pc pc1e w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">30<span class="ff5 fs6 ls0"> </span></div><div class="t m0 x8d h1f y91 ff6 fsa fc0 sc0 ls0 ws0">zapewniających <span class="_ _c"> </span>różnorodność, <span class="_ _c"> </span>umożliwiając <span class="_ _c"> </span>m.in. <span class="_ _c"> </span>osiągnięcie <span class="_ _c"> </span>docelowego <span class="_ _c"> </span>wskaźnika </div><div class="t m0 x8d h14 yc4 ff6 fsa fc0 sc0 ls0 ws0">minimalnego udziału mniejs<span class="_ _1"></span>zości określonego na<span class="_ _1"></span><span class="ff1"> </span>pozio<span class="_ _1"></span>mie nie niższym niż 30%, zgodnie z celami </div><div class="t m0 x8d h14 yc5 ff6 fsa fc0 sc0 ls0 ws0">określonymi w przyj<span class="_ _1"></span>ętej polityce różnorodn<span class="_ _1"></span>ości, o której mowa<span class="_ _1"></span> w zasadzie 2.1.<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h13 y16c ff3 fsa fc0 sc0 ls0 ws0">Komentarz Spółki: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h14 y16d ff6 fsa fc0 sc0 ls0 ws0">Zob. wyjaśnienie do pu<span class="_ _1"></span>nktu 2.1.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y3fb ff1 fsa fc0 sc0 ls5 ws0">2.11.<span class="ls0"> <span class="_ _1c"> </span><span class="ff6">Poza <span class="_ _11"> </span>czynnośc<span class="_ _1"></span>iami <span class="_ _11"> </span>wynikaj<span class="_ _1"></span>ącymi <span class="_ _11"> </span>z <span class="_ _11"> </span>prze<span class="_ _1"></span>pisów <span class="_ _11"> </span>prawa <span class="_ _11"> </span>raz<span class="_ _1"></span> <span class="_ _11"> </span>w <span class="_"> </span>roku <span class="_ _13"> </span>ra<span class="_ _1"></span>da <span class="_ _11"> </span>nadzorc<span class="_ _1"></span>za <span class="_ _11"> </span>sporządz<span class="_ _1"></span>a </span></span></div><div class="t m0 xf h14 y3fc ff1 fsa fc0 sc0 ls0 ws0">i przedstawia <span class="_"> </span>zwyczajnemu <span class="_"> </span>walnemu <span class="_"> </span>zgromadzeniu <span class="_"> </span>do <span class="_ _10"> </span>zatwierdz<span class="_ _1"></span>enia <span class="_ _10"> </span>r<span class="_ _1"></span>oczne<span class="_ _1"></span> <span class="_ _10"> </span>s<span class="_ _1"></span>prawozdanie. </div><div class="t m0 xf h14 y41d ff6 fsa fc0 sc0 ls0 ws0">Sprawozdanie, o który<span class="_ _1"></span>m mowa powy<span class="_ _1"></span>żej, zawiera co n<span class="_ _1"></span>ajmniej:<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x8d h14 y3fe ff1 fsa fc0 sc0 ls0 ws0">2.11.6. <span class="_ _10"> </span><span class="ff6">informacj<span class="_ _1"></span>ę <span class="_ _13"> </span>na <span class="_ _11"> </span>temat <span class="_ _13"> </span>stopn<span class="_ _1"></span>ia <span class="_ _13"> </span>r<span class="_ _1"></span>ealizacji <span class="_ _13"> </span>po<span class="_ _1"></span>lityki <span class="_ _13"> </span>różn<span class="_ _1"></span>orodności <span class="_ _11"> </span>w <span class="_ _13"> </span>odniesi<span class="_ _1"></span>eniu <span class="_ _13"> </span>do<span class="_ _b"></span></span> <span class="_ _13"></span><span class="ff6">zarz<span class="_ _1"></span>ądu </span></div><div class="t m0 x8f h14 y3ff ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">rady nadzorczej, w ty<span class="_ _1"></span>m realizacji celów, o k<span class="_ _1"></span>tórych mo<span class="_ _1"></span>wa w<span class="_ _1"></span></span> zasadzie 2.1.<span class="_ _1"></span> </div><div class="t m0 xb h13 y208 ff3 fsa fc0 sc0 ls0 ws0">Komentarz Spółki: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h14 y209 ff6 fsa fc0 sc0 ls0 ws0">Zob. wyjaśnienie do pu<span class="_ _1"></span>nktu 2.1.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y41e ff1 fsa fc0 sc0 ls5 ws0">3.3.<span class="ls0"> <span class="_ _11"> </span><span class="ff6">Spółka <span class="_ _10"> </span>należąca <span class="_ _10"> </span>do <span class="_"> </span>i<span class="_ _0"></span>ndeksu <span class="_ _10"> </span>WIG20<span class="_ _1"></span>, <span class="_ _11"> </span>m<span class="_ _1"></span>WIG40 <span class="_ _10"> </span>lub <span class="_ _10"> </span>sWIG80 <span class="_ _10"> </span>pow<span class="_ _1"></span>ołuje <span class="_ _10"> </span>audytora<span class="_ _1"></span> <span class="_ _10"> </span>wewnętrznego </span></span></div><div class="t m0 x8d h14 y41f ff6 fsa fc0 sc0 ls0 ws0">kierującego <span class="_ _1d"> </span>funkcją <span class="_ _1d"> </span>audyt<span class="_ _1"></span>u <span class="_ _1a"> </span>wew<span class="_ _1"></span>nętrzne<span class="_ _1"></span>go, <span class="_ _1d"> </span>działającego <span class="_ _1d"> </span>zgodn<span class="_ _1"></span>ie <span class="_ _1a"> </span>z<span class="_ _1"></span><span class="ff1"> <span class="_ _1d"> </span>powszec<span class="_ _1"></span>hnie <span class="_ _1a"> </span>uzn<span class="_ _1"></span>anymi </span></div><div class="t m0 x8d h1f y25a ff6 fsa fc0 sc0 ls0 ws0">międzynarodowymi <span class="_ _1d"> </span>standar<span class="_ _1"></span>dami <span class="_ _1a"> </span>praktyki <span class="_ _1a"> </span>z<span class="_ _1"></span>awodowej<span class="_ _1"></span> <span class="_ _1a"> </span>audytu <span class="_ _1d"> </span>wewnętrznego<span class="_ _1"></span>. <span class="_ _1a"> </span>W <span class="_ _1a"> </span>p<span class="_ _1"></span>ozostałych </div><div class="t m0 x8d h1f y25b ff6 fsa fc0 sc0 ls0 ws0">spółkach, <span class="_ _13"> </span>w <span class="_ _13"> </span>których <span class="_ _13"> </span>nie <span class="_ _13"> </span>powołano<span class="_ _1"></span> <span class="_ _13"> </span>audytora <span class="_ _13"> </span>wewnętr<span class="_ _1"></span>znego <span class="_ _13"> </span>spełniającego<span class="_ _1"></span> <span class="_ _13"> </span>ww. <span class="_ _13"> </span>wymogi, <span class="_ _13"> </span>komitet </div><div class="t m0 x8d h14 y404 ff6 fsa fc0 sc0 ls0 ws0">audytu <span class="_ _2"> </span>(lub <span class="_"> </span>ra<span class="_ _1"></span>da <span class="_ _2"> </span>nadzorcza, <span class="_ _2"> </span>jeżeli <span class="_ _2"> </span>pełni <span class="_ _2"> </span>funkcje <span class="_ _2"> </span>komitetu <span class="_ _2"> </span>audy<span class="_ _b"></span><span class="ff1">tu) <span class="_"> </span>co <span class="_ _2"> </span>roku <span class="_ _2"> </span>dokonuje <span class="_ _2"> </span>oceny,<span class="_ _1"></span> </span></div><div class="t m0 x8d h14 y1e7 ff1 fsa fc0 sc0 lsa ws0">czy<span class="ls0"> <span class="ff6">istnieje potrzeba powołania taki<span class="_ _1"></span>ej osoby.<span class="_ _1"></span></span> </span></div><div class="t m0 xb h13 y405 ff3 fsa fc0 sc0 ls0 ws0">Komentarz Spółki: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h14 y420 ff6 fsa fc0 sc0 ls0 ws0">Nie dotyczy. Spółka n<span class="_ _1"></span>ie należy do i<span class="_ _1"></span>ndeksu WIG20, mWIG40 <span class="_ _1"></span>lub sWIG80.<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y407 ff1 fsa fc0 sc0 ls5 ws0">3.4.<span class="ls0"> <span class="_ _11"> </span><span class="ff6">Wynagrodzenie <span class="_ _14"></span>osób <span class="_ _14"></span>odpowiedz<span class="_ _1"></span>ialnych <span class="_ _12"></span>za <span class="_ _14"></span>zarządzan<span class="_ _1"></span>ie <span class="_ _12"></span>ryzy<span class="_ _1"></span>kiem <span class="_ _12"></span>i <span class="_ _12"></span>c<span class="_ _1"></span>ompliance <span class="_ _14"></span>oraz <span class="_ _14"></span>kierującego </span></span></div><div class="t m0 x8d h1f y408 ff6 fsa fc0 sc0 ls0 ws0">audytem <span class="_ _11"> </span>wewnętrznym <span class="_ _11"> </span>powinno <span class="_ _11"> </span>być <span class="_ _11"> </span>uzależnione <span class="_ _11"> </span>od <span class="_ _11"> </span>realizacji <span class="_ _11"> </span>wyznaczonyc<span class="_ _1"></span>h <span class="_ _11"> </span>zadań, <span class="_ _13"> </span>a <span class="_ _11"> </span>nie <span class="_ _11"> </span>od </div><div class="t m0 x8d h14 y409 ff6 fsa fc0 sc0 ls0 ws0">krótkoterminowych wyn<span class="_ _1"></span>ików spółki.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h13 y421 ff3 fsa fc0 sc0 ls0 ws0">Komentarz Spółki: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h1f y422 ff6 fsa fc0 sc0 ls0 ws0">Spółka <span class="_ _4"></span>n<span class="_ _1"></span>ie <span class="_ _4"></span>zatru<span class="_ _1"></span>dnia <span class="_ _4"></span>osób odpowiedzialnych <span class="_ _0"></span>wyłącznie <span class="_ _0"></span>za <span class="_ _0"></span>zarządzanie <span class="_ _4"></span>ryz<span class="_ _1"></span>ykiem <span class="_ _4"></span>w Spółce <span class="_ _4"></span>i <span class="_ _4"></span>co<span class="_ _1"></span>mpliance. </div><div class="t m0 xb h14 y40c ff1 fsa fc0 sc0 ls0 ws0">W <span class="_ _13"></span><span class="ff6">związku <span class="_ _13"> </span>z <span class="_ _13"> </span>ty<span class="_ _1"></span>m, <span class="_ _13"> </span>że <span class="_ _13"> </span>cz<span class="_ _1"></span>ynności <span class="_ _13"> </span>te <span class="_ _13"> </span>wykon<span class="_ _1"></span>ują <span class="_ _13"> </span>na <span class="_ _13"> </span>bi<span class="_ _1"></span>eżąco <span class="_ _13"> </span>członkowie <span class="_ _13"> </span>k<span class="_ _1"></span>adry <span class="_ _13"> </span>man<span class="_ _1"></span>agerskiej <span class="_ _13"> </span>wyżs<span class="_ _1"></span>zego </span></div><div class="t m0 xb h1f y40d ff6 fsa fc0 sc0 ls0 ws0">szczebla <span class="_ _12"></span>ich <span class="_ _14"></span>wynagrodze<span class="_ _1"></span>nie <span class="_ _12"></span>nie <span class="_ _12"></span>moż<span class="_ _1"></span>e <span class="_ _12"></span>być<span class="_ _1"></span> <span class="_ _12"></span>uzależnion<span class="_ _1"></span>e <span class="_ _12"></span>wyłączni<span class="_ _1"></span>e <span class="_ _12"></span>od <span class="_ _13"> </span>realizacji <span class="_ _12"></span>w<span class="_ _1"></span>yznaczonyc<span class="_ _1"></span>h <span class="_ _12"></span>zadań </div><div class="t m0 xb h14 y423 ff1 fsa fc0 sc0 ls0 ws0">w tym zakresie kompe<span class="_ _1"></span>tencji.<span class="_ _1"></span> </div><div class="t m0 xb h14 y40f ff1 fsa fc0 sc0 ls5 ws0">3.6.<span class="ls0"> <span class="_ _11"> </span><span class="ff6">Kierujący <span class="_ _2"> </span>audytem <span class="_"> </span>wewnętrzny<span class="_ _1"></span>m <span class="_"> </span>podlega <span class="_"> </span>organ<span class="_ _1"></span>izacyjnie <span class="_"> </span>prezes<span class="_ _1"></span>owi <span class="_"> </span>zarząd<span class="_ _b"></span></span>u, <span class="_"> </span>a <span class="_"> </span>funkcjonalnie<span class="_ _1"></span> </span></div><div class="t m0 x8d h1f y424 ff6 fsa fc0 sc0 ls0 ws0">przewodniczącemu <span class="_ _10"> </span>ko<span class="_ _1"></span>mitetu <span class="_ _10"> </span>audytu <span class="_ _10"> </span>lub <span class="_ _10"> </span>prz<span class="_ _1"></span>ewodniczącemu <span class="_ _10"> </span>ra<span class="_ _1"></span>dy <span class="_ _10"> </span>nadzorczej, <span class="_ _10"> </span>jeż<span class="_ _1"></span>eli <span class="_ _11"> </span>r<span class="_ _1"></span>ada <span class="_ _10"> </span>pełni </div><div class="t m0 x8d h14 y425 ff6 fsa fc0 sc0 ls0 ws0">funkcję komitetu audyt<span class="_ _1"></span>u.<span class="ff1"> </span></div><div class="t m0 xb h13 y426 ff3 fsa fc0 sc0 ls0 ws0">Komentarz Spółki: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h14 y427 ff1 fsa fc0 sc0 ls0 ws0">W s<span class="ff6">półce nie został wyo<span class="_ _1"></span>drębniony dzi<span class="_ _1"></span>ał audytu wewnęt<span class="_ _1"></span>rznego.<span class="_ _1"></span></span> </div><div class="t m0 xb h14 y428 ff1 fsa fc0 sc0 ls5 ws0">4.1.<span class="ls0"> <span class="_ _11"> </span><span class="ff6">Spółka <span class="_ _13"> </span>powinna <span class="_ _11"> </span>umożliwić <span class="_ _13"> </span>akcj<span class="_ _1"></span>onariuszom <span class="_ _13"> </span>udział <span class="_ _13"> </span>w <span class="_ _11"> </span>walnym <span class="_ _13"> </span>zgromadzen<span class="_ _1"></span>iu <span class="_ _13"> </span>przy<span class="_ _1"></span> <span class="_ _13"> </span>wykorzystaniu </span></span></div><div class="t m0 x8d h14 y414 ff6 fsa fc0 sc0 ls0 ws0">środków <span class="_ _13"> </span>komunikacji <span class="_ _13"> </span>elektronicznej <span class="_ _13"> </span>(e<span class="ff1">-</span>wa<span class="_ _1"></span>lne), <span class="_ _14"> </span>j<span class="_ _1"></span>eżeli <span class="_ _14"> </span>j<span class="_ _1"></span>est <span class="_ _14"> </span>to <span class="_ _13"> </span>uzasadnio<span class="_ _1"></span>ne <span class="_ _14"> </span>z <span class="_ _13"> </span>uwagi <span class="_ _13"> </span>na <span class="_ _14"> </span>zg<span class="_ _1"></span>łaszane </div><div class="t m0 x8d h1f y415 ff6 fsa fc0 sc0 ls0 ws0">spółce <span class="_ _0"></span>oczekiwania akcjonariuszy, <span class="_ _0"></span>o <span class="_ _0"></span>ile <span class="_ _0"></span>jest <span class="_ _0"></span>w <span class="_ _0"></span>stanie <span class="_ _0"></span>zapewnić infrastrukt<span class="_ _1"></span>urę techniczną <span class="_ _0"></span>niezbędną </div><div class="t m0 x8d h14 y416 ff1 fsa fc0 sc0 ls0 ws0">dla przeprowadzen<span class="_ _1"></span>ia takiego walne<span class="_ _1"></span>go zgromadzenia.<span class="_ _b"></span> </div><div class="t m0 xb h13 y429 ff3 fsa fc0 sc0 ls0 ws0">Komentarz Spółki: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h1f y54 ff6 fsa fc0 sc0 ls0 ws0">Biorąc <span class="_ _1b"> </span>pod <span class="_ _1c"> </span>uw<span class="_ _1"></span>agę <span class="_ _1b"> </span>obecną <span class="_ _1b"> </span>strukturę <span class="_ _1b"> </span>akcj<span class="_ _1"></span>onariatu <span class="_ _1b"> </span>Spółki <span class="_ _1b"> </span>oraz<span class="_ _1"></span> <span class="_ _1c"> </span>brak <span class="_ _1b"> </span>t<span class="_ _1"></span>akich <span class="_ _1b"> </span>oczekiwań <span class="_ _1b"> </span>ze <span class="_ _1b"> </span>strony </div><div class="t m0 xb h1f y418 ff6 fsa fc0 sc0 ls0 ws0">akcjonariuszy, <span class="_ _10"> </span>Spółka <span class="_ _10"> </span>zde<span class="_ _1"></span>cydowała <span class="_ _10"> </span>o <span class="_ _10"> </span>niestosowan<span class="_ _1"></span>iu <span class="_ _10"> </span>tej <span class="_ _10"> </span>zasady. <span class="_ _10"> </span>Spółka <span class="_ _10"> </span>nie <span class="_ _10"> </span>wyklucz<span class="_ _1"></span>a <span class="_ _11"> </span>r<span class="_ _1"></span>ozpoczęcia </div><div class="t m0 xb h14 y419 ff1 fsa fc0 sc0 ls0 ws0">realizowania <span class="_ _1"></span>niniejs<span class="_ _1"></span>zej <span class="_ _1"></span>zasady <span class="_ _1"></span>w <span class="_ _1"></span>prz<span class="_ _1"></span>ypadk<span class="_ _1"></span><span class="ff6">u <span class="_ _1"></span>zgłoszeni<span class="_ _1"></span>a S<span class="_ _1"></span>półce <span class="_ _1"></span>oczekiwań<span class="_ _1"></span> w<span class="_ _1"></span></span> <span class="_ _b"></span>przedmiocie <span class="_ _1"></span>zapewnien<span class="_ _1"></span>ia </div><div class="t m0 xb h1f y41a ff6 fsa fc0 sc0 ls0 ws0">akcjonariuszom <span class="_ _d"> </span>udzia<span class="_ _1"></span>łu <span class="_ _d"> </span>w <span class="_ _d"> </span>Walnym <span class="_ _d"> </span>Zgromadz<span class="_ _1"></span>eniu <span class="_ _d"> </span>przy <span class="_ _d"> </span>wy<span class="_ _1"></span>korzystaniu <span class="_ _d"> </span>środków <span class="_ _d"> </span>kom<span class="_ _1"></span>unikacji </div><div class="t m0 xb h14 y42a ff1 fsa fc0 sc0 ls0 ws0">elektronicznej.<span class="_ _1"></span> </div></div></div><div class="pi"></div></div>
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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">31<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h14 y5a ff1 fsa fc0 sc0 ls5 ws0">4.3.<span class="ls0"> <span class="_ _11"> </span><span class="ff6">Spółka <span class="_ _1c"> </span>z<span class="_ _1"></span>apewnia <span class="_ _1b"> </span>powsze<span class="_ _1"></span>chnie <span class="_ _1b"> </span>dostępną <span class="_ _1c"> </span>tr<span class="_ _1"></span>ansmisj<span class="_ _1"></span>ę <span class="_ _1c"> </span>obra<span class="_ _1"></span>d <span class="_ _1a"> </span></span>walnego <span class="_ _1c"> </span>z<span class="_ _1"></span>gromadzenia <span class="_ _1b"> </span>w<span class="_ _1"></span> czasie </span></div><div class="t m0 x8d h14 yc4 ff1 fsa fc0 sc0 ls0 ws0">rzeczywisty<span class="_ _1"></span>m. </div><div class="t m0 xb h13 y42b ff3 fsa fc0 sc0 ls0 ws0">Komentarz Spółki: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h1f y16c ff6 fsa fc0 sc0 ls0 ws0">W <span class="_ _11"> </span>ocenie <span class="_ _11"> </span>Zarządu <span class="_ _11"> </span>obec<span class="_ _1"></span>na <span class="_ _11"> </span>struktura <span class="_ _11"> </span>akc<span class="_ _1"></span>jonariatu <span class="_ _11"> </span>Spółki <span class="_ _11"> </span>nie <span class="_ _11"> </span>uzasadn<span class="_ _1"></span>ia <span class="_ _11"> </span>przeprowadzania <span class="_ _11"> </span>tra<span class="_ _1"></span>nsmisji </div><div class="t m0 xb h14 y16d ff1 fsa fc0 sc0 ls0 ws0">obrad <span class="_"> </span>walnego <span class="_"> </span>zgromadzeni<span class="_ _1"></span>a <span class="_"> </span>w <span class="_"> </span>czasie <span class="_"> </span>rzeczywistym. <span class="_"> </span>W <span class="_"> </span>oceni<span class="_ _1"></span>e <span class="_"> </span>Emitenta <span class="_"> </span>realizacja <span class="_"> </span>ww. <span class="_"> </span>zasa<span class="_ _1"></span>dy </div><div class="t m0 xb h1f y2f ff6 fsa fc0 sc0 ls0 ws0">związana <span class="_ _1"></span>jest <span class="_ _1"></span>z<span class="_ _1"></span> <span class="_ _1"></span>zagrożeniami <span class="_ _1"></span>n<span class="_ _1"></span>atury <span class="_ _1"></span>tak <span class="_ _b"></span>technicznej, <span class="_ _1"></span>jak <span class="_ _1"></span>i <span class="_ _1"></span>prawn<span class="_ _1"></span>ej, <span class="_ _1"></span>któ<span class="_ _b"></span>re <span class="_ _1"></span>to <span class="_ _1"></span>czy<span class="_ _1"></span>nniki m<span class="_ _1"></span>ogą <span class="_ _1"></span>wpły<span class="_ _1"></span>nąć <span class="_ _1"></span>na<span class="_ _1"></span> </div><div class="t m0 xb h14 y9a ff6 fsa fc0 sc0 ls0 ws0">prawidłowy oraz n<span class="_ _1"></span>iezakłócony przebieg w<span class="_ _1"></span>alnych zgrom<span class="_ _1"></span>adzeń.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y41d ff1 fsa fc0 sc0 ls5 ws0">4.9.<span class="ls0"> <span class="_ _11"> </span><span class="ff6">W <span class="_ _1b"> </span>przy<span class="_ _1"></span>padku <span class="_ _1b"> </span>gdy <span class="_ _1a"> </span>przedmiotem <span class="_ _1a"> </span>obrad <span class="_ _1b"> </span>wa<span class="_ _1"></span>lnego <span class="_ _1b"> </span>zgroma<span class="_ _1"></span>dzenia <span class="_ _1b"> </span>ma<span class="_ _1"></span> <span class="_ _1b"> </span>być <span class="_ _1b"> </span>po<span class="_ _1"></span>wołanie <span class="_ _1a"> </span>do <span class="_ _1b"> </span>rady </span></span></div><div class="t m0 x8d h14 y42c ff6 fsa fc0 sc0 ls0 ws0">nadzorczej lub powoł<span class="_ _1"></span>anie rady na<span class="_ _1"></span>dzorczej nowej kade<span class="_ _1"></span>ncji:<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x8d h14 y42d ff1 fsa fc0 sc0 ls0 ws0">4.9.1. <span class="_ _12"></span><span class="ff6">kandydatury <span class="_ _1c"> </span>na <span class="_ _2"> </span>czł<span class="_ _1"></span>onków <span class="_ _2"> </span>rady <span class="_ _1c"> </span>powinny <span class="_ _1c"> </span>zostać <span class="_ _2"> </span>z<span class="_ _1"></span>głosz<span class="_ _1"></span>one <span class="_ _2"> </span>w <span class="_ _2"> </span>term<span class="_ _1"></span>inie <span class="_ _1c"> </span>umożliwiającym </span></div><div class="t m0 x8e h1f y400 ff6 fsa fc0 sc0 ls0 ws0">podjęcie <span class="_"> </span>prz<span class="_ _1"></span>ez <span class="_"> </span>akcj<span class="_ _1"></span>onariuszy <span class="_ _2"> </span>obecnych <span class="_"> </span>na <span class="_"> </span>walnym <span class="_"> </span>z<span class="_ _1"></span>gromadzeniu <span class="_"> </span>decy<span class="_ _1"></span>zji <span class="_"> </span>z <span class="_"> </span>należy<span class="_ _1"></span>tym </div><div class="t m0 x8e h14 y401 ff6 fsa fc0 sc0 ls0 ws0">rozeznaniem, <span class="_ _0"></span>lecz <span class="_ _4"></span>nie <span class="_ _0"></span>później <span class="_ _0"></span>niż <span class="_ _4"></span>na <span class="_ _0"></span>3 <span class="_ _4"></span>dn<span class="_ _1"></span>i <span class="_ _4"></span>przed <span class="_ _0"></span>walnym <span class="_ _0"></span>zgromadz<span class="_ _1"></span>eniem; <span class="_ _4"></span>kan<span class="_ _1"></span>dydatury, <span class="_ _0"></span>wraz<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x8e h1f y173 ff6 fsa fc0 sc0 ls0 ws0">z <span class="_ _14"></span>kompletem <span class="_ _14"> </span>m<span class="_ _1"></span>ateriałów <span class="_ _14"> </span>ic<span class="_ _1"></span>h <span class="_ _14"></span>dotyczącyc<span class="_ _1"></span>h, <span class="_ _14"></span>powinny <span class="_ _14"></span>zostać <span class="_ _13"> </span>niezwłocznie <span class="_ _14"></span>opublikowane <span class="_ _14"> </span>n<span class="_ _1"></span>a </div><div class="t m0 x8e h14 y42e ff6 fsa fc0 sc0 ls0 ws0">stronie internetowej spó<span class="_ _1"></span>łki;<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h13 y42f ff3 fsa fc0 sc0 ls0 ws0">Komentarz Spółki: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb h1f y20d ff6 fsa fc0 sc0 ls0 ws0">Zgodnie <span class="_ _12"></span>z <span class="_ _12"></span>ob<span class="_ _1"></span>owiązującymi<span class="_ _1"></span> <span class="_ _12"></span>przepisami <span class="_ _14"></span>akcjonariusz<span class="_ _1"></span>e <span class="_ _12"></span>Spółki <span class="_ _12"></span>są <span class="_ _14"></span>uprawnie<span class="_ _1"></span>ni <span class="_ _12"></span>do <span class="_ _12"></span>z<span class="_ _1"></span>głaszania <span class="_ _12"></span>kandydat<span class="_ _1"></span>ur </div><div class="t m0 xb h14 y430 ff1 fsa fc0 sc0 ls5 ws0">na<span class="ls0"> <span class="ff6">członków rady n<span class="_ _1"></span>adzorczej w trakc<span class="_ _1"></span>ie walnego zgrom<span class="_ _1"></span>adzenia.<span class="_ _1"></span></span> </span></div><div class="t m0 x12 h15 y431 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Sys<span class="_ _1"></span>temy kontroli wewnętrznej i zarządzania ryzykiem</span> </div><div class="t m0 xb h14 y432 ff6 fsa fc0 sc0 ls0 ws0">Za <span class="_ _1d"> </span>sy<span class="_ _1"></span>stem <span class="_ _1d"> </span>kontroli <span class="_ _1d"> </span>w<span class="_ _1"></span>ewnętrznej <span class="_ _19"> </span>i <span class="_ _1d"> </span>proc<span class="_ _1"></span>es <span class="_ _1d"> </span>sporz<span class="_ _1"></span>ądzania <span class="_ _19"> </span><span class="ff1">j<span class="_ _1"></span>ednostkowych <span class="_ _19"> </span>oraz<span class="_ _1"></span> <span class="_ _1d"> </span>sk<span class="_ _1"></span>onsolidowanych </span></div><div class="t m0 xb h14 y433 ff6 fsa fc0 sc0 ls0 ws0">sprawozdań finansowyc<span class="_ _1"></span>h i raportów ok<span class="_ _1"></span>resowych w Sp<span class="_ _1"></span>ółce odpowiedzialny j<span class="_ _1"></span>est Zarząd Spółki. <span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h1f y12e ff6 fsa fc0 sc0 ls0 ws0">Za <span class="_ _1d"> </span>proces <span class="_ _19"> </span>kontr<span class="_ _1"></span>oli <span class="_ _1d"> </span>we<span class="_ _1"></span>wnętrznej <span class="_ _19"> </span>i <span class="_ _1d"> </span>pr<span class="_ _1"></span>oces <span class="_ _19"> </span>sporządzania <span class="_ _19"> </span>sprawozd<span class="_ _1"></span>ań <span class="_ _1d"> </span>fina<span class="_ _1"></span>nsowych <span class="_ _1d"> </span>na <span class="_ _19"> </span>pozi<span class="_ _1"></span>omie </div><div class="t m0 xb h1f y434 ff6 fsa fc0 sc0 ls0 ws0">konsolidacji <span class="_ _13"> </span>odp<span class="_ _1"></span>owiedzialn<span class="_ _1"></span>y <span class="_ _13"> </span>jest <span class="_ _13"> </span>Zarz<span class="_ _1"></span>ąd <span class="_ _13"> </span>Spółki<span class="_ _1"></span>. <span class="_ _13"> </span>Rów<span class="_ _1"></span>nież <span class="_ _13"> </span>na <span class="_ _13"> </span>Zarz<span class="_ _1"></span>ądzie <span class="_ _11"> </span>Spółki <span class="_ _13"> </span>spoczy<span class="_ _1"></span>wa <span class="_ _13"> </span>obowiązek </div><div class="t m0 xb h14 y435 ff6 fsa fc0 sc0 ls0 ws0">sporządzania raportów <span class="_ _1"></span>okresowych. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y436 ff6 fsa fc0 sc0 ls0 ws0">Na <span class="_ _11"> </span>dzień <span class="_ _11"> </span>31 <span class="_ _11"> </span>grudnia <span class="_ _11"> </span>202<span class="ff1">4 <span class="_ _11"> </span></span>r. <span class="_ _11"> </span>w <span class="_ _11"> </span>spółkach <span class="_ _11"> </span>zależnych <span class="_ _11"> </span>z<span class="_ _1"></span> <span class="_ _11"> </span>Grupy <span class="_ _13"> </span>Ka<span class="_ _1"></span>pitałowej <span class="_ _11"> </span>WIKANA<span class="_ _b"></span><span class="ff1"> <span class="_ _13"> </span>sys<span class="_ _1"></span>tem <span class="_ _11"> </span>kontroli </span></div><div class="t m0 xb h14 y437 ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">zarządzania <span class="_ _b"></span>oparty <span class="_ _b"></span>był <span class="_ _b"></span>na <span class="_ _b"></span>zarządach <span class="_ _b"></span>tych <span class="_ _b"></span>spółek, <span class="_ _1"></span>gdyż<span class="_ _1"></span> <span class="_ _b"></span>w <span class="_ _1"></span>s<span class="_ _1"></span>półkach <span class="_ _b"></span>tych <span class="_ _1"></span>na <span class="_ _b"></span>wskazany <span class="_ _b"></span>dzień <span class="_ _b"></span>nie <span class="_ _b"></span>było </span></div><div class="t m0 xb h14 y438 ff6 fsa fc0 sc0 ls0 ws0">powołanej <span class="_ _12"></span>Rady <span class="_ _12"></span>Na<span class="_ _1"></span>dzorczej. <span class="_ _12"></span>Ni<span class="_ _1"></span>e <span class="_ _b"></span>d<span class="_ _1"></span>otyczy <span class="_ _12"></span>to <span class="_ _14"></span>Spółki <span class="_ _12"></span>oraz <span class="_ _12"></span>spół<span class="_ _b"></span>ki <span class="_ _b"></span>zal<span class="_ _1"></span>eżnej <span class="_ _12"></span>T<span class="_ _1"></span>BS <span class="_ _12"></span>„Nasz<span class="_ _1"></span> <span class="_ _b"></span>Dom” <span class="_ _14"> </span><span class="ff1">Sp. <span class="_ _12"></span>z <span class="_ _14"></span>o.o<span class="ls6">.,</span> </span></div><div class="t m0 xb h14 y439 ff1 fsa fc0 sc0 ls0 ws0">gdzie <span class="_ _11"> </span>jest <span class="_ _11"> </span><span class="ff6">powołana <span class="_ _11"> </span>Rada <span class="_ _11"> </span>Nadzorcza, <span class="_ _11"> </span>któr<span class="_ _1"></span>a <span class="_ _11"> </span></span>wykon<span class="_ _1"></span>uje <span class="_ _11"> </span>swoje <span class="_ _11"> </span>obow<span class="ff6">iąz<span class="_ _1"></span>ki <span class="_ _11"> </span>nadzorcze <span class="_ _11"> </span>zgodnie <span class="_ _11"> </span>z <span class="_ _11"> </span>KSH </span></div><div class="t m0 xb h14 y43a ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">regulaminami działan<span class="_ _1"></span>ia Rady Nadzorczej<span class="_ _1"></span>, jakie są uchwalone w ty<span class="_ _1"></span>ch spółkach<span class="_ _b"></span></span>. </div><div class="t m0 xb h14 y109 ff1 fsa fc0 sc0 ls18 ws0">W <span class="_ _13"></span><span class="ff6 ls0">Grupie <span class="_ _13"> </span>Kapitałowej<span class="_ _1"></span><span class="ff1"> <span class="_ _13"></span></span>konsekwentn<span class="_ _1"></span>ie <span class="_ _14"> </span>r<span class="_ _1"></span>ealizowane <span class="_ _13"> </span>są <span class="_ _13"> </span>nadrzęd<span class="_ _1"></span>ne <span class="_ _13"> </span>cele <span class="_ _13"> </span>polityki <span class="_ _13"> </span>zarządzania <span class="_ _13"> </span>ryz<span class="_ _1"></span>ykiem </span></div><div class="t m0 xb h1f y43b ff6 fsa fc0 sc0 ls0 ws0">dotyczące <span class="_ _24"> </span>przede <span class="_ _24"> </span>wszystkim <span class="_ _24"> </span>przestrzegania <span class="_ _24"> </span>zewnętrznyc<span class="_ _1"></span>h <span class="_ _24"> </span>i <span class="_ _20"> </span>we<span class="_ _1"></span>wnętrznyc<span class="_ _b"></span>h <span class="_ _20"> </span>limitó<span class="_ _1"></span>w <span class="_ _24"> </span>oraz </div><div class="t m0 xb h14 y43c ff1 fsa fc0 sc0 ls0 ws0">optymalizowania <span class="_ _1"></span><span class="ff6">i mitygow<span class="_ _1"></span>ania ry<span class="_ _1"></span>zyka w <span class="_ _1"></span>postaci procesu c<span class="_ _1"></span>iągłego monitorowan<span class="_ _1"></span>ia. Proces <span class="_ _1"></span>zarządzania </span></div><div class="t m0 xb h1f y43d ff6 fsa fc0 sc0 ls0 ws0">ryzykiem jest <span class="_ _0"></span>ściśle powiązany z <span class="_ _0"></span>procesem zarządzania kapitałem. Najważniejszym celem <span class="_ _0"></span>zarządzan<span class="_ _1"></span>ia </div><div class="t m0 xb h14 y43e ff6 fsa fc0 sc0 ls0 ws0">kapitałem <span class="_"> </span><span class="ff1">Grupy <span class="_"> </span></span>jes<span class="_ _1"></span>t <span class="_"> </span>jego <span class="_"> </span>optymalizacja, <span class="_"> </span>przy <span class="_"> </span>równocz<span class="_ _1"></span>esnym <span class="_"> </span>spełnieniu <span class="_"> </span>zewnętrznyc<span class="_ _1"></span>h <span class="_"> </span>wymogów </div><div class="t m0 xb h14 y43f ff6 fsa fc0 sc0 ls0 ws0">kapitałowych. <span class="ff1"> </span></div><div class="t m0 xb h14 y440 ff1 fsa fc0 sc0 ls0 ws0">Sprawozdania <span class="_ _10"> </span>finansowe <span class="_"> </span><span class="ff6">każdej <span class="_ _11"> </span>ze <span class="_ _11"> </span>s<span class="_ _1"></span>półek <span class="_ _10"> </span>są <span class="_ _11"> </span>prz<span class="_ _1"></span>ygotowyw</span>ane <span class="_ _10"> </span>przez<span class="_ _1"></span> <span class="_ _11"> </span><span class="ff6">k<span class="_ _1"></span>sięgowych <span class="_ _10"> </span>poszczególnych </span></div><div class="t m0 xb h14 y441 ff6 fsa fc0 sc0 ls0 ws0">spółek<span class="ff1 ls6">. <span class="_ _b"></span></span>Sprawozdania <span class="_ _b"></span>finansowe <span class="_ _b"></span>przygotowywane <span class="_ _b"></span>są <span class="_ _1"></span>zgodnie<span class="_ _1"></span> <span class="_ _1"></span>z <span class="_ _b"></span>przepisami <span class="_ _b"></span>prawa <span class="_ _1"></span>oraz<span class="_ _1"></span> <span class="_ _b"></span>obowiązującą </div><div class="t m0 xb h14 y442 ff1 fsa fc0 sc0 ls10 ws0">w <span class="_"> </span><span class="ls0">Grupie <span class="_ _2"> </span><span class="ff6">polityką <span class="_"> </span>rachun<span class="_ _1"></span>kowości <span class="_"> </span>i <span class="_"> </span>s<span class="_ _1"></span>ą <span class="_"> </span>wery<span class="_ _1"></span>fikowane <span class="_"> </span>na <span class="_ _2"> </span>bieżąco <span class="_"> </span>prz<span class="_ _1"></span>ez <span class="_"> </span>zarz<span class="_ _1"></span>ądy <span class="_"> </span>spółek, <span class="_"> </span>k<span class="_ _1"></span>tóre <span class="_"> </span>są </span></span></div><div class="t m0 xb h1f y443 ff6 fsa fc0 sc0 ls0 ws0">odpowiedzialne <span class="_ _1"></span>za <span class="_ _1"></span>rzetelno<span class="_ _1"></span>ść <span class="_ _1"></span>i z<span class="_ _1"></span>godność s<span class="_ _1"></span>porządzanych <span class="_ _1"></span>raportów. <span class="_ _1"></span>Dan<span class="_ _1"></span>e fi<span class="_ _1"></span>nansowe <span class="_ _1"></span>będące <span class="_ _1"></span>podstaw<span class="_ _1"></span>ą </div><div class="t m0 xb h14 y3f3 ff1 fsa fc0 sc0 lsa ws0">sp<span class="ff6 ls0">rawozdań <span class="_ _13"> </span>finansowych <span class="_ _13"> </span>pochodzą<span class="_ _1"></span><span class="ff1"> <span class="_ _13"></span>z <span class="_ _13"></span></span>systemu <span class="_ _13"> </span>księg<span class="_ _1"></span>owo <span class="_ _13"> </span>–<span class="ff1"> <span class="_ _13"></span>finansoweg<span class="_ _1"></span>o, <span class="_ _13"></span></span>w <span class="_ _13"> </span>którym <span class="_ _13"> </span>rejestr<span class="_ _1"></span>owane <span class="_ _14"> </span>s<span class="_ _1"></span>ą </span></div><div class="t m0 xb h14 y3f4 ff6 fsa fc0 sc0 ls0 ws0">zdarzenia <span class="_ _14"></span>księgowe <span class="_ _14"> </span>zg<span class="_ _1"></span>odnie <span class="_ _14"> </span>z<span class="_ _1"></span> <span class="_ _14"></span>polityką <span class="_ _14"></span>rachunkową <span class="_ _13"> </span><span class="ff1">k</span>aż<span class="_ _1"></span>dej <span class="_ _14"></span>ze <span class="_ _14"> </span>spółek<span class="_ _1"></span>, <span class="_ _14"></span>opartą <span class="_ _14"> </span>na<span class="_ _1"></span> <span class="_ _14"></span>Międzynarodowych<span class="_ _1"></span> </div><div class="t m0 xb h14 y3f5 ff6 fsa fc0 sc0 ls0 ws0">Standardach Rachunkow<span class="_ _1"></span>ości i Między<span class="_ _1"></span>narodowych Sta<span class="_ _1"></span>ndardach Sprawozd<span class="_ _1"></span>awczości Finansowej.<span class="_ _b"></span><span class="ff1">  </span></div><div class="t m0 xb h1f y444 ff6 fsa fc0 sc0 ls0 ws0">Zarząd <span class="_ _b"></span>Spółki <span class="_ _1"></span>n<span class="_ _1"></span>a <span class="_ _b"></span>bieżąco <span class="_ _b"></span>śledzi <span class="_ _1"></span>zm<span class="_ _1"></span>iany <span class="_ _b"></span>wymagane <span class="_ _b"></span>przez <span class="_ _b"></span>przepisy <span class="_ _b"></span>i <span class="_ _1"></span>regulac<span class="_ _1"></span>je <span class="_ _b"></span>zewnętrzne <span class="_ _b"></span>odnoszące </div><div class="t m0 xb h14 y3f7 ff6 fsa fc0 sc0 ls0 ws0">się do wym<span class="_ _1"></span>ogów sprawoz<span class="_ _1"></span>dawczośc<span class="_ _1"></span>i giełdowej i <span class="_ _1"></span>przygotowuj<span class="_ _1"></span>e się <span class="_ _1"></span>do ich <span class="_ _1"></span>wprowadzenia <span class="_ _b"></span><span class="ff1">z o<span class="_ _1"></span>dpowiednim </span></div><div class="t m0 xb h14 y445 ff1 fsa fc0 sc0 ls0 ws0">wyprzedzeniem czas<span class="_ _1"></span>owym.  </div></div></div><div class="pi"></div></div>
<div id="pf20" class="pf w0 h0"><div class="pc pc20 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">32<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h1f y91 ff6 fsa fc0 sc0 ls0 ws0">Kontrole <span class="_ _10"> </span>i <span class="_"> </span>weryfikacje <span class="_ _10"> </span>sprawozda<span class="_ _1"></span>ń <span class="_ _10"> </span>finanso<span class="_ _1"></span>wych <span class="_ _10"> </span>pro<span class="_ _1"></span>wadzi <span class="_ _10"> </span>bie<span class="_ _1"></span>gły <span class="_ _10"> </span>rewident, <span class="_"> </span>który <span class="_ _10"> </span>prowadzi <span class="_"> </span>badanie </div><div class="t m0 xb h1f yc4 ff6 fsa fc0 sc0 ls0 ws0">rocznych <span class="_ _13"> </span>s<span class="_ _1"></span>prawozdań <span class="_ _13"> </span>finansowyc<span class="_ _1"></span>h <span class="_ _13"> </span>(jednostkowego <span class="_ _11"> </span>i <span class="_ _13"> </span>skonsolidowaneg<span class="_ _1"></span>o) <span class="_ _13"> </span>oraz <span class="_ _11"> </span>przegląd <span class="_ _13"> </span>półrocznych </div><div class="t m0 xb h14 yc5 ff6 fsa fc0 sc0 ls0 ws0">sprawozdań finansowyc<span class="_ _1"></span>h (jednostkow<span class="_ _1"></span>ego i skonsolido<span class="_ _1"></span>wanego).<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y16c ff1 fsa fc0 sc0 ls0 ws0">Sprawozdania <span class="_ _12"></span>finansow<span class="_ _1"></span>e <span class="_ _12"></span><span class="ff6">wybranych <span class="_ _12"></span>spółek <span class="_ _12"></span>z <span class="_ _b"></span>G<span class="_ _1"></span>rupy <span class="_ _12"></span>Kapitałowej<span class="_ _1"></span>, <span class="_ _b"></span>po <span class="_ _12"></span>ich <span class="_ _12"></span>zatwier<span class="_ _1"></span>dzeniu <span class="_ _b"></span>przez <span class="_ _12"></span>zarząd,<span class="_ _1"></span> </span></div><div class="t m0 xb h14 y16d ff1 fsa fc0 sc0 ls0 ws0">w<span class="ff6">eryfikowane <span class="_ _1a"> </span>są <span class="_ _1b"> </span>przez <span class="_ _1a"> </span>niezależnego <span class="_ _1a"> </span>audytora <span class="_ _1a"> </span>–</span> <span class="_ _1a"> </span><span class="ff6">biegłego <span class="_ _1b"> </span>rewidenta.<span class="_ _1"></span> <span class="_ _1b"> </span>Biegły<span class="_ _1"></span> <span class="_ _1b"> </span>rewident <span class="_ _1b"> </span>b<span class="_ _1"></span>adający </span></div><div class="t m0 xb h1f y2f ff6 fsa fc0 sc0 ls0 ws0">sprawozdanie <span class="_ _16"> </span>jednostkow<span class="_ _1"></span>e <span class="_ _16"> </span>Spółki, <span class="_ _16"> </span>wybierany <span class="_ _16"> </span>jest <span class="_ _16"> </span>przez <span class="_ _16"> </span>Radę <span class="_ _16"> </span>Nadzorczą <span class="_ _16"> </span>Spółki <span class="_ _16"> </span>spośród </div><div class="t m0 xb h14 y9a ff1 fsa fc0 sc0 ls0 ws0">renomowanych firm <span class="_ _1"></span>audytors<span class="_ _1"></span>kich.  </div><div class="t m0 xb h1f y41d ff6 fsa fc0 sc0 ls0 ws0">Pion <span class="_ _1b"> </span>Finansowy <span class="_ _1b"> </span>oraz <span class="_ _1a"> </span>Dyrektorzy <span class="_ _1b"> </span>Dz<span class="_ _1"></span>iałów <span class="_ _1c"> </span>prz<span class="_ _1"></span>ygotowuj<span class="_ _1"></span>ą <span class="_ _1b"> </span>na <span class="_ _1b"> </span>potrzeby <span class="_ _1b"> </span>Zarz<span class="_ _1"></span>ądu <span class="_ _1b"> </span>okresowe <span class="_ _1b"> </span>raporty<span class="_ _1"></span> </div><div class="t m0 xb h14 y42c ff6 fsa fc0 sc0 ls0 ws0">dotyczące kluczowyc<span class="_ _1"></span>h danych finans<span class="_ _1"></span>owych i wskaźników op<span class="_ _1"></span>eracyjnych s<span class="_ _1"></span>egmentów biznesowyc<span class="_ _1"></span>h. <span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y3ff ff6 fsa fc0 sc0 ls0 ws0">Sprawozdania <span class="_ _14"></span>finansowe <span class="_ _14"> </span>p<span class="_ _1"></span>o <span class="_ _14"></span>zakończeniu <span class="_ _14"></span>badania <span class="_ _14"></span>przez<span class="_ _1"></span> <span class="_ _12"></span>audytora <span class="_ _14"> </span>przes<span class="_ _1"></span>yłane <span class="_ _14"></span>są <span class="_ _13"> </span><span class="ff1">Radzie <span class="_ _14"></span>Nadzorcz<span class="_ _1"></span>ej </span></div><div class="t m0 xb h14 y400 ff6 fsa fc0 sc0 ls0 ws0">Spółki, która dokonuje <span class="_ _1"></span><span class="ff1">ich oc<span class="_ _1"></span>eny. </span></div><div class="t m0 x12 h15 y446 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span>Akcje<span class="_ _1"></span> i akcjonariat </div><div class="t m0 xb h15 y447 ff2 fs6 fc0 sc0 ls0 ws0">6.3.1. <span class="_ _21"> </span><span class="ff3">Struktura kapitału zakładowego WIKANA S.A.</span> </div><div class="t m0 xb h14 y448 ff6 fsa fc0 sc0 ls0 ws0">Kapitał <span class="_ _4"></span>zakładowy <span class="_ _0"></span>Spółki <span class="_ _4"></span>wy<span class="_ _1"></span>nosi <span class="_ _4"></span><span class="ff1 ls5">39<span class="ls0"> <span class="_ _1"></span></span>51<span class="ls0">0 128,00 <span class="_ _4"></span><span class="ff6">z<span class="_ _1"></span>ł <span class="_ _4"></span>i <span class="_ _4"></span>dzi<span class="_ _1"></span>eli <span class="_ _4"></span>się <span class="_ _4"></span>n<span class="ff1 ls5">a: <span class="_ _0"></span>16<span class="ls0"> <span class="ls11">74</span>3 </span>832 <span class="_ _4"></span><span class="ff6 ls0">akcji <span class="_ _4"></span>z<span class="_ _1"></span>wykłych <span class="_ _4"></span>na<span class="_ _1"></span><span class="ff1"> okaziciela </span></span></span></span></span></span></div><div class="t m0 xb h14 y449 ff6 fsa fc0 sc0 ls0 ws0">serii <span class="_ _1"></span>G, <span class="_ _1"></span>o <span class="_ _b"></span>wartości <span class="_ _1"></span>nom<span class="_ _1"></span>inalnej <span class="_ _1"></span>2,00 <span class="_ _b"></span>zł każ<span class="_ _1"></span>da <span class="_ _1"></span>akcj<span class="_ _1"></span>a <span class="_ _1"></span>o<span class="_ _1"></span><span class="ff1">raz <span class="_ _1"></span>3 011 <span class="_ _b"></span>232 <span class="_ _1"></span></span>akcji <span class="_ _1"></span>z<span class="_ _1"></span>wykłych <span class="_ _1"></span>na<span class="_ _1"></span><span class="ff1"> okaziciela <span class="_ _b"></span>serii H,<span class="_ _1"></span> </span></div><div class="t m0 xb h14 y44a ff1 fsa fc0 sc0 ls0 ws0">o <span class="ff6">wartości nominalnej<span class="_ _1"></span> 2,00 zł każda akcj<span class="_ _1"></span>a.<span class="_ _1"></span></span> </div><div class="t m0 xb h15 y44b ff2 fs6 fc0 sc0 ls0 ws0">6.3.2. <span class="_ _21"> </span><span class="ff3">Akcje własne</span> </div><div class="t m0 xb h14 y2ed ff6 fsa fc0 sc0 ls0 ws0">Na <span class="_ _14"> </span>dzi<span class="_ _1"></span>eń <span class="_ _13"> </span><span class="ff1">31 <span class="_ _14"></span>grudn<span class="_ _1"></span>ia <span class="_ _14"></span>20<span class="_ _1"></span>24 <span class="_ _13"></span></span>roku <span class="_ _14"> </span>oraz<span class="_ _1"></span> <span class="_ _14"> </span>n<span class="_ _1"></span>a <span class="_ _14"> </span>dz<span class="_ _1"></span>ień <span class="_ _13"> </span>sporządzenia <span class="_ _13"> </span>niniej<span class="ff1">sz<span class="_ _1"></span>ego <span class="_ _14"></span>spr<span class="_ _1"></span>awozdania<span class="_ _1"></span> <span class="_ _13"></span></span>Spółka <span class="_ _14"> </span>oraz<span class="_ _1"></span> </div><div class="t m0 xb h14 y12d ff1 fsa fc0 sc0 ls0 ws0">podmioty wcho<span class="ff6">dzące <span class="_ _1"></span>w skład Grupy <span class="_ _1"></span>Kapitałowej<span class="_ _1"></span></span> <span class="ff6">nie p<span class="_ _1"></span>osiadają akcji Spółki.<span class="_ _1"></span></span> </div><div class="t m0 xb h15 y44c ff2 fs6 fc0 sc0 ls0 ws0">6.3.3. <span class="_ _21"> </span>Struktura akcjonariatu  </div><div class="t m0 xb h14 y44d ff1 fsa fc0 sc0 ls0 ws0">W okresie <span class="_ _0"></span>od dnia publikacji poprzedniego raportu okresowego, tj. od dnia <span class="_ _0"></span>29 listopada 2024 r., <span class="_ _0"></span>do dnia </div><div class="t m0 xb h14 y44e ff1 fsa fc0 sc0 ls0 ws0">publikacji niniejszego ra<span class="_ _1"></span>portu, zmiany<span class="_ _1"></span> <span class="ff6">w strukturz<span class="_ _1"></span>e znac<span class="_ _1"></span>zących akcjonariuszy<span class="_ _1"></span> Spółki<span class="_ _1"></span></span> <span class="ff6">wynikały z: <span class="_ _1"></span></span> </div><div class="t m0 x1c h14 y44f ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">nabycia <span class="_ _b"></span>w <span class="_ _b"></span>dniu <span class="_ _b"></span>20.12.20<span class="_ _1"></span>24 <span class="_ _b"></span>r. <span class="_ _b"></span>przez <span class="_ _b"></span>fu<span class="_ _1"></span>ndację <span class="_ _b"></span>rodzinna<span class="_ _1"></span> <span class="_ _b"></span>pod <span class="_ _b"></span>nazwą: <span class="_ _b"></span>I<span class="_ _1"></span>nvictus <span class="_ _b"></span>Fundacj<span class="_ _1"></span>a <span class="_ _b"></span>Rodzinna </span></span></div><div class="t m0 xf h14 y16 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">organizacji z <span class="_ _0"></span>siedzibą w W<span class="_ _0"></span>arszawi<span class="_ _1"></span>e <span class="_ _0"></span>w drodze darowizny <span class="_ _0"></span>100% udziałów w <span class="_ _0"></span>Palametra Holdings </span></div><div class="t m0 xf h14 y450 ff6 fsa fc0 sc0 ls0 ws0">Limited, <span class="_ _15"> </span>s<span class="_ _1"></span>półce <span class="_ _f"> </span>z<span class="ff1"> </span>ogra<span class="_ _1"></span>niczoną <span class="_ _f"> </span>odpowiedzi<span class="_ _1"></span>alnością <span class="_ _f"> </span>zarejestrowanej<span class="_ _1"></span> <span class="_ _15"> </span>i<span class="_ _1"></span> <span class="_ _15"> </span>utw<span class="_ _1"></span>orzonej <span class="_ _f"> </span>zgodnie </div><div class="t m0 xf h14 y451 ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">prawem maltańskim, z<span class="_ _1"></span> siedzibą w</span> <span class="ff6">Swatar (<span class="_ _1"></span>Birkirkara), która posiada<span class="_ _1"></span><span class="lsd">ła</span></span> <span class="ff6">bez<span class="_ _1"></span>pośrednio 1.612.000<span class="_ _1"></span> </span></div><div class="t m0 xf h14 y452 ff6 fsa fc0 sc0 ls0 ws0">szt. <span class="_ _4"></span>akcj<span class="_ _1"></span>i <span class="_ _4"></span>na <span class="_ _4"></span>okaziciela <span class="_ _4"></span>w <span class="_ _4"></span>k<span class="_ _1"></span>apitale <span class="_ _4"></span>zakłado<span class="_ _1"></span>wym <span class="_ _4"></span>spółk<span class="_ _1"></span>i <span class="_ _4"></span>pod <span class="_ _4"></span>firmą: <span class="_ _4"></span>W<span class="_ _1"></span>ikana <span class="ff1">S</span>półka <span class="_ _4"></span><span class="ff1">A<span class="ff6">kcyjna <span class="_ _4"></span>z<span class="_ _1"></span> <span class="_ _4"></span>siedzibą </span></span></div><div class="t m0 xf h14 y453 ff1 fsa fc0 sc0 ls0 ws0">w <span class="_ _11"> </span>Lublinie<span class="_ _1"></span>; <span class="_ _11"> </span>w<span class="_ _1"></span> <span class="_ _11"> </span>wyniku<span class="_ _1"></span> <span class="_ _11"> </span>dok<span class="_ _1"></span>onanej <span class="_ _11"> </span>transak<span class="_ _1"></span>cji <span class="_ _11"> </span>Pal<span class="_ _1"></span>ametra <span class="_ _10"> </span><span class="ff6">Ho<span class="_ _1"></span>ldings <span class="_ _10"> </span>Limited <span class="_ _11"> </span>sta<span class="_ _1"></span>ła <span class="_ _11"> </span>się <span class="_ _10"> </span>podmiotem<span class="_ _1"></span> </span></div><div class="t m0 xf h14 y454 ff6 fsa fc0 sc0 ls0 ws0">zależnym <span class="_ _10"> </span>od <span class="_"> </span>Invictus <span class="_ _10"> </span>Fundacja <span class="_"> </span>Rodzinna <span class="_ _10"> </span>w <span class="_ _10"> </span>orga<span class="_ _1"></span>nizacji <span class="_"> </span>z <span class="_ _11"> </span>siedzibą <span class="_"> </span>w<span class="_ _1"></span><span class="ff1"> Warszawie, <span class="_"> </span>a <span class="_ _11"> </span>Invictus<span class="_ _1"></span> </span></div><div class="t m0 xf h1f y455 ff6 fsa fc0 sc0 ls0 ws0">Fundacja <span class="_ _1c"> </span>Rodzinna <span class="_ _1c"> </span>w <span class="_ _1b"> </span>organizacj<span class="_ _1"></span>i <span class="_ _2"> </span>z <span class="_ _1c"> </span>sie<span class="_ _1"></span>dzibą <span class="_ _1c"> </span>w <span class="_ _1c"> </span>Warsz<span class="_ _1"></span>awie <span class="_ _2"> </span>sta<span class="_ _1"></span>ła <span class="_ _1c"> </span>się <span class="_ _1c"> </span>właścic<span class="_ _1"></span>ielem <span class="_ _1a"> </span>łącznie </div><div class="t m0 xf h1f y456 ff6 fsa fc0 sc0 ls0 ws0">2.436.634 <span class="_ _2"> </span>sz<span class="_ _1"></span>t. <span class="_ _2"> </span>akcji <span class="_ _1c"> </span>Wikana <span class="_ _2"> </span>Spółka <span class="_ _1c"> </span>Akcyj<span class="_ _1"></span>na <span class="_ _2"> </span>z <span class="_ _2"> </span>s<span class="_ _1"></span>iedzibą <span class="_ _2"> </span>w <span class="_ _2"> </span>Lublini<span class="_ _1"></span>e, <span class="_ _2"> </span>w <span class="_ _2"> </span>tym:<span class="_ _1"></span> <span class="_ _2"> </span>824.634 <span class="_ _2"> </span>ak<span class="_ _1"></span>cji </div><div class="t m0 xf h1f y457 ff6 fsa fc0 sc0 ls0 ws0">posiadanych <span class="_ _1d"> </span>bezpośrednio <span class="_ _1a"> </span>oraz<span class="_ _1"></span> <span class="_ _1a"> </span>1.612.00<span class="_ _1"></span>0 <span class="_ _1a"> </span>akcji <span class="_ _1d"> </span>posiadanych <span class="_ _1d"> </span>pośrednio <span class="_ _1d"> </span>przez <span class="_ _1a"> </span>Pa<span class="_ _1"></span>lametra </div><div class="t m0 xf h14 y458 ff6 fsa fc0 sc0 ls0 ws0">Holdings Limited jako <span class="_ _1"></span>podmiot zależny<span class="_ _1"></span><span class="ff1"> </span>(sz<span class="_ _1"></span>czegóły: raport bieżący nr <span class="_ _1"></span><span class="ff1 fc5">40/2024<span class="fc0"> <span class="_ _1"></span>oraz </span>40/20<span class="_ _1"></span>24/K<span class="fc0">);  </span></span></div><div class="t m0 x1c h14 ye4 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zmiany <span class="_ _11"> </span>bezpośredniego <span class="_ _11"> </span>stanu <span class="_ _11"> </span>p<span class="_ _1"></span>osiadania <span class="_ _11"> </span>akc<span class="_ _1"></span>ji <span class="_ _11"> </span>Spółki <span class="_ _11"> </span>przez <span class="_ _11"> </span>Sanw<span class="_ _1"></span>il <span class="_ _11"> </span>Holding <span class="_ _11"> </span>S<span class="_ _1"></span>.A. <span class="_ _11"> </span>w <span class="_ _11"> </span>związku </span></span></div><div class="t m0 xf h14 y459 ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">nabyciem <span class="_"> </span>przez <span class="_"> </span>te <span class="_ _10"> </span>s<span class="_ _1"></span>półkę <span class="_"> </span>w <span class="_"> </span>dniach <span class="_"> </span>23 <span class="_ _10"> </span>i <span class="_"> </span>27 <span class="_"> </span>grudnia <span class="_"> </span>2024 <span class="_"> </span>r. <span class="_"> </span>łącznie <span class="_"> </span>14<span class="_ _0"></span>.2<span class="_ _1"></span>35 <span class="_"> </span>akcji <span class="_"> </span>Spół<span class="_ _0"></span>k<span class="_ _1"></span>i </span></div><div class="t m0 xf h14 y88 ff6 fsa fc0 sc0 ls0 ws0">(szczegóły: raport b<span class="_ _1"></span>ieżący nr <span class="_ _1"></span><span class="ff1 fc5">41/2024<span class="fc0">); <span class="_ _1"></span> </span></span></div><div class="t m0 x1c h14 y45a ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">zmiany <span class="_ _11"> </span><span class="ff6">bezpośredniego <span class="_ _11"> </span>st<span class="_ _1"></span>anu <span class="_ _11"> </span>posiadania <span class="_ _11"> </span>ak<span class="_ _1"></span>cji <span class="_ _11"> </span>Spółki <span class="_ _11"> </span>przez<span class="_ _1"></span> <span class="_ _11"> </span>Sanwil <span class="_ _11"> </span>Holding <span class="_ _11"> </span>S<span class="_ _1"></span>.A. <span class="_ _11"> </span>w <span class="_ _11"> </span>związku </span></span></span></div><div class="t m0 xf h14 y45b ff1 fsa fc0 sc0 ls0 ws0">z nabyciem <span class="_ _14"></span>przez <span class="_ _13"></span><span class="ff6">te <span class="_ _14"></span>spółkę <span class="_ _14"></span>w <span class="_ _14"></span>dniach <span class="_ _14"> </span>1<span class="_ _1"></span>6, <span class="_ _14"></span>20 <span class="_ _14"></span>i <span class="_ _14"></span>21 <span class="_ _14"></span>stycznia <span class="_ _14"></span>202<span class="_ _1"></span>5 <span class="_ _12"></span>r.<span class="_ _1"></span> <span class="_ _14"></span>łącznie <span class="_ _14"></span>13.2<span class="_ _1"></span>34 <span class="_ _14"></span>akcji <span class="_ _14"></span>Spółki<span class="_ _1"></span> </span></div><div class="t m0 xf h14 y45c ff6 fsa fc0 sc0 ls0 ws0">(szczegóły: raport b<span class="_ _1"></span>ieżący nr <span class="_ _1"></span><span class="ff1 fc5">2/2025<span class="fc0 lsc">);<span class="ls0"> </span></span></span></div><div class="t m0 x1c h14 y2d9 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zmiany <span class="_ _11"> </span>bezpośredniego <span class="_ _11"> </span>stanu <span class="_ _11"> </span>p<span class="_ _1"></span>osiadania <span class="_ _11"> </span>akc<span class="_ _1"></span>ji <span class="_ _11"> </span>Spółki <span class="_ _11"> </span>przez <span class="_ _11"> </span>Sanw<span class="_ _1"></span>il <span class="_ _11"> </span>Holding <span class="_ _11"> </span>S<span class="_ _1"></span>.A. <span class="_ _11"> </span>w <span class="_ _11"> </span>związku </span></span></div><div class="t m0 xf h14 y45d ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">nabyciem <span class="_ _12"></span>przez <span class="_ _12"></span>tę <span class="_ _12"></span>spółkę <span class="_ _12"></span>w <span class="_ _12"></span>dniach <span class="_ _12"></span>22, <span class="_ _12"></span>28, <span class="_ _12"></span>31 <span class="_ _12"></span>stycznia <span class="_ _12"></span>oraz <span class="_ _12"></span>3 <span class="_ _12"></span>lutego <span class="_ _12"></span>2025 <span class="_ _12"></span>r. <span class="_ _12"></span>łącznie <span class="_ _12"></span>13<span class="_ _b"></span></span> 234 </div><div class="t m0 xf h14 y45e ff6 fsa fc0 sc0 ls0 ws0">akcji Spółki (szcz<span class="_ _1"></span>egóły: raport bieżący nr <span class="_ _1"></span><span class="ff1 fc5">4/2025<span class="fc0 lsc">);<span class="_ _1"></span><span class="ls0"> </span></span></span></div></div><span class="d m1" 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<div id="pf21" class="pf w0 h0"><div class="pc pc21 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">33<span class="ff5 fs6 ls0"> </span></div><div class="t m0 x1c h14 y91 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zmiany <span class="_ _11"> </span>bezpośredniego <span class="_ _11"> </span>stanu <span class="_ _11"> </span>p<span class="_ _1"></span>osiadania <span class="_ _11"> </span>akc<span class="_ _1"></span>ji <span class="_ _11"> </span>Spółki <span class="_ _11"> </span>przez <span class="_ _11"> </span>Sanw<span class="_ _1"></span>il <span class="_ _11"> </span>Holding <span class="_ _11"> </span>S<span class="_ _1"></span>.A. <span class="_ _11"> </span>w <span class="_ _11"> </span>związku </span></span></div><div class="t m0 xf h14 yc4 ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">nabyciem <span class="_ _b"></span>przez <span class="_ _b"></span>tę <span class="_ _b"></span>spółkę<span class="_ _1"></span> <span class="_ _b"></span>w <span class="_ _b"></span>dniu <span class="_ _b"></span>6 <span class="_ _b"></span>lutego <span class="_ _b"></span>2025 <span class="_ _b"></span>r. <span class="_ _b"></span>519 <span class="_ _b"></span>akcji <span class="_ _b"></span>Spółki <span class="_ _b"></span>(sz<span class="_ _1"></span>czegóły: <span class="_ _b"></span>raport <span class="_ _b"></span>bieżący </span></div><div class="t m0 xf h14 yc5 ff1 fsa fc0 sc0 ls5 ws0">nr<span class="ls0"> <span class="fc5">5/2025</span><span class="lsc">).</span> </span></div><div class="t m0 xb h14 y16c ff1 fsa fc0 sc0 ls0 ws0">Tabela:  <span class="_ _1b"> </span><span class="ff6">Stan <span class="_ _0"></span>posiadan<span class="_ _1"></span>ia <span class="_ _0"></span>akcji <span class="_ _0"></span>Spółki <span class="_ _0"></span>przez znacznych <span class="_ _0"></span>akcjonariuszy na <span class="_ _0"></span>dzień <span class="_ _0"></span>przekazania <span class="_ _0"></span>niniejszego </span></div><div class="t m0 x19 h14 y16d ff1 fsa fc0 sc0 ls0 ws0">sprawozdania<span class="_ _1"></span> </div></div><div class="c xb y45f w46 h49"><div class="t m0 x3b h22 y19f ff2 fse fc0 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x90 y45f w47 h49"><div class="t m0 x4f h22 y228 ff2 fse fc0 sc0 ls0 ws0">Liczba </div><div class="t m0 x5b h22 y19f ff2 fse fc0 sc0 ls0 ws0">posiadanych </div><div class="t m0 x4d h22 y1a4 ff2 fse fc0 sc0 ls0 ws0">akcji </div></div><div class="c x91 y45f w48 h49"><div class="t m0 x4f h22 y228 ff2 fse fc0 sc0 ls0 ws0">Liczba </div><div class="t m0 x49 h22 y19f ff3 fse fc0 sc0 ls0 ws0">głosów <span class="ff2"> </span></div><div class="t m0 x63 h22 y1a4 ff2 fse fc0 sc0 ls0 ws0">na WZA </div></div><div class="c x38 y45f w49 h49"><div class="t m0 x74 h29 y228 ff3 fse fc0 sc0 ls0 ws0">Wartość </div><div class="t m0 x65 h22 y19f ff2 fse fc0 sc0 ls0 ws0">nominalna </div><div class="t m0 x4d h22 y1a4 ff2 fse fc0 sc0 ls0 ws0">akcji </div></div><div class="c x88 y45f w47 h49"><div class="t m0 x5a h22 y228 ff3 fse fc0 sc0 ls0 ws0">Udział akcji <span class="ff2"> </span></div><div class="t m0 x64 h22 y19f ff2 fse fc0 sc0 ls0 ws0">w kapitale </div><div class="t m0 x16 h22 y1a4 ff3 fse fc0 sc0 ls0 ws0">zakładowym<span class="ff2"> </span></div></div><div class="c x92 y45f w48 h49"><div class="t m0 x25 h29 y228 ff3 fse fc0 sc0 ls0 ws0">Udział </div><div class="t m0 x49 h22 y19f ff3 fse fc0 sc0 ls0 ws0">głosów <span class="ff2"> </span></div><div class="t m0 x63 h22 y1a4 ff2 fse fc0 sc0 ls0 ws0">na WZA </div></div><div class="c xb y32b w46 h4a"><div class="t m0 x3b h26 y460 ff1 fse fc0 sc0 ls0 ws0">VALUE FIZ z wydzielonym </div><div class="t m0 x3b h26 y461 ff1 fse fc0 sc0 ls0 ws0">Subfunduszem 1* </div></div><div class="c x90 y32b w47 h4a"><div class="t m0 x65 h26 y462 ff1 fse fc0 sc0 ls13 ws0">12<span class="ls0"> 532 784 </span></div></div><div class="c x91 y32b w48 h4a"><div class="t m0 x65 h26 y462 ff1 fse fc0 sc0 ls13 ws0">12<span class="ls0"> 532 784 </span></div></div><div class="c x38 y32b w49 h4a"><div class="t m0 x65 h26 y462 ff1 fse fc0 sc0 ls13 ws0">25<span class="ls0"> 065 568 </span></div></div><div class="c x88 y32b w47 h4a"><div class="t m0 x7c h26 y462 ff1 fse fc0 sc0 ls0 ws0">63,44% </div></div><div class="c x92 y32b w48 h4a"><div class="t m0 x7c h26 y462 ff1 fse fc0 sc0 ls0 ws0">63,44% </div></div><div class="c xb y463 w46 h4b"><div class="t m0 x3b h26 y464 ff1 fse fc0 sc0 ls0 ws0">Invictus Fundacja Rodzinna </div><div class="t m0 x3b h26 y465 ff1 fse fc0 sc0 ls0 ws0">w organizacji** </div></div><div class="c x90 y463 w47 h4b"><div class="t m0 x89 h26 y241 ff1 fse fc0 sc0 ls0 ws0">2 436 634 </div></div><div class="c x91 y463 w48 h4b"><div class="t m0 x89 h26 y241 ff1 fse fc0 sc0 ls0 ws0">2 436 634 </div></div><div class="c x38 y463 w49 h4b"><div class="t m0 x1a h26 y241 ff1 fse fc0 sc0 ls0 ws0">4 873 268 </div></div><div class="c x88 y463 w47 h4b"><div class="t m0 x7c h26 y241 ff1 fse fc0 sc0 ls0 ws0">12,33% </div></div><div class="c x92 y463 w48 h4b"><div class="t m0 x7c h26 y241 ff1 fse fc0 sc0 ls0 ws0">12,33% </div></div><div class="c xb y30a w46 h4c"><div class="t m0 x3b h26 y241 ff1 fse fc0 sc0 ls0 ws0">Sanwil Holding S.A.*** </div></div><div class="c x90 y30a w47 h4c"><div class="t m0 x89 h26 y241 ff1 fse fc0 sc0 ls0 ws0">1 170 552 </div></div><div class="c x91 y30a w48 h4c"><div class="t m0 x89 h26 y241 ff1 fse fc0 sc0 ls0 ws0">1 170 552<span class="ff10"> </span></div></div><div class="c x38 y30a w49 h4c"><div class="t m0 x1a h26 y241 ff1 fse fc0 sc0 ls0 ws0">2 341 104 </div></div><div class="c x88 y30a w47 h4c"><div class="t m0 x21 h26 y241 ff1 fse fc0 sc0 ls0 ws0">5,93% </div></div><div class="c x92 y30a w48 h4c"><div class="t m0 x25 h26 y241 ff1 fse fc0 sc0 ls0 ws0">5,93% </div></div><div class="c xb y466 w46 h4d"><div class="t m0 x3b h26 y467 ff1 fse fc0 sc0 ls0 ws0">Inne podmioty </div></div><div class="c x90 y466 w47 h4d"><div class="t m0 x89 h26 y467 ff1 fse fc0 sc0 ls0 ws0">3 615 094 </div></div><div class="c x91 y466 w48 h4d"><div class="t m0 x89 h26 y467 ff1 fse fc0 sc0 ls0 ws0">3 615 094 </div></div><div class="c x38 y466 w49 h4d"><div class="t m0 x1a h26 y467 ff1 fse fc0 sc0 ls0 ws0">7 230 188 </div></div><div class="c x88 y466 w47 h4d"><div class="t m0 x7c h26 y467 ff1 fse fc0 sc0 ls0 ws0">18,30% </div></div><div class="c x92 y466 w48 h4d"><div class="t m0 x7c h26 y467 ff1 fse fc0 sc0 ls0 ws0">18,30% </div></div><div class="c xb y468 w46 h4e"><div class="t m0 x3b h26 y469 ff1 fse fc0 sc0 ls0 ws0">RAZEM:  </div></div><div class="c x90 y468 w47 h4e"><div class="t m0 x65 h22 y469 ff2 fse fc0 sc0 ls0 ws0">19 755 064 </div></div><div class="c x91 y468 w48 h4e"><div class="t m0 x65 h22 y469 ff2 fse fc0 sc0 ls0 ws0">19 755 064 </div></div><div class="c x38 y468 w49 h4e"><div class="t m0 x65 h22 y469 ff2 fse fc0 sc0 ls0 ws0">39 510 128 </div></div><div class="c x88 y468 w47 h4e"><div class="t m0 x46 h22 y469 ff2 fse fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x92 y468 w48 h4e"><div class="t m0 x74 h22 y469 ff2 fse fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb h26 y46a ff1 fse fc0 sc0 ls0 ws0">* <span class="_ _20"> </span><span class="ff6">Zgodnie z informacją akcjonariusza z dnia 26.07.2022 r.</span> </div><div class="t m0 xb h26 y46b ff1 fse fc0 sc0 ls1f ws0">** <span class="ls0"> <span class="_ _11"> </span>W tym <span class="_ _1"></span><span class="ff6">4,17% bezpośrednio, 8,16% przez podmiot zależny: P<span class="_ _0"></span>alametra Holdings Limited<span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 xb h26 y1b2 ff1 fse fc0 sc0 ls1f ws0">***<span class="ls0"> <span class="_ _14"></span><span class="ff6">Zgodnie z informacją akcjonariusza z dnia </span>11.02.2025 r. </span></div><div class="t m0 xb h15 y46c ff2 fs6 fc0 sc0 ls0 ws0">6.3.4. <span class="_ _21"> </span><span class="ff3">Wykaz <span class="_ _4"></span>akcji <span class="_ _4"></span>i <span class="_ _4"></span>udziałów <span class="_ _7"></span>podmiotów <span class="_ _4"></span>z <span class="_ _4"></span>Grupy <span class="_ _4"></span>Kapitałowej <span class="_ _4"></span>w <span class="_ _4"></span>posiadaniu <span class="_ _7"></span>osób </span></div><div class="t m0 x68 h15 y46d ff3 fs6 fc0 sc0 ls0 ws0">zarządzających i nadzorujących <span class="ff2"> </span></div><div class="t m0 xb h1f y46e ff6 fsa fc0 sc0 ls0 ws0">Wykaz <span class="_ _13"> </span>akcji <span class="_ _14"> </span>i <span class="_ _13"> </span>udziałów <span class="_ _14"> </span>p<span class="_ _1"></span>odmiotów <span class="_ _13"> </span>z <span class="_ _14"> </span>Gru<span class="_ _1"></span>py <span class="_ _13"> </span>Kapitałowej <span class="_ _13"> </span>będących <span class="_ _11"> </span>w <span class="_ _14"></span>posiada<span class="_ _1"></span>niu <span class="_ _14"> </span>osób <span class="_ _13"> </span>wchodzącyc<span class="_ _1"></span>h </div><div class="t m0 xb h14 y181 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">skład <span class="_ _0"></span>organów <span class="_ _0"></span>zarządzający<span class="_ _1"></span>ch <span class="_ _4"></span>i nadzorujących <span class="_ _0"></span>Spółki na <span class="_ _4"></span>dzień <span class="_ _0"></span>31 grudnia <span class="_ _4"></span>20<span class="_ _1"></span><span class="ff1">24 <span class="_ _0"></span>r. <span class="_ _4"></span>prz<span class="_ _1"></span>edstawia tabela </span></span></div><div class="t m0 xb h14 y46f ff6 fsa fc0 sc0 ls0 ws0">poniżej.<span class="ff1"> </span></div><div class="t m0 xb h14 y470 ff1 fsa fc0 sc0 ls0 ws0">Tabela:  <span class="_ _1b"> </span><span class="ff6">Liczba akcj<span class="_ _1"></span>i WIKANA S.A. będący<span class="_ _1"></span>ch w p<span class="_ _1"></span>osiadaniu os<span class="_ _1"></span>ób zarządzający<span class="_ _1"></span>ch i</span> <span class="ff6">nadzor<span class="_ _1"></span>ującyc<span class="_ _1"></span>h</span> </div></div><div class="c xb y471 w4a h4f"><div class="t m0 x3b h14 y472 ff1 fsa fc0 sc0 ls0 ws0">  </div></div><div class="c x93 y471 w4b h4f"><div class="t m0 x47 h50 y473 ff3 fsa fc0 sc0 ls0 ws0">ŁĄCZNA LICZBA AKCJI<span class="_ _1"></span> </div><div class="t m0 x4b h13 y474 ff2 fsa fc0 sc0 ls0 ws0">WIKANA S.A. (SZT.) <span class="_ _1"></span> </div></div><div class="c x81 y471 w5 h4f"><div class="t m0 x66 h13 y475 ff3 fsa fc0 sc0 ls0 ws0">ŁĄCZNA<span class="ff2"> </span></div><div class="t m0 x4e h50 y472 ff3 fsa fc0 sc0 ls0 ws0">WARTOŚĆ NOMINAL<span class="_ _1"></span>NA </div><div class="t m0 x59 h13 y17b ff2 fsa fc0 sc0 ls0 ws0">AKCJI WIKANA <span class="_ _1"></span>S.A.(PLN) </div></div><div class="c xb y476 w4a h51"><div class="t m0 x3b h13 y477 ff3 fsa fc0 sc0 ls0 ws0">ZARZĄD, w tym:<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x93 y476 w4b h51"><div class="t m0 x40 h13 y478 ff11 fs6 fc0 sc0 ls0 ws0">708 490<span class="ff2 fsa"> </span></div></div><div class="c x81 y476 w5 h51"><div class="t m0 x94 h13 y478 ff11 fs6 fc0 sc0 ls0 ws0">1 416 980<span class="ff2 fsa"> </span></div></div><div class="c xb y479 w4a h51"><div class="t m0 x3b h14 y477 ff6 fsa fc0 sc0 ls0 ws0">Chołota Paweł<span class="ff1"> </span></div></div><div class="c x93 y479 w4b h51"><div class="t m0 x40 h52 y478 ff12 fs6 fc0 sc0 ls0 ws0">210 028<span class="ff1 fsa"> </span></div></div><div class="c x81 y479 w5 h51"><div class="t m0 x40 h13 y478 ff12 fs6 fc0 sc0 ls0 ws0">420 056<span class="ff2 fsa"> </span></div></div><div class="c xb y47a w4a h53"><div class="t m0 x3b h14 y17b ff6 fsa fc0 sc0 ls0 ws0">Kwaśniewski Piotr<span class="_ _1"></span><span class="ff1"> </span></div></div><div class="c x93 y47a w4b h53"><div class="t m0 x40 h52 y1cb ff12 fs6 fc0 sc0 ls0 ws0">498 462<span class="ff1 fsa"> </span></div></div><div class="c x81 y47a w5 h53"><div class="t m0 x40 h13 y1cb ff12 fs6 fc0 sc0 ls0 ws0">996 924<span class="ff2 fsa"> </span></div></div><div class="c xb y268 w4a h51"><div class="t m0 x3b h13 y477 ff2 fsa fc0 sc0 ls0 ws0">RADA NADZORCZ<span class="_ _1"></span>A*<span class="lsc">: </span> </div></div><div class="c x93 y268 w4b h51"><div class="t m0 x95 h13 y478 ff11 fs6 fc0 sc0 ls0 ws0">0<span class="ff2 fsa"> </span></div></div><div class="c x81 y268 w5 h51"><div class="t m0 x95 h13 y478 ff11 fs6 fc0 sc0 ls0 ws0">0<span class="ff2 fsa"> </span></div></div><div class="c xb y47b w4a h51"><div class="t m0 x3b h13 y477 ff2 fsa fc0 sc0 ls0 ws0">RAZEM:  </div></div><div class="c x93 y47b w4b h51"><div class="t m0 x40 h13 y478 ff11 fs6 fc0 sc0 ls0 ws0">708 490<span class="ff2 fsa"> </span></div></div><div class="c x81 y47b w5 h51"><div class="t m0 x94 h13 y478 ff11 fs6 fc0 sc0 ls0 ws0">1 416 980<span class="ff2 fsa"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb h14 ye2 ff1 fsa fc0 sc0 ls0 ws0">* <span class="_ _1"></span><span class="fff fs0">Pan Ada<span class="_ _0"></span>m <span class="_ _0"></span>Buchajski <span class="_ _4"></span>złożył <span class="_ _0"></span>rezygna<span class="_ _0"></span>cję <span class="_ _0"></span>z <span class="_ _0"></span>członkostwa<span class="_ _0"></span> <span class="_ _0"></span>w <span class="_ _0"></span>Radzie <span class="_ _4"></span>Nadzorczej <span class="_ _0"></span>WIKANA <span class="_ _4"></span>S.A. <span class="_ _0"></span>ze <span class="_ _0"></span>skutkie<span class="_ _0"></span>m n<span class="_ _0"></span>a <span class="_ _0"></span>dzień <span class="_ _4"></span>29 pa<span class="_ _0"></span>ździernika<span class="_ _0"></span> </span></div><div class="t m0 xb h14 y28e ff10 fs0 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="fff">2024 r., w związ<span class="_ _0"></span>ku z tym nie jest uw<span class="_ _0"></span>zględniany w dalszy<span class="_ _0"></span>ch zestawien<span class="_ _0"></span>iach dotyczących składu<span class="_ _0"></span> Rady Nad<span class="_ _0"></span>zorczej po tej dacie<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff1 fsa"> </span></span></div><div class="t m0 xb h1f y47c ff6 fsa fc0 sc0 ls0 ws0">Powyższa tab<span class="_ _1"></span>ela odz<span class="_ _1"></span>wierciedla t<span class="_ _1"></span>akże l<span class="_ _1"></span>iczbę akcji <span class="_ _1"></span>Spółk<span class="_ _1"></span>i, będących <span class="_ _1"></span>w <span class="_ _1"></span>posiadaniu <span class="_ _1"></span>osób zarz<span class="_ _1"></span>ądzających<span class="_ _1"></span> </div><div class="t m0 xb h14 y47d ff6 fsa fc0 sc0 ls0 ws0">i nadzorujących, na <span class="_ _1"></span>dzień sporządzenia nin<span class="_ _1"></span>iejszego sprawozdan<span class="_ _1"></span>ia.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y47e ff1 fsa fc0 sc0 ls0 ws0">P<span class="ff6">ozostałe osoby na<span class="_ _1"></span>dzorujące nie posi<span class="_ _1"></span>adają akcji Spół<span class="_ _1"></span>ki.<span class="_ _1"></span></span> </div><div class="t m0 xb h1f y47f ff6 fsa fc0 sc0 ls0 ws0">Osoby <span class="_ _2"> </span>zarządzaj<span class="_ _1"></span>ące <span class="_ _2"> </span>i <span class="_ _2"> </span>osoby <span class="_ _2"> </span>n<span class="_ _1"></span>adzorujące <span class="_ _2"> </span>nie <span class="_ _1c"> </span>posiadają <span class="_ _2"> </span>akc<span class="_ _1"></span>ji/udzi<span class="_ _1"></span>ałó<span class="_ _1"></span>w <span class="_ _2"> </span>w <span class="_ _2"> </span>jednostk<span class="_ _1"></span>ach <span class="_ _2"> </span>zależnych<span class="_ _1"></span> </div><div class="t m0 xb h14 y480 ff1 fsa fc0 sc0 ls5 ws0">od<span class="ls0"> <span class="ff6">Spółki.</span> </span></div><div class="t m0 xb h14 y481 ff1 fsa fc0 sc0 ls0 ws0"> <span class="_ _18"> </span> </div></div><span class="d m1" style="border-style:none;position:absolute;left:141.206000px;bottom:946.920000px;width:35.090000px;height:16.220000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></div><div class="pi"></div></div>
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r9TffRW19eqS/tb+aUaDjb+VJ14vws/VovLbaxWnx3uq6vVm/Xg6akax7FhGBpqrDo7dGasJjWrujX0zli9VDtVr056PKumtV11ZNKVWTVXf1Wdn3RqVr1cf1Z9M+nTWfVKPan6G9TCw6Z42yA/AAAAAElFTkSuQmCC"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">34<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h15 y2dd ff2 fs6 fc0 sc0 ls0 ws0">6.3.5. <span class="_ _21"> </span><span class="ff3">Ograniczenia związane z papierami wartościowymi </span> </div><div class="t m0 xb h15 y482 ff2 fs6 fc0 sc0 ls0 ws0">6.3.5.1. <span class="_ _d"> </span><span class="ff3">Ograniczenia w wykonywaniu prawa głosu</span> </div><div class="t m0 xb h1f y16c ff6 fsa fc0 sc0 ls0 ws0">Zgodnie <span class="_ _1"></span>z <span class="_ _b"></span>regulacją <span class="_ _1"></span>art. <span class="_ _b"></span>364 <span class="_ _1"></span>§ <span class="_ _1"></span>2 <span class="_ _b"></span>Kodeksu <span class="_ _1"></span>spółek<span class="_ _1"></span> <span class="_ _1"></span>hand<span class="_ _1"></span>lowych, <span class="_ _1"></span>Sp<span class="_ _1"></span>ółka <span class="_ _b"></span>n<span class="_ _1"></span>ie <span class="_ _1"></span>wykonu<span class="_ _1"></span>je <span class="_ _1"></span>praw <span class="_ _b"></span>udziałowych </div><div class="t m0 xb h14 y16d ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">własnych <span class="_ _11"> </span>ak<span class="_ _1"></span>cji, <span class="_ _11"> </span>z <span class="_ _10"> </span>wyjątki<span class="_ _1"></span>em <span class="_ _11"> </span>uprawn<span class="_ _1"></span>ień <span class="_ _11"> </span>d<span class="_ _1"></span>o <span class="_ _11"> </span>ich <span class="_ _10"> </span>zby<span class="_ _1"></span>cia <span class="_ _11"> </span>lub <span class="_ _10"> </span>wyk<span class="_ _1"></span>onyw<span class="_ _1"></span>ania <span class="_ _10"> </span>czyn<span class="_ _1"></span>ności <span class="_ _11"> </span>zmierz<span class="_ _1"></span>ających </span></div><div class="t m0 xb h14 y11c ff1 fsa fc0 sc0 ls5 ws0">do<span class="ls0"> <span class="ff6">zachowania tych pr<span class="_ _1"></span>aw. Na dzień 3<span class="_ _1"></span>1 grudnia 202<span class="_ _1"></span></span>4 <span class="ff6">r. Spółka <span class="_ _1"></span>nie posiadała akc<span class="_ _1"></span>ji własnych.<span class="_ _1"></span></span> </span></div><div class="t m0 xb h14 y3fc ff6 fsa fc0 sc0 ls0 ws0">Spółka nie posiada<span class="ff1"> <span class="_ _1"></span>ani </span>udzi<span class="_ _1"></span>ałów ani<span class="ff1"> akcji</span>, z<span class="_ _1"></span> których nie<span class="_ _1"></span> mogłaby wy<span class="_ _1"></span>konywać wszelk<span class="_ _1"></span>ich praw<span class="ff1">.<span class="_ _1"></span> </span></div><div class="t m0 xb h15 y483 ff2 fs6 fc0 sc0 ls0 ws0">6.3.5.2. <span class="_ _d"> </span><span class="ff3">Ograniczenia <span class="_ _25"> </span>w <span class="_ _25"> </span>przenoszeniu <span class="_ _25"> </span>prawa <span class="_ _26"> </span>własności <span class="_ _25"> </span>papierów </span></div><div class="t m0 x8e h15 y484 ff3 fs6 fc0 sc0 ls0 ws0">wartościowych<span class="ff2"> </span></div><div class="t m0 xb h1f y485 ff6 fsa fc0 sc0 ls0 ws0">Aktualnie <span class="_ _24"> </span>jedyny<span class="_ _1"></span>mi <span class="_ _24"> </span>ograniczen<span class="_ _1"></span>iami <span class="_ _24"> </span>dotyczący<span class="_ _1"></span>mi <span class="_ _24"> </span>przenoszenia <span class="_ _c"> </span>prawa <span class="_ _24"> </span>własności <span class="_ _24"> </span>papi<span class="_ _1"></span>erów </div><div class="t m0 xb h1f y486 ff6 fsa fc0 sc0 ls0 ws0">wartościowych <span class="_ _1a"> </span>Spółki <span class="_ _1b"> </span>są <span class="_ _1a"> </span>ograniczenia <span class="_ _1b"> </span>wyn<span class="_ _1"></span>ikające <span class="_ _1a"> </span>z <span class="_ _1b"> </span>art. <span class="_ _1a"> </span>19 <span class="_ _1a"> </span>ust. <span class="_ _1b"> </span>11, <span class="_ _1a"> </span>z <span class="_ _1b"> </span>zastr<span class="_ _1"></span>zeżeniem <span class="_ _1b"> </span>ust. <span class="_ _1b"> </span>1<span class="_ _1"></span>2, </div><div class="t m0 xb h14 y487 ff6 fsa fc0 sc0 ls0 ws0">rozporządzenia <span class="_"> </span>Parlamen<span class="_ _1"></span>tu <span class="_"> </span>Europejsk<span class="_ _1"></span>iego <span class="_"> </span>i <span class="_"> </span>Rady <span class="_"> </span>(UE) <span class="_"> </span>NR <span class="_"> </span>5<span class="_ _1"></span><span class="ff1">96/2014 <span class="_"> </span>z <span class="_"> </span>dni<span class="_ _1"></span>a <span class="_"> </span>16 <span class="_"> </span>kwietnia <span class="_"> </span>2014<span class="_ _1"></span> r. </span></div><div class="t m0 xb h14 y488 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">sprawie <span class="_ _1c"> </span>na<span class="_ _1"></span>dużyć <span class="_ _1c"> </span>na <span class="_ _1c"> </span>r<span class="_ _1"></span>ynku <span class="_ _1c"> </span>(<span class="_ _1"></span>rozporządzenie <span class="_ _1b"> </span>w <span class="_ _1c"> </span>s<span class="_ _1"></span>prawie <span class="_ _1c"> </span>naduży<span class="_ _1"></span>ć <span class="_ _1c"> </span>na <span class="_ _1c"> </span>ry<span class="_ _1"></span>nku) <span class="_ _1c"> </span>oraz<span class="_ _1"></span> <span class="_ _1c"> </span>uchylające<span class="_ _1"></span>go </span></div><div class="t m0 xb h1f y3c9 ff6 fsa fc0 sc0 ls0 ws0">dyrektywę <span class="_ _1e"> </span>2003/6/<span class="_ _1"></span>WE <span class="_ _1e"> </span>Parlamentu <span class="_ _17"> </span>Europejskiego <span class="_ _17"> </span>i <span class="_ _f"> </span>Ra<span class="_ _1"></span>dy <span class="_ _1e"> </span>i <span class="_ _1e"> </span>dyrektywy<span class="_ _1"></span> <span class="_ _1e"> </span>Komisji <span class="_ _1e"> </span>2003<span class="_ _1"></span>/124/WE, </div><div class="t m0 xb h14 y3ca ff6 fsa fc0 sc0 ls0 ws0">2003/125/WE i 2004/<span class="_ _1"></span>72/WE (rozporządzen<span class="_ _1"></span>ie MAR)<span class="_ _1"></span>, dotyc<span class="_ _1"></span>zące okresów zamkni<span class="_ _1"></span>ęty<span class="_ _1"></span>ch. <span class="ff1"> </span></div><div class="t m0 xb h15 y27c ff2 fs6 fc0 sc0 ls0 ws0">6.3.6. <span class="_ _21"> </span><span class="ff3">Informacje o systemie kontroli programów akcji pracowniczych</span> </div><div class="t m0 xb h14 y489 ff6 fsa fc0 sc0 ls0 ws0">W Spółce nie funkcj<span class="_ _1"></span>onują akcj<span class="_ _1"></span>e pracownicze.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x12 h15 y1e9 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span>Specjalne uprawnienia kontrolne<span class="_ _1"></span> </div><div class="t m0 xb h14 y48a ff6 fsa fc0 sc0 ls0 ws0">Na <span class="_ _13"> </span>dzień <span class="_ _11"> </span>31 <span class="_ _13"> </span>gru<span class="_ _1"></span>dnia <span class="_ _13"> </span>2<span class="_ _1"></span>02<span class="ff1">4<span class="_ _1"></span> <span class="_ _13"> </span></span>r. <span class="_ _11"> </span>nie <span class="_ _13"> </span>istnia<span class="_ _1"></span>ły <span class="_ _13"> </span>papiery <span class="_ _11"> </span>wartościowe <span class="_ _11"> </span>Spółki <span class="_ _11"> </span>dające <span class="_ _13"> </span>spec<span class="_ _1"></span>jalne <span class="_ _13"> </span>upraw<span class="_ _1"></span>nienia </div><div class="t m0 xb h1f y313 ff6 fsa fc0 sc0 ls0 ws0">kontrolne. <span class="_ _11"> </span>Żaden <span class="_ _11"> </span>z<span class="_ _1"></span> <span class="_ _11"> </span>akcjonariusz<span class="_ _1"></span>y <span class="_ _11"> </span>nie <span class="_ _11"> </span>posiada <span class="_ _11"> </span>rów<span class="_ _1"></span>nież <span class="_ _11"> </span>jakichk<span class="_ _1"></span>olwiek <span class="_ _11"> </span>uprawnie<span class="_ _1"></span>ń <span class="_ _11"> </span>kontrolnych <span class="_ _11"> </span>w<span class="_ _1"></span>obec </div><div class="t m0 xb h14 y314 ff6 fsa fc0 sc0 ls0 ws0">Spółki, wynikającyc<span class="_ _1"></span>h z przepisów Statutu.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x12 h15 y216 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Władze WIKANA S.A.</span> </div><div class="t m0 xb h15 y1f0 ff2 fs6 fc0 sc0 ls0 ws0">6.5.1. <span class="_ _21"> </span><span class="ff3">Zarząd</span> </div><div class="t m0 xb h1f y47 ff6 fsa fc0 sc0 ls0 ws0">Zarząd <span class="_ _b"></span>Spółki <span class="_ _1"></span>składa <span class="_ _b"></span>się <span class="_ _1"></span>z <span class="_ _b"></span>1 <span class="_ _1"></span>do <span class="_ _1"></span>5 <span class="_ _b"></span>osób <span class="_ _1"></span>i <span class="_ _b"></span>jest <span class="_ _1"></span>powoływ<span class="_ _1"></span>any <span class="_ _1"></span>i <span class="_ _b"></span>odwoływany <span class="_ _b"></span>przez <span class="_ _1"></span>Radę <span class="_ _b"></span>Nadzorczą, <span class="_ _b"></span>która </div><div class="t m0 xb h14 y218 ff6 fsa fc0 sc0 ls0 ws0">również <span class="_ _14"> </span>określa<span class="_ _1"></span> <span class="_ _14"> </span>liczbę<span class="_ _1"></span> <span class="_ _14"></span>członków <span class="_ _13"> </span>Zarządu. <span class="_ _14"> </span>K<span class="_ _1"></span>adencja <span class="_ _13"> </span>Zarządu <span class="_ _14"></span>trwa <span class="_ _13"> </span>trzy <span class="_ _14"> </span>lata <span class="_ _13"> </span>i <span class="_ _14"></span>jest <span class="_ _14"> </span>k<span class="_ _1"></span>adencją <span class="_ _14"> </span>ws<span class="_ _1"></span>pólną.<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y1bf ff6 fsa fc0 sc0 ls0 ws0">Kadencję oblicza się w <span class="_ _1"></span>pełnych latach obr<span class="_ _1"></span>otowych.<span class="_ _1"></span><span class="ff1">  </span></div><div class="t m0 xb h14 y48b ff6 fsa fc0 sc0 ls0 ws0">Do reprezentowan<span class="_ _1"></span>ia Spółki przy<span class="_ _1"></span> Zarządzie wieloosobo<span class="_ _1"></span>wym upoważnien<span class="_ _1"></span>i są: <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y48c ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">dwaj współdziałający z<span class="_ _1"></span>e sobą członkowie<span class="_ _1"></span> Zarządu, <span class="_ _b"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y83 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">członek Zarządu i prok<span class="_ _1"></span>urent<span class="ff1">. </span></span></span></div><div class="t m0 xb h1f y48d ff6 fsa fc0 sc0 ls0 ws0">Do <span class="_ _b"></span>reprezentowania <span class="_ _b"></span>Spółki <span class="_ _b"></span>przy <span class="_ _b"></span>Zarządzie <span class="_ _b"></span>jednoosobowym <span class="_ _b"></span>upoważniony <span class="_ _b"></span>jest <span class="_ _1"></span>j<span class="_ _1"></span>ednoosobowo <span class="_ _b"></span>Członek </div><div class="t m0 xb h14 y48e ff6 fsa fc0 sc0 ls0 ws0">Zarządu.<span class="ff1"> </span></div><div class="t m0 xb h15 y13d ff2 fs6 fc0 sc0 ls0 ws0">6.5.1.1. <span class="_ _d"> </span><span class="ff3">Skład osobowy</span> </div><div class="t m0 xb h14 y48f ff6 fsa fc0 sc0 ls0 ws0">Przez cały rok obrotowy 20<span class="_ _1"></span>24 Zarząd Spółki<span class="_ _1"></span> funkcjonował w nastę<span class="_ _1"></span>pującym składz<span class="_ _1"></span>ie: <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y490 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">Piotr Kwaśniewski <span class="_ _1"></span>–<span class="ff1"> Prezes<span class="_ _1"></span> </span>Zarządu, <span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y491 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">Paweł Chołota –<span class="ff1"> </span>Cz<span class="_ _1"></span>łonek Zarz<span class="_ _1"></span>ądu.<span class="ff1"> </span></span></span></div><div class="t m0 xb h15 y492 ff2 fs6 fc0 sc0 ls0 ws0">6.5.1.2. <span class="_ _d"> </span><span class="ff3">Kompetencje i uprawnienia Zarządu</span> </div><div class="t m0 xb h14 y493 ff6 fsa fc0 sc0 ls0 ws0">Zgodnie <span class="_ _12"></span>ze <span class="_ _14"> </span>Statute<span class="_ _1"></span>m <span class="_ _12"></span>Spół<span class="_ _1"></span>ki <span class="_ _12"></span>praca<span class="_ _1"></span>mi <span class="_ _12"></span>Zarz<span class="_ _1"></span>ądu <span class="_ _12"></span>kieruje<span class="_ _1"></span> <span class="_ _12"></span>Prezes <span class="_ _14"></span>Zarz<span class="_ _1"></span>ądu<span class="_ _1"></span>. <span class="_ _12"></span>Szc<span class="_ _1"></span>zególne <span class="_ _12"></span>j<span class="_ _1"></span>ego <span class="_ _14"></span><span class="ff1">uprawnienia<span class="_ _1"></span> </span></div><div class="t m0 xb h14 y494 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">tym zakresie okreś<span class="_ _1"></span>la Regulamin Zarządu<span class="_ _1"></span>.<span class="_ _1"></span></span> </div></div></div><div class="pi"></div></div>
<div id="pf23" class="pf w0 h0"><div class="pc pc23 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">35<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h1f y91 ff6 fsa fc0 sc0 ls0 ws0">Tryb <span class="_ _b"></span>pracy <span class="_ _b"></span>Zarz<span class="_ _1"></span>ądu, <span class="_ _b"></span>zakres <span class="_ _b"></span>wzajemnych <span class="_ _b"></span>relacji <span class="_ _b"></span>oraz <span class="_ _b"></span>zasady <span class="_ _b"></span>ws<span class="_ _1"></span>półpra<span class="_ _1"></span>cy <span class="_ _b"></span>regu<span class="_ _1"></span>luje <span class="_ _b"></span>Regulamin <span class="_ _b"></span>Zarządu </div><div class="t m0 xb h14 yc4 ff1 fsa fc0 sc0 ls0 ws0">z 2011 <span class="_ _13"> </span>r.<span class="ls6">, <span class="_ _13"> </span></span><span class="ff6">k<span class="_ _1"></span>tóry <span class="_ _13"> </span>zost<span class="_ _1"></span>ał <span class="_ _13"> </span>zno<span class="_ _1"></span>welizowany <span class="_ _13"> </span>po<span class="_ _1"></span>przez <span class="_ _13"> </span>prz<span class="_ _1"></span>yjęcie <span class="_ _13"> </span>nowe<span class="_ _1"></span>go <span class="_ _13"> </span>tekstu <span class="_ _11"> </span>Regulaminu <span class="_ _13"> </span>uchwa<span class="_ _1"></span>łą <span class="_ _13"> </span>Rady<span class="_ _1"></span> </span></div><div class="t m0 xb h14 yc5 ff6 fsa fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _0"></span>Spółki <span class="_ _0"></span>z <span class="_ _4"></span>dn<span class="_ _1"></span>ia <span class="_ _0"></span>23 <span class="_ _4"></span>maja 2018 <span class="_ _4"></span>r.<span class="_ _1"></span><span class="ff1"> <span class="_ _0"></span><span class="ff6">oraz <span class="_ _0"></span>Statut <span class="_ _0"></span>Spółki. <span class="_ _4"></span>O<span class="_ _1"></span>bydwa <span class="_ _0"></span>dokumenty <span class="_ _0"></span>są <span class="_ _0"></span>dostępne <span class="_ _0"></span>na <span class="_ _0"></span>stronie </span></span></div><div class="t m0 xb h14 y272 ff6 fsa fc0 sc0 ls0 ws0">internetowej Spółk<span class="_ _1"></span>i. <span class="ff1"> </span></div><div class="t m0 xb h14 y16d ff6 fsa fc0 sc0 ls0 ws0">Regulamin Zarządu <span class="_ _0"></span>WIKANA S.A. <span class="_ _4"></span>opub<span class="_ _1"></span>likowany jest <span class="_ _4"></span>na<span class="_ _1"></span> stronie <span class="_ _0"></span>internetowej Spółki, <span class="_ _0"></span>co<span class="ff1"> realizuje <span class="_ _0"></span>zas<span class="ff6">adę<span class="_ _1"></span> </span></span></div><div class="t m0 xb h1f y2f ff6 fsa fc0 sc0 ls0 ws0">1.1. <span class="_ _14"></span>„Do<span class="_ _1"></span>brych <span class="_ _13"> </span>Praktyk <span class="_ _13"> </span>Spółek <span class="_ _14"></span>Notowanych <span class="_ _13"> </span>na <span class="_ _13"> </span>GPW <span class="_ _13"> </span>2021” <span class="_ _14"> </span>(<span class="_ _1"></span>„Spółka <span class="_ _13"> </span>prowadzi <span class="_ _13"> </span>sprawną <span class="_ _13"> </span>komunikację </div><div class="t m0 xb h14 y9a ff1 fsa fc0 sc0 ls0 ws0">z uczestnikami rynku <span class="_ _4"></span>kap<span class="_ _1"></span>it<span class="ff6">ałowego,<span class="_ _1"></span> <span class="_ _0"></span>rzetelnie informując <span class="_ _0"></span>o<span class="ff1"> </span>sprawac<span class="_ _1"></span>h <span class="_ _0"></span>jej <span class="_ _0"></span>dotycz<span class="_ _1"></span>ących. <span class="_ _0"></span>W tym <span class="_ _4"></span>celu spółka </span></div><div class="t m0 xb h1f y16e ff6 fsa fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>tuje różnorodne narzędzia i formy porozu<span class="_ _1"></span>miewania się, w tym przede ws<span class="_ _1"></span>zystkim korporac<span class="_ _1"></span>yjną </div><div class="t m0 xb h14 y16f ff6 fsa fc0 sc0 ls0 ws0">stronę internetową, n<span class="_ _1"></span>a której zamieszc<span class="_ _1"></span>za wszelkie info<span class="_ _1"></span>rmacje istotne dla inw<span class="_ _1"></span>estorów.”).<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y170 ff6 fsa fc0 sc0 ls0 ws0">Uchwały <span class="_ _0"></span>Zarządu <span class="_ _0"></span><span class="ff1">co <span class="_ _0"></span>do zasady <span class="_ _0"></span><span class="ff6">zapadają <span class="_ _0"></span>bezwzględną większością <span class="_ _0"></span>głosów<span class="_ _1"></span><span class="ff1"> <span class="_ _0"></span>(za <span class="_ _0"></span><span class="ff6">wyjątkiem ustanowienia </span></span></span></span></div><div class="t m0 xb h14 y171 ff6 fsa fc0 sc0 ls0 ws0">prokurenta, gdzie <span class="_ _4"></span>wy<span class="_ _1"></span>magan<span class="_ _1"></span>a <span class="_ _0"></span>jest zgoda <span class="_ _0"></span>wszystkich członków <span class="_ _0"></span>Zarządu<span class="_ _1"></span><span class="ff1">)</span>. W <span class="_ _0"></span>przypadku równości <span class="_ _0"></span>głosów, </div><div class="t m0 xb h14 y172 ff6 fsa fc0 sc0 ls0 ws0">decyduje <span class="_ _10"> </span>głos <span class="_ _10"> </span><span class="ff1">Prezesa <span class="_"> </span></span>Zarządu <span class="_ _10"> </span>Spółki, <span class="_ _10"> </span>a <span class="_ _10"> </span>gdy <span class="_ _10"> </span>nie <span class="_ _10"> </span>z<span class="_ _1"></span>ostał <span class="_ _11"> </span>p<span class="_ _1"></span>owołany <span class="_ _10"> </span>Prezes <span class="_ _10"> </span>Za<span class="_ _1"></span>rządu,<span class="_ _1"></span><span class="ff1"> <span class="_ _10"> </span></span>g<span class="_ _1"></span>łos <span class="_ _11"> </span>c<span class="_ _1"></span>złonka </div><div class="t m0 xb h14 y495 ff6 fsa fc0 sc0 ls0 ws0">Zarządu uprawnion<span class="_ _1"></span>ego do kierowania prac<span class="_ _1"></span>ami Zarządu.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y42e ff6 fsa fc0 sc0 ls0 ws0">Zarząd <span class="_"> </span>ma <span class="_"> </span>obowiązek <span class="_"> </span>pr<span class="_ _1"></span>owadzić <span class="_"> </span>spr<span class="_ _1"></span>awy <span class="_"> </span>Spółki <span class="_"> </span>z <span class="_"> </span>najwy<span class="_ _1"></span>ższą <span class="_"> </span>starannością <span class="_"> </span>w<span class="_ _b"></span>ymaganą <span class="_"> </span>w<span class="_ _1"></span><span class="ff1"> <span class="_"> </span>obrocie </span></div><div class="t m0 xb h1f y496 ff6 fsa fc0 sc0 ls0 ws0">gospodarczym, <span class="_ _14"></span>zgodnie <span class="_ _14"></span>z <span class="_ _12"></span>obow<span class="_ _1"></span>iązującymi <span class="_ _14"></span>przepisami <span class="_ _14"></span>prawa, <span class="_ _14"></span>z <span class="_ _12"></span>p<span class="_ _1"></span>owszechnie <span class="_ _12"></span>pr<span class="_ _1"></span>zyj<span class="_ _1"></span>ętymi <span class="_ _12"></span>zwycz<span class="_ _1"></span>ajami, </div><div class="t m0 xb h14 y497 ff6 fsa fc0 sc0 ls0 ws0">przestrzegając postan<span class="_ _1"></span>owień Statut<span class="_ _1"></span>u i uchwał Walnego<span class="_ _1"></span> Zgromadzenia oraz R<span class="_ _1"></span>ady Nadzorc<span class="_ _1"></span>zej. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h1f y430 ff6 fsa fc0 sc0 ls0 ws0">Do <span class="_"> </span>zakresu <span class="_"> </span>działalności <span class="_"> </span>Zarządu <span class="_"> </span>należą <span class="_"> </span>wszystkie <span class="_"> </span>sprawy <span class="_"> </span>Spółki <span class="_"> </span>niezastrzeżone <span class="_"> </span>do <span class="_"> </span>kompetencji<span class="_ _1"></span> </div><div class="t m0 xb h14 y498 ff1 fsa fc0 sc0 ls0 ws0">Walnego Zgromadz<span class="_ _1"></span>enia lub Rady Nadz<span class="_ _1"></span>or<span class="ff6">cz<span class="_ _1"></span>ej. Zarząd jest zobow<span class="_ _1"></span>iązany w<span class="_ _1"></span></span> <span class="ff6">szczególnośc<span class="_ _1"></span>i do: </span> </div><div class="t m0 x1c h14 y397 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">wyznaczania i realizacji str<span class="_ _1"></span>ategii i planów <span class="_ _1"></span>działalności Spółki, <span class="_ _b"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y499 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">wyznaczania <span class="_ _0"></span>i <span class="_ _0"></span>realizacji <span class="_ _0"></span>polityki <span class="_ _0"></span>rozwojowej, pe<span class="_ _0"></span>rsonalne<span class="_ _1"></span>j, <span class="_ _0"></span>handlowej, <span class="_ _0"></span>finansowej, op<span class="_ _1"></span>eracyjnej <span class="_ _0"></span>oraz </span></span></div><div class="t m0 xf h14 y49a ff6 fsa fc0 sc0 ls0 ws0">zarządzania<span class="ff1"> </span>jak<span class="_ _1"></span>ością<span class="ff1 ls6">, <span class="ls0"> </span></span></div><div class="t m0 x1c h14 y49b ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">terminowego dokonyw<span class="_ _1"></span>ania obowiązując<span class="_ _1"></span>ych Spółkę zgł<span class="_ _1"></span>oszeń do Sądu Rej<span class="_ _1"></span>estrowego, <span class="_ _b"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y49c ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">sporządzania spraw<span class="_ _1"></span>ozdań finansowy<span class="_ _1"></span>ch Spółki<span class="_ _1"></span><span class="ff1"> i Grupy<span class="_ _1"></span><span class="lse">, </span> </span></span></span></div><div class="t m0 x1c h14 y49d ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zwoływania Walnych Zgro<span class="_ _1"></span>madzeń, <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y35a ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">uczestniczenia w posie<span class="_ _1"></span>dzeniach Rady N<span class="_ _1"></span>adzorczej, na <span class="_ _1"></span>które został zaprosz<span class="_ _1"></span>ony, <span class="_ _b"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y49e ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">udzielania <span class="_ _1a"> </span>Walnemu <span class="_ _1b"> </span>Z<span class="_ _1"></span>gromadzeniu<span class="_ _1"></span>, <span class="_ _1a"> </span>Radzie <span class="_ _1b"> </span>Na<span class="_ _1"></span>dzorc<span class="_ _1"></span>zej <span class="_ _1a"> </span>oraz <span class="_ _1b"> </span>wy<span class="_ _1"></span>branej <span class="_ _1b"> </span>firmie<span class="_ _1"></span> <span class="_ _1b"> </span>audytors<span class="_ _1"></span>kiej </span></span></div><div class="t m0 xf h1f y49f ff6 fsa fc0 sc0 ls0 ws0">wyczerpujący<span class="_ _1"></span>ch <span class="_ _b"></span>wyjaśnień <span class="_ _b"></span>i <span class="_ _b"></span>informacji <span class="_ _1"></span>wr<span class="_ _1"></span>az <span class="_ _b"></span>z <span class="_ _1"></span>prz<span class="_ _1"></span>edstawianiem <span class="_ _b"></span>wymaganyc<span class="_ _1"></span>h <span class="_ _b"></span>dokumentów <span class="_ _b"></span>oraz </div><div class="t m0 xf h14 y4a0 ff6 fsa fc0 sc0 ls0 ws0">innych materiałów, <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y451 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">działania <span class="_ _0"></span>ze <span class="_ _0"></span>szczególną<span class="_ _1"></span><span class="ff1"> <span class="_ _0"></span><span class="ff6">starannością przy <span class="_ _0"></span>dokonywaniu tran<span class="_ _0"></span>sakcj<span class="_ _1"></span>i <span class="_ _0"></span>z <span class="_ _0"></span>akcjonariuszami <span class="_ _0"></span>oraz <span class="_ _0"></span>innymi </span></span></span></span></div><div class="t m0 xf h14 y4a1 ff6 fsa fc0 sc0 ls0 ws0">osobami, <span class="_ _12"></span>któryc<span class="_ _1"></span>h <span class="_ _12"></span>interesy <span class="_ _14"></span>wpływają <span class="_ _12"></span>na <span class="_ _14"></span>interes <span class="_ _12"></span>Spółki<span class="_ _1"></span> <span class="_ _12"></span>oraz <span class="_ _12"></span>zapew<span class="_ _1"></span>niania <span class="_ _13"> </span><span class="ff1 ls5">aby<span class="ls0"> <span class="_ _12"></span></span></span>trans<span class="_ _1"></span>akcje <span class="_ _12"></span>te <span class="_ _12"></span>były </div><div class="t m0 xf h14 y4a2 ff1 fsa fc0 sc0 ls0 ws0">dokonywane na warunk<span class="_ _1"></span>ach rynkowy<span class="_ _1"></span>ch,  </div><div class="t m0 x1c h14 y33e ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">reprezentowania <span class="_ _13"> </span>Spó<span class="_ _1"></span>łki <span class="_ _13"> </span>w <span class="_ _13"> </span>kontaktach <span class="_ _13"> </span>z <span class="_ _13"> </span>akcjonari<span class="_ _1"></span>uszami <span class="_ _13"> </span>w<span class="_ _b"></span><span class="ff1"> <span class="_ _14"></span></span>ramach <span class="_ _13"> </span>w<span class="_ _1"></span>ewnętrznych <span class="_ _13"> </span>umoc<span class="_ _1"></span>owań </span></span></div><div class="t m0 xf h14 y33f ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">zapewniania <span class="_ _12"></span>ochrony<span class="_ _1"></span> <span class="_ _b"></span>s<span class="_ _1"></span>łusznych <span class="_ _12"></span>interesów <span class="_ _12"></span>ws<span class="_ _b"></span></span>zystkich <span class="_ _12"></span>akcjonariuszy <span class="_ _14"></span><span class="ls10">w <span class="_ _12"></span></span><span class="ff6">gran<span class="_ _1"></span>icach <span class="_ _12"></span>określonych </span></div><div class="t m0 xf h14 y191 ff1 fsa fc0 sc0 ls0 ws0">przez prawo i dobre o<span class="_ _1"></span>byczaje,<span class="_ _1"></span> </div><div class="t m0 x1c h14 y4a3 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">prowadzenia <span class="_ _15"> </span>właściwej <span class="_ _15"> </span>polityk<span class="_ _1"></span>i <span class="_ _e"> </span>informac<span class="_ _1"></span>yjnej <span class="_ _e"> </span>Spó<span class="_ _1"></span>łki <span class="_ _e"> </span>w <span class="_ _15"> </span>sposób <span class="_ _15"> </span>zgodny <span class="_ _f"> </span><span class="ff1">z <span class="_ _15"> </span></span>wewnętrz<span class="_ _1"></span>nymi<span class="ff1"> </span></span></span></div><div class="t m0 xf h14 y4a4 ff6 fsa fc0 sc0 ls0 ws0">regulacjami i utrzymywa<span class="_ _1"></span>nia kontaktów z med<span class="_ _1"></span>iami, <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y4a5 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0"> <span class="ff6">przestrzegania <span class="_ _27"> </span>ogólnie <span class="_ _27"> </span>obowiązujących <span class="_ _27"> </span>przepisów <span class="_ _27"> </span>prawa <span class="_ _27"> </span>i <span class="_ _28"> </span>powstrzymy<span class="_ _1"></span>wania <span class="_ _28"> </span>si<span class="_ _1"></span>ę </span></span></span></div><div class="t m0 xf h14 y4a6 ff1 fsa fc0 sc0 ls5 ws0">od<span class="ls0"> <span class="ff6">podejmowania <span class="_ _1"></span>działań, które s<span class="_ _1"></span>tanowiłyby naruszen<span class="_ _1"></span>ie lub naduży<span class="_ _b"></span></span>cie prawa. </span></div><div class="t m0 xb h14 y4a7 ff6 fsa fc0 sc0 ls0 ws0">Zarząd Spółki nie pos<span class="_ _1"></span>iada uprawnień w zak<span class="_ _1"></span>resie emisji akc<span class="_ _1"></span>ji.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h15 y4a8 ff2 fs6 fc0 sc0 ls0 ws0">6.5.1.3. <span class="_ _d"> </span>Wynagrodzenie <span class="ff3">Zarządu WIKAN<span class="_ _0"></span>A S.A.<span class="ff2"> </span></span></div><div class="t m0 xb h1f y4a9 ff6 fsa fc0 sc0 ls0 ws0">Grupa Kapitałowa,<span class="_ _1"></span> oprócz <span class="_ _1"></span>wynagrodzenia z<span class="_ _1"></span>asadniczego <span class="_ _1"></span>oraz płatności<span class="_ _1"></span> na rzecz <span class="_ _1"></span>Zakładu Ubez<span class="_ _1"></span>pieczeń </div><div class="t m0 xb h14 y22 ff6 fsa fc0 sc0 ls0 ws0">Społecznych<span class="ff1">, <span class="_ _b"></span></span>wypłac<span class="_ _1"></span>a <span class="_ _b"></span>kadrze <span class="_ _b"></span>kierowniczej <span class="_ _b"></span>wynagro<span class="_ _1"></span>dzenia <span class="_ _b"></span>na <span class="_ _b"></span>podstawie <span class="_ _b"></span>umowy<span class="_ _1"></span> <span class="_ _12"></span><span class="ff1">o <span class="_ _b"></span></span>świadczenie <span class="_ _b"></span>usłu<span class="_ _1"></span>g </div><div class="t m0 xb h14 y4aa ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">wynagrodzenie z tyt<span class="_ _1"></span>ułu pełnien<span class="_ _1"></span>ia funkcji członka zarz<span class="_ _1"></span>ądu.<span class="_ _1"></span></span> </div></div></div><div class="pi"></div></div>
<div id="pf24" class="pf w0 h0"><div class="pc pc24 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">36<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h15 y118 ff2 fs6 fc0 sc0 ls0 ws0">Wynagrodzenie kadry kierowniczej </div></div><div class="c xb y4ab w4c h31"><div class="t m0 x3b h14 y4ac fff fsa fc0 sc0 ls0 ws0">w tysiącach złotych<span class="_ _1"></span><span class="ff1 fc6"> </span></div></div><div class="c x96 y4ad w4d h25"><div class="t m0 x3b h14 y1 ff1 fsa fc6 sc0 ls0 ws0"> </div></div><div class="c x39 y4ad w4e h25"><div class="t m0 x3b h14 y1 ff1 fsa fc6 sc0 ls0 ws0"> </div></div><div class="c x2c y4ad w4f h25"><div class="t m0 x3b h14 y1 ff1 fsa fc6 sc0 ls0 ws0"> </div></div><div class="c x97 y4ad w50 h25"><div class="t m0 x65 h13 y1cb ff2 fsa fc0 sc0 ls0 ws0">01.01.2024 </div></div><div class="c x98 y4ad w51 h25"><div class="t m0 x65 h13 y1cb ff2 fsa fc0 sc0 ls5 ws0">01<span class="ls0">.01.2023<span class="_ _1"></span> </span></div></div><div class="c x96 y4ab w4d h25"><div class="t m0 x3b h13 y4ae ff2 fsa fc0 sc0 ls0 ws0"><span class="fc3 sc0"> </span></div></div><div class="c x39 y4ab w4e h25"><div class="t m0 x3b h13 y4ae ff2 fsa fc0 sc0 ls0 ws0"><span class="fc3 sc0"> </span></div></div><div class="c x2c y4ab w4f h25"><div class="t m0 x3b h54 y4ae ff13 fsa fc0 sc0 ls0 ws0"><span class="fc3 sc0"> </span></div></div><div class="c x97 y4ab w50 h25"><div class="t m0 x65 h13 y1cb ff2 fsa fc0 sc0 ls5 ws0">31<span class="ls0">.12.2024 </span></div></div><div class="c x98 y4ab w51 h25"><div class="t m0 x65 h13 y1cb ff2 fsa fc0 sc0 ls5 ws0">31<span class="ls0">.12.2023<span class="_ _1"></span> </span></div></div><div class="c xb y4af w52 h25"><div class="t m0 x3b h14 y1cb ff6 fsa fc0 sc0 ls0 ws0">Piotr Kwaśniewski <span class="_ _1"></span><span class="ff1"> </span></div></div><div class="c x97 y4af w50 h25"><div class="t m0 x41 h14 y1cb ff1 fsa fc0 sc0 ls5 ws0">180<span class="ls0"> </span></div></div><div class="c x98 y4af w51 h25"><div class="t m0 x41 h14 y1cb ff1 fsa fc0 sc0 ls5 ws0">180<span class="ls0"> </span></div></div><div class="c xb y4b0 w52 h25"><div class="t m0 x3b h13 y1cb ff6 fsa fc0 sc0 ls0 ws0">Paweł Chołota<span class="ff2"> </span></div></div><div class="c x97 y4b0 w50 h25"><div class="t m0 x1 h14 y1cb ff1 fsa fc0 sc0 ls5 ws0">85<span class="ls0"> </span></div></div><div class="c x98 y4b0 w51 h25"><div class="t m0 x1 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">84 </div></div><div class="c xb y4b1 w53 h25"><div class="t m0 x3b h13 y1cb ff2 fsa fc0 sc0 ls0 ws0">Wynagrodzenie kadry<span class="_ _1"></span> kierowniczej<span class="_ _1"></span> </div></div><div class="c x39 y4b1 w4e h25"><div class="t m0 x3b h14 y1cb ff1 fsa fc6 sc0 ls0 ws0">  </div></div><div class="c x2c y4b1 w4f h25"><div class="t m0 x3b h13 y1cb ff2 fsa fc0 sc0 ls0 ws0">  </div></div><div class="c x97 y4b1 w50 h25"><div class="t m0 x41 h13 y1cb ff2 fsa fc0 sc0 ls5 ws0">265<span class="ls0"> </span></div></div><div class="c x98 y4b1 w51 h25"><div class="t m0 x41 h13 y1cb ff2 fsa fc0 sc0 ls5 ws0">26<span class="ls0">4 </span></div></div><div class="c x99 y4b1 w54 h25"><div class="t m0 x5b h13 y1cb ff2 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb h1f y4b2 ff6 fsa fc0 sc0 ls0 ws0">Oprócz <span class="_ _1e"> </span>wynagro<span class="_ _1"></span>dzenia, <span class="_ _17"> </span>o <span class="_ _1e"> </span>których <span class="_ _17"> </span>mowa <span class="_ _1e"> </span>powyż<span class="_ _1"></span>ej, <span class="_ _1e"> </span>Grupa <span class="_ _1e"> </span>wy<span class="_ _1"></span>płaciła <span class="_ _1e"> </span>os<span class="_ _1"></span>obom <span class="_ _1e"> </span>zarz<span class="_ _1"></span>ądzającym </div><div class="t m0 xb h14 y4b3 ff6 fsa fc0 sc0 ls0 ws0">wynagrodzenie na po<span class="_ _1"></span>dstawie świadcz<span class="_ _1"></span>onych przez nich<span class="_ _1"></span> usług.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h48 y4b4 ff3 fs6 fc0 sc0 ls0 ws0">Wynagrodzenie <span class="_ _d"> </span>kad<span class="_ _0"></span>ry <span class="_ _d"> </span>kierowniczej <span class="_ _17"> </span>z <span class="_ _d"> </span>tytułu <span class="_ _17"> </span>świadczenia <span class="_ _17"> </span>usług <span class="_ _d"> </span>na <span class="_ _17"> </span>rze<span class="_ _1"></span>cz </div><div class="t m0 xb h15 y4b5 ff3 fs6 fc0 sc0 ls0 ws0">jednostek zależnych<span class="ff2"> </span></div></div><div class="c xb y4b6 w55 h55"><div class="t m0 x3b h14 y1 ff1 fsa fc6 sc0 ls0 ws0"> </div></div><div class="c x32 y4b6 w56 h55"><div class="t m0 x3b h14 y1 ff1 fsa fc6 sc0 ls0 ws0"> </div></div><div class="c x30 y4b6 w57 h55"><div class="t m0 x3b h14 y1 ff1 fsa fc6 sc0 ls0 ws0"> </div></div><div class="c x73 y4b6 w58 h55"><div class="t m0 x3b h14 y1 ff1 fsa fc6 sc0 ls0 ws0"> </div></div><div class="c x9 y4b6 w59 h55"><div class="t m0 x54 h13 y1ea ff2 fsa fc0 sc0 ls5 ws0">01<span class="ls0">.01.2024 </span></div></div><div class="c x8c y4b6 w5a h55"><div class="t m0 x54 h13 y1ea ff2 fsa fc0 sc0 ls5 ws0">01<span class="ls0">.01.2023<span class="_ _1"></span> </span></div></div><div class="c xb y4b7 w5b h56"><div class="t m0 x3b h54 y241 fff fsa fc0 sc0 ls0 ws0">w tysiącach złotych<span class="_ _1"></span><span class="ff13"> </span></div></div><div class="c x9 y4b7 w59 h56"><div class="t m0 x54 h13 y461 ff2 fsa fc0 sc0 ls5 ws0">31<span class="ls0">.12.2024 </span></div></div><div class="c x8c y4b7 w5a h56"><div class="t m0 x54 h13 y461 ff2 fsa fc0 sc0 ls5 ws0">31<span class="ls0">.12.2023<span class="_ _1"></span> </span></div></div><div class="c xb y20c w5b h57"><div class="t m0 x3b h58 y1b6 fff fsa fc0 sc0 ls0 ws0">Podmioty powiązane z <span class="_ _1"></span>Piotrem Kwaś<span class="_ _1"></span>niewskim<span class="_ _1"></span><span class="ff10"> </span></div></div><div class="c x9 y20c w59 h57"><div class="t m0 x50 h14 y1b6 ff1 fsa fc0 sc0 ls5 ws0">144<span class="ls0"> </span></div></div><div class="c x8c y20c w5a h57"><div class="t m0 x9a h14 y1b6 ff1 fsa fc0 sc0 ls5 ws0">84<span class="ls0"> </span></div></div><div class="c xb y4b8 w5b h57"><div class="t m0 x3b h54 y1b6 fff fsa fc0 sc0 ls0 ws0">Podmiot powiązany z P<span class="_ _1"></span>awłem Chołotą<span class="_ _1"></span><span class="ff13"> </span></div></div><div class="c x9 y4b8 w59 h57"><div class="t m0 x50 h14 y1b6 ff1 fsa fc0 sc0 ls5 ws0">107<span class="ls0"> </span></div></div><div class="c x8c y4b8 w5a h57"><div class="t m0 x9a h14 y1b6 ff1 fsa fc0 sc0 ls5 ws0">44<span class="ls0"> </span></div></div><div class="c xb y29d w5b h59"><div class="t m0 x3b h13 y1b6 ff2 fsa fc0 sc0 ls0 ws0">Wynagrodzenie kadry<span class="_ _1"></span> kierowniczej<span class="_ _1"></span> </div></div><div class="c x9 y29d w59 h59"><div class="t m0 x50 h13 y1b6 ff2 fsa fc0 sc0 ls5 ws0">251<span class="ls0"> </span></div></div><div class="c x8c y29d w5a h59"><div class="t m0 x50 h13 y1b6 ff2 fsa fc0 sc0 ls5 ws0">128<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb h15 y2c4 ff2 fs6 fc0 sc0 ls0 ws0">Wynagrodzenie <span class="_ _19"> </span><span class="ff3">kadry <span class="_ _19"> </span>kierowniczej <span class="_ _19"> </span>z <span class="_ _19"> </span>tytułu <span class="_ _1d"> </span>pe<span class="_ _1"></span>łnienia <span class="_ _1d"> </span>funkcji <span class="_ _19"> </span>we <span class="_ _19"> </span>władzach </span></div><div class="t m0 xb h15 y4b9 ff3 fs6 fc0 sc0 ls0 ws0">jednostek zależnych<span class="ff2"> </span></div></div><div class="c xb y4ba w55 h5a"><div class="t m0 x3b h14 y1 ff1 fsa fc6 sc0 ls0 ws0"> </div></div><div class="c x32 y4ba w56 h5a"><div class="t m0 x3b h14 y1 ff1 fsa fc6 sc0 ls0 ws0"> </div></div><div class="c x30 y4ba w57 h5a"><div class="t m0 x3b h14 y1 ff1 fsa fc6 sc0 ls0 ws0"> </div></div><div class="c x73 y4ba w58 h5a"><div class="t m0 x3b h14 y1 ff1 fsa fc6 sc0 ls0 ws0"> </div></div><div class="c x9 y4ba w59 h5a"><div class="t m0 x54 h13 y4bb ff2 fsa fc0 sc0 ls5 ws0">01<span class="ls0">.01.2024 </span></div></div><div class="c x8c y4ba w5a h5a"><div class="t m0 x54 h13 y4bb ff2 fsa fc0 sc0 ls5 ws0">01<span class="ls0">.01.2023<span class="_ _1"></span> </span></div></div><div class="c xb y4bc w55 h55"><div class="t m0 x3b h58 y1cb fff fsa fc0 sc0 ls0 ws0">w tysiącach złotych<span class="_ _1"></span><span class="ff10"> </span></div></div><div class="c x32 y4bc w56 h55"><div class="t m0 x3b h13 y4bd ff2 fsa fc0 sc0 ls0 ws0"><span class="fc3 sc0"> </span></div></div><div class="c x30 y4bc w57 h55"><div class="t m0 x3b h13 y4bd ff2 fsa fc0 sc0 ls0 ws0"><span class="fc3 sc0"> </span></div></div><div class="c x73 y4bc w58 h55"><div class="t m0 x3b h54 y4bd ff13 fsa fc0 sc0 ls0 ws0"><span class="fc3 sc0"> </span></div></div><div class="c x9 y4bc w59 h55"><div class="t m0 x54 h13 y1cb ff2 fsa fc0 sc0 ls5 ws0">31<span class="ls0">.12.2024 </span></div></div><div class="c x8c y4bc w5a h55"><div class="t m0 x54 h13 y1cb ff2 fsa fc0 sc0 ls5 ws0">31<span class="ls0">.12.2023<span class="_ _1"></span> </span></div></div><div class="c xb y434 w5b h5a"><div class="t m0 x3b h58 y1cb fff fsa fc0 sc0 ls0 ws0">Piotr Kwaśniewski<span class="_ _1"></span><span class="ff10"> </span></div></div><div class="c x9 y434 w59 h5a"><div class="t m0 x9b h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">- </div></div><div class="c x8c y434 w5a h5a"><div class="t m0 x1 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">- </div></div><div class="c xb y4be w5b h55"><div class="t m0 x3b h54 y478 fff fsa fc0 sc0 ls0 ws0">Paweł Chołota<span class="ff13"> </span></div></div><div class="c x9 y4be w59 h55"><div class="t m0 x9a h14 y478 ff1 fsa fc0 sc0 ls5 ws0">80<span class="ls0"> </span></div></div><div class="c x8c y4be w5a h55"><div class="t m0 x50 h14 y478 ff1 fsa fc0 sc0 ls0 ws0">1<span class="ls5">33</span> </div></div><div class="c xb y4bf w5b h5b"><div class="t m0 x3b h13 y4c0 ff2 fsa fc0 sc0 ls0 ws0">Wynagrodzenie kadry<span class="_ _1"></span> kierowniczej<span class="_ _1"></span> </div></div><div class="c x9 y4bf w59 h5b"><div class="t m0 x9a h13 y4c0 ff2 fsa fc0 sc0 ls5 ws0">80<span class="ls0"> </span></div></div><div class="c x8c y4bf w5a h5b"><div class="t m0 x50 h13 y4c0 ff2 fsa fc0 sc0 ls0 ws0">1<span class="ls5">33</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb h14 y4c1 ff1 fsa fc0 sc0 ls0 ws0">Umowy <span class="ff6">zawarte <span class="_ _0"></span>z osobami <span class="_ _0"></span>zarządzaj<span class="_ _1"></span>ącymi <span class="_ _0"></span>nie przewidują rekompensat <span class="_ _0"></span>w <span class="_ _0"></span>przypadk<span class="_ _1"></span>u i<span class="_ _0"></span>ch rezygnacji <span class="_ _0"></span>lub </span></div><div class="t m0 xb h1f y4c2 ff6 fsa fc0 sc0 ls0 ws0">zwolnienia <span class="_ _13"> </span>z <span class="_ _13"> </span>zajmowanego <span class="_ _13"> </span>stanowiska <span class="_ _13"> </span>bez <span class="_ _13"> </span>ważnej <span class="_ _13"> </span>pr<span class="_ _1"></span>zyczyny <span class="_ _13"> </span>lub <span class="_ _13"> </span>gdy <span class="_ _14"> </span>ich <span class="_ _13"> </span>odwo<span class="_ _1"></span>łanie <span class="_ _13"> </span>lub <span class="_ _13"> </span>zwolnienie </div><div class="t m0 xb h14 y4c3 ff6 fsa fc0 sc0 ls0 ws0">następuje z powodu<span class="_ _1"></span> połączenia emitenta<span class="_ _1"></span> przez przejęcie.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h15 y4c4 ff2 fs6 fc0 sc0 ls0 ws0">Program motywacyjny w WIKANA S.A. na lata 2021 - 2022 </div><div class="t m0 xb h1f y4c5 ff6 fsa fc0 sc0 ls0 ws0">W <span class="_ _11"> </span>d<span class="_ _1"></span>niu <span class="_ _10"> </span>10 <span class="_ _10"> </span>lut<span class="_ _1"></span>ego <span class="_ _10"> </span>2022 <span class="_ _10"> </span>r<span class="_ _1"></span>oku <span class="_ _10"> </span>Nadzwyc<span class="_ _1"></span>zajne <span class="_ _10"> </span>Walne <span class="_ _10"> </span>Zgrom<span class="_ _1"></span>adzenie <span class="_ _10"> </span>WIK<span class="_ _1"></span>ANA <span class="_ _10"> </span>S.A. <span class="_ _10"> </span>p<span class="_ _1"></span>odjęło <span class="_ _10"> </span>uchwa<span class="_ _1"></span>łę </div><div class="t m0 xb h14 y4c6 ff1 fsa fc0 sc0 ls5 ws0">nr<span class="ls0"> <span class="ff6">8/II/2022 <span class="_ _f"> </span>w <span class="_ _f"> </span>s<span class="_ _1"></span>prawie <span class="_ _f"> </span>us<span class="_ _1"></span>tanowienia <span class="_ _f"> </span>w <span class="_ _f"> </span>Sp<span class="_ _1"></span>ółce <span class="_ _f"> </span>Programu <span class="_ _f"> </span>M<span class="_ _1"></span>otywacyjnego <span class="_ _1e"> </span>(dalej: <span class="_ _f"> </span>„Program”), </span></span></div><div class="t m0 xb h14 y4c7 ff6 fsa fc0 sc0 ls0 ws0">zmienionego <span class="_ _11"> </span>uchwałą <span class="_ _11"> </span>nr <span class="_ _11"> </span>5/IV/2022 <span class="_ _10"> </span><span class="ff1">Nadzwy<span class="_ _1"></span>czajnego <span class="_ _11"> </span>Walnego <span class="_ _11"> </span>Zgromadzen<span class="_ _1"></span>ia <span class="_ _11"> </span>WIKANA <span class="_ _11"> </span>S.A. <span class="_ _11"> </span>z <span class="_ _11"> </span>dnia </span></div><div class="t m0 xb h14 y4c8 ff1 fsa fc0 sc0 ls5 ws0">26<span class="ls0"> kwietnia 2022<span class="_ _1"></span> r., realizowanego za <span class="_ _1"></span>lata obrotowe 2<span class="_ _1"></span>021 i 2<span class="_ _1"></span></span>022.<span class="ls0"> </span></div><div class="t m0 xb h13 y4c9 ff3 fsa fc0 sc0 ls0 ws0">Główne założenia P<span class="_ _1"></span>rogramu: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x1c h14 y4ca ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">Program dedykowany <span class="_ _1"></span>dla osób <span class="_ _1"></span>wchodzących w sk<span class="_ _1"></span>ład Zarządu Spó<span class="_ _1"></span>łki („Osoby Upr<span class="_ _1"></span>awnione”), <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y4cb ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">realizacja <span class="_ _14"></span>Program<span class="_ _1"></span>u <span class="_ _14"></span>poprzez <span class="_ _14"> </span>przy<span class="_ _1"></span>znanie <span class="_ _14"></span>Osobom <span class="_ _14"> </span>Up<span class="_ _1"></span>rawnionym <span class="_ _14"></span>uczestnicząc<span class="_ _1"></span>ym <span class="_ _14"></span>w <span class="_ _14"></span>Programie<span class="_ _1"></span> </span></span></div><div class="t m0 xf h1f y4cc ff6 fsa fc0 sc0 ls0 ws0">nieodpłatnie <span class="_ _1b"> </span>akcj<span class="_ _1"></span>i <span class="_ _1b"> </span>własnych <span class="_ _1b"> </span>Spółki <span class="_ _1b"> </span>w <span class="_ _1b"> </span>zw<span class="_ _1"></span>iązku <span class="_ _1b"> </span>z <span class="_ _1b"> </span>wy<span class="_ _1"></span>płatą <span class="_ _1c"> </span>c<span class="_ _1"></span>zęści <span class="_ _1b"> </span>wyna<span class="_ _1"></span>grodzenia <span class="_ _1b"> </span>w <span class="_ _1b"> </span>formi<span class="_ _1"></span>e </div><div class="t m0 xf h14 y4cd ff6 fsa fc0 sc0 ls0 ws0">instrumentów finansowy<span class="_ _1"></span>ch, <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y4ce ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">spełnienie <span class="_ _b"></span>celów <span class="_ _b"></span>zarz<span class="_ _1"></span>ądczych <span class="_ _b"></span>oraz <span class="_ _b"></span>prz<span class="_ _1"></span>esłanek <span class="_ _b"></span>ok<span class="_ _1"></span>reślonych <span class="_ _b"></span>w <span class="_ _b"></span>„P<span class="_ _1"></span>olityce <span class="_ _b"></span>wynagrod<span class="_ _1"></span>zeń <span class="_ _b"></span>członków </span></span></div><div class="t m0 xf h1f y4cf ff6 fsa fc0 sc0 ls0 ws0">Zarządu i<span class="_ _0"></span> członków <span class="_ _0"></span>Rady Nadzorczej w <span class="_ _0"></span>WIKANA S.A.” <span class="_ _0"></span>warunkami realizacji P<span class="_ _0"></span>rogramu w <span class="_ _0"></span>każdym </div><div class="t m0 xf h14 y4d0 ff1 fsa fc0 sc0 ls0 ws0">roku jego trwania, <span class="_ _1"></span> </div><div class="t m0 x1c h14 y4d1 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">maksymalna liczba akcj<span class="_ _1"></span>i Spółki objętyc<span class="_ _1"></span>h Programem: 5<span class="_ _1"></span>00.000 sztuk, <span class="_ _b"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y4d2 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">liczba <span class="_ _b"></span>akcji <span class="_ _1"></span>objętych <span class="_ _b"></span>Programem <span class="_ _b"></span>ustalana <span class="_ _b"></span>w <span class="_ _1"></span>każdym <span class="_ _b"></span>roku <span class="_ _12"></span>obowiązywan<span class="_ _1"></span>ia <span class="_ _b"></span>Programu <span class="_ _1"></span>jako <span class="_ _b"></span>wynik </span></span></div><div class="t m0 xf h1f y4d3 ff6 fsa fc0 sc0 ls0 ws0">podziału <span class="_ _a"> </span>wartości <span class="_ _a"> </span>stanowiącej <span class="_ _1f"> </span>r<span class="_ _1"></span>ównowartość <span class="_ _a"> </span>3% <span class="_ _a"> </span>zysku <span class="_ _1f"> </span>netto <span class="_ _a"> </span>ze <span class="_ _a"> </span>skonsolidowanego </div></div></div><div class="pi"></div></div>
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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">37<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xf h1f y91 ff6 fsa fc0 sc0 ls0 ws0">sprawozdawania <span class="_ _1"></span>fina<span class="_ _1"></span>nsowego <span class="_ _1"></span>Grupy <span class="_ _1"></span>Kapitałow<span class="_ _1"></span>ej <span class="_ _1"></span>WIKANA <span class="_ _1"></span>za <span class="_ _1"></span>dany <span class="_ _1"></span>rok <span class="_ _1"></span>obrotowy<span class="_ _1"></span>, <span class="_ _1"></span>wynikającego </div><div class="t m0 xf h1f yc4 ff6 fsa fc0 sc0 ls0 ws0">ze <span class="_"> </span>zbada<span class="_ _0"></span>nego <span class="_"> </span>przez <span class="_ _10"> </span>biegłego <span class="_"> </span>rewidenta <span class="_ _10"> </span>i <span class="_"> </span>zatwierdzonego <span class="_"> </span>uchwałą <span class="_"> </span>Walnego <span class="_ _10"> </span>Zgromadz<span class="_ _1"></span>enia </div><div class="t m0 xf h1f yc5 ff6 fsa fc0 sc0 ls0 ws0">WIKANA <span class="_ _10"> </span>S.A <span class="_"> </span>skonsolidowanego <span class="_ _10"> </span>s<span class="_ _1"></span>prawozdawani<span class="_ _1"></span>a <span class="_ _10"> </span>finansowego <span class="_"> </span>Grupy <span class="_ _10"> </span>Kapitałowej <span class="_"> </span>WIKANA, </div><div class="t m0 xf h14 y272 ff1 fsa fc0 sc0 ls0 ws0">prze<span class="ff6">z <span class="_ _13"> </span>wartość <span class="_ _14"> </span>j<span class="_ _1"></span>ednej <span class="_ _14"> </span>akcj<span class="_ _1"></span>i, <span class="_ _14"> </span>ustaloną <span class="_ _13"> </span>odrębnie <span class="_ _14"> </span>w <span class="_ _13"> </span>każdy<span class="_ _1"></span>m <span class="_ _14"> </span>roku <span class="_ _13"> </span>obowiązywania <span class="_ _13"> </span>Programu, <span class="_ _14"> </span>j<span class="_ _1"></span>ako </span></div><div class="t m0 xf h1f y325 ff6 fsa fc0 sc0 ls0 ws0">wartość <span class="_ _e"> </span>księgowa <span class="_ _e"> </span>na <span class="_ _e"> </span>podstawi<span class="_ _1"></span>e <span class="_ _19"> </span>s<span class="_ _1"></span>konsolidowaneg<span class="_ _1"></span>o <span class="_ _19"> </span>s<span class="_ _1"></span>prawozdawania <span class="_ _e"> </span>finans<span class="_ _1"></span>owego <span class="_ _e"> </span>Grupy </div><div class="t m0 xf h14 y326 ff6 fsa fc0 sc0 ls0 ws0">Kapitałowej za dany <span class="_ _4"></span>rok<span class="_ _1"></span>, czyli i<span class="_ _0"></span>loraz skonsolidowanych<span class="_ _1"></span> kapitałów <span class="_ _0"></span>własnyc<span class="_ _1"></span>h <span class="_ _0"></span>Grupy<span class="_ _1"></span> Kapitałowej<span class="_ _b"></span><span class="ff1"> <span class="_ _4"></span><span class="ls5">na </span></span></div><div class="t m0 xf h14 y327 ff6 fsa fc0 sc0 ls0 ws0">dzień bilansowy i liczby<span class="_ _1"></span> akcji Spółki na ten <span class="_ _1"></span>dzień bilansowy,<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y61 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">przy <span class="_ _12"></span>2-<span class="_ _1"></span><span class="ff6">osobowym <span class="_ _12"></span>s<span class="_ _1"></span>kładzie <span class="_ _14"></span>Zarządu, <span class="_ _14"></span>w <span class="_ _12"></span>każdy<span class="_ _1"></span>m <span class="_ _12"></span>roku<span class="_ _1"></span> <span class="_ _12"></span>trwani<span class="_ _1"></span>a <span class="_ _12"></span>Progra<span class="_ _1"></span>mu, <span class="_ _12"></span>73,<span class="_ _1"></span>33% <span class="_ _12"></span>akc<span class="_ _1"></span>ji <span class="_ _12"></span>objętych </span></span></span></div><div class="t m0 xf h14 y4d4 ff6 fsa fc0 sc0 ls0 ws0">Programem należne j<span class="_ _1"></span>est dla Prezesa Zarz<span class="_ _1"></span>ądu, zaś 26,67% d<span class="_ _1"></span>la Członka Zarządu.<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y4d5 ff1 fsa fc0 sc0 ls18 ws0">W <span class="ls0">2023 r., w c<span class="_ _1"></span>elu realizacji Progra<span class="_ _1"></span>mu za 202<span class="_ _1"></span>2 r.<span class="ls6">: </span> </span></div><div class="t m0 x1c h14 y4d6 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">w <span class="_ _1b"> </span>dniu <span class="_ _1a"> </span>21 <span class="_ _1b"> </span>lipca <span class="_ _1a"> </span>2023 <span class="_ _1a"> </span>roku <span class="_ _1a"> </span><span class="ff6">Zarząd <span class="_ _1a"> </span>Spółki, <span class="_ _1b"> </span>dz<span class="_ _1"></span>iałając <span class="_ _1b"> </span>na <span class="_ _1a"> </span>podstawie <span class="_ _1a"> </span>uchwały <span class="_ _1a"> </span>nr <span class="_ _1b"> </span>5/II/2022 </span></span></span></div><div class="t m0 xf h1f y4d7 ff6 fsa fc0 sc0 ls0 ws0">Nadzwyczajnego <span class="_ _1c"> </span>Walnego <span class="_ _1c"> </span>Zgromadzen<span class="_ _1"></span>ia <span class="_ _2"> </span>WIKANA<span class="_ _1"></span> <span class="_ _1c"> </span>S.A. <span class="_ _2"> </span>w <span class="_ _2"> </span>s<span class="_ _1"></span>prawie <span class="_ _1c"> </span>upoważnieni<span class="_ _1"></span>a <span class="_ _2"> </span>Zarząd<span class="_ _1"></span>u </div><div class="t m0 xf h14 y4d8 ff1 fsa fc0 sc0 ls5 ws0">do<span class="ls0"> <span class="ff6">nabycia <span class="_ _1"></span>akcj<span class="_ _1"></span>i własnyc<span class="_ _1"></span>h <span class="_ _1"></span>Spółki w<span class="_ _1"></span> <span class="_ _1"></span>trybie <span class="_ _1"></span>art. <span class="_ _1"></span>362 <span class="_ _1"></span>§ <span class="_ _1"></span>1 <span class="_ _1"></span>pk<span class="_ _1"></span>t 8 <span class="_ _b"></span>Kodeksu spó<span class="_ _1"></span>łek h<span class="_ _1"></span>andlowych, <span class="_ _1"></span>podjął<span class="_ _1"></span> </span></span></div><div class="t m0 xf h14 y124 ff6 fsa fc0 sc0 ls0 ws0">uchwałę <span class="_ _13"> </span>nr <span class="_ _14"> </span>1/V<span class="_ _1"></span><span class="ff1">II/2023 <span class="_ _13"> </span></span>w <span class="_ _13"> </span>sprawie <span class="_ _13"> </span>ustalenia <span class="_ _13"> </span>zasad <span class="_ _13"> </span>realizacji <span class="_ _13"> </span>skupu <span class="_ _14"> </span>ak<span class="_ _1"></span>cji <span class="_ _14"> </span>wł<span class="_ _1"></span>asnych <span class="_ _13"> </span>oraz <span class="_ _14"> </span>o<span class="_ _1"></span>głosił </div><div class="t m0 xf h14 y125 ff6 fsa fc0 sc0 ls0 ws0">ofertę <span class="_ _13"> </span>zakupu <span class="_ _13"> </span>akcji <span class="_ _13"> </span>WIKA<span class="_ _1"></span>NA <span class="_ _13"> </span>S.A. <span class="_ _13"> </span>w <span class="_ _13"> </span>dniach <span class="_ _11"> </span><span class="ff1 ls5">24<span class="ls0"> <span class="_ _13"></span></span></span>–<span class="ff1"> <span class="_ _13"></span>31 <span class="_ _13"></span>lipca <span class="_ _13"></span>2023 <span class="_ _13"> </span></span>r.<span class="_ _1"></span> <span class="_ _13"> </span>(szczegóły: <span class="_ _13"> </span>raport <span class="_ _13"> </span>bieżąc<span class="_ _1"></span>y </div><div class="t m0 xf h14 y30c ff1 fsa fc0 sc0 ls5 ws0">nr<span class="ls0"> 19/20<span class="ls11">23</span>),  </span></div><div class="t m0 x1c h14 y4d9 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">w dniu 4 <span class="_ _0"></span>sierpnia 2023 <span class="ff6">r. <span class="_ _0"></span>zos<span class="_ _1"></span>tało nabytych przez S<span class="_ _0"></span>półkę <span class="ff1">102 888 </span>akcji własnych, po ceni<span class="_ _0"></span>e 4,<span class="ff1">0</span>0 zł </span></span></span></div><div class="t m0 xf h14 y17a ff6 fsa fc0 sc0 ls0 ws0">za każdą akcję (s<span class="_ _1"></span>zczegóły: raport bieżący nr 2<span class="_ _1"></span>1/202<span class="_ _1"></span><span class="ff1">3),  </span></div><div class="t m0 x1c h14 y4da ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">w ramach I puli prz<span class="_ _1"></span>yznano 265 tys. akc<span class="_ _1"></span>ji<span class="ls6">; </span>w ramac<span class="_ _1"></span>h II puli prz<span class="_ _1"></span>yznano 102<span class="_ _1"></span> 888 akcj<span class="_ _1"></span>i. </span></span></div><div class="t m0 xb h1f yab ff6 fsa fc0 sc0 ls0 ws0">Wobec <span class="_"> </span>stwierdzenia <span class="_ _10"> </span>prz<span class="_ _1"></span>ez <span class="_"> </span>Radę <span class="_ _10"> </span>Na<span class="_ _1"></span>dzorczą <span class="_"> </span>Spółki <span class="_"> </span>realizacji <span class="_"> </span>celów <span class="_ _10"> </span>z<span class="_ _1"></span>arządcz<span class="_ _1"></span>ych <span class="_"> </span>za <span class="_ _10"> </span>rok <span class="_"> </span>obrotowy </div><div class="t m0 xb h14 y29f ff1 fsa fc0 sc0 ls5 ws0">2022<span class="ls0"> <span class="ff6">r., <span class="_ _14"> </span>po<span class="_ _1"></span> <span class="_ _12"></span>usta<span class="_ _1"></span>leniu <span class="_ _14"></span>listy <span class="_ _14"> </span>O<span class="_ _1"></span>sób <span class="_ _12"></span>Uc<span class="_ _1"></span>zestniczących <span class="_ _14"> </span>w<span class="_ _1"></span> <span class="_ _14"></span>Programie <span class="_ _14"></span>real<span class="_ _1"></span>i<span class="_ _1"></span></span>zowany<span class="_ _1"></span>m <span class="_ _14"></span>za <span class="_ _14"></span>rok <span class="_ _14"></span>obrot<span class="_ _1"></span>owy <span class="_ _14"></span>2022, </span></div><div class="t m0 xb h14 y2a0 ff1 fsa fc0 sc0 ls0 ws0">w dniu <span class="_ _11"> </span>14 <span class="_ _13"> </span>sierp<span class="_ _1"></span>nia <span class="_ _13"> </span>2<span class="_ _1"></span>023 <span class="_ _11"> </span><span class="ff6">r. <span class="_ _13"> </span>nas<span class="_ _1"></span>tąpiło <span class="_ _11"> </span>zbycie <span class="_ _11"> </span>akcji <span class="_ _13"> </span>wła<span class="_ _1"></span>snych <span class="_ _11"> </span>Spółki <span class="_ _13"> </span>na <span class="_ _11"> </span>rzecz <span class="_ _11"> </span>uczestników <span class="_ _13"> </span>Pro<span class="_ _1"></span>gramu </span></div><div class="t m0 xb h14 y2a1 ff6 fsa fc0 sc0 ls0 ws0">(szczegóły: raport b<span class="_ _1"></span>ieżący nr <span class="_ _1"></span><span class="ff1 fc5">23/2023<span class="fc0">). <span class="_ _1"></span> </span></span></div><div class="t m0 xb h14 y157 ff6 fsa fc0 sc0 ls0 ws0">Wartość <span class="_ _14"></span>godziwą <span class="_ _14"></span>Program<span class="_ _1"></span>u <span class="_ _12"></span>na <span class="_ _14"></span>Datę <span class="_ _13"> </span>Przyznania <span class="_ _12"></span>ok<span class="_ _1"></span>reślono <span class="_ _14"></span>w <span class="_ _14"></span>wysokośc<span class="_ _1"></span>i <span class="_ _12"></span>1 <span class="_ _14"></span>748 <span class="_ _14"></span>tys<span class="_ _1"></span>. <span class="_ _12"></span>z<span class="_ _1"></span>ł. <span class="_ _13"> </span><span class="ff1">W <span class="_ _12"></span>20<span class="_ _1"></span>23 <span class="_ _12"></span>rok<span class="_ _1"></span>u </span></div><div class="t m0 xb h14 y158 ff6 fsa fc0 sc0 ls0 ws0">Spółka <span class="_ _13"> </span>ujęła <span class="_ _13"> </span>z <span class="_ _13"> </span>tego <span class="_ _14"> </span>tytułu <span class="_ _13"> </span>w <span class="_ _13"> </span>kosz<span class="_ _1"></span>tach <span class="_ _13"> </span>wynagrodzeń <span class="_ _13"> </span>kwotę <span class="_ _13"> </span>488 <span class="_ _14"> </span>tys<span class="_ _1"></span>. <span class="_ _13"> </span>zł <span class="_ _14"> </span>(<span class="_ _1"></span>w <span class="_ _13"> </span>2022 <span class="_ _13"> </span>roku: <span class="_ _14"> </span>1<span class="_ _b"></span><span class="ff1"> </span>592 <span class="_ _14"> </span>tys<span class="_ _1"></span>. <span class="_ _13"> </span>zł). </div><div class="t m0 xb h1f y159 ff6 fsa fc0 sc0 ls0 ws0">Wartość <span class="_ _14"> </span>s<span class="_ _1"></span>kupionych <span class="_ _13"> </span>i <span class="_ _14"></span>wydanyc<span class="_ _1"></span>h <span class="_ _14"> </span>akc<span class="_ _1"></span>ji <span class="_ _14"> </span>na <span class="_ _13"> </span>rzecz <span class="_ _13"> </span>uczestników <span class="_ _14"></span>programu <span class="_ _13"> </span>motywacy<span class="_ _1"></span>jnego <span class="_ _14"> </span>w <span class="_ _13"> </span>2023 <span class="_ _14"></span>roku </div><div class="t m0 xb h14 y15a ff6 fsa fc0 sc0 ls0 ws0">wynosiła 412 tys. zł<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y4db ff1 fsa fc0 sc0 ls0 ws0">Przyznane akcje w ramach P<span class="_ _0"></span>rogramu Motywacy<span class="_ _1"></span>j<span class="ls5">nego</span> pochodz<span class="_ _1"></span>i<span class="ff6 lsd">ły</span> <span class="ff6">ze skupionych z <span class="_ _0"></span>rynku akcji własnych </span></div><div class="t m0 xb h14 y15b ff1 fsa fc0 sc0 lsd ws0">i <span class="ff6 ls0">nie miały po<span class="_ _1"></span>tencjału rozwa<span class="_ _1"></span>dniającego.<span class="_ _1"></span><span class="ff1"> </span></span></div><div class="t m0 xb h15 y4dc ff2 fs6 fc0 sc0 ls0 ws0">Program motywacyjny w WIKANA S.A. na lata 2023 - 2024 </div><div class="t m0 xb h1f y4dd ff6 fsa fc0 sc0 ls0 ws0">W <span class="_"> </span>dniu <span class="_ _2"> </span>29 <span class="_ _2"> </span>czerwca <span class="_ _2"> </span>2023 <span class="_ _2"> </span>roku <span class="_"> </span>Z<span class="_ _1"></span>wyczajne <span class="_ _2"> </span>Walne <span class="_ _2"> </span>Zgromadzenie <span class="_ _2"> </span>WIKANA <span class="_ _2"> </span>S.A. <span class="_"> </span>po<span class="_ _1"></span>djęło <span class="_ _2"> </span>uchwałę </div><div class="t m0 xb h14 y4de ff1 fsa fc0 sc0 ls5 ws0">nr<span class="ls0"> 29/VI/2023 <span class="_ _13"> </span>w <span class="_ _13"></span>sprawie <span class="_ _13"> </span>uchwaleni<span class="_ _1"></span>a <span class="_ _13"></span>Programu <span class="_ _13"></span>Motywacyj<span class="_ _1"></span>nego <span class="_ _13"> </span><span class="ff6">(dalej: <span class="_ _13"> </span>„Pro<span class="_ _1"></span>gram”)<span class="_ _1"></span></span>, <span class="_ _13"></span>realizowanego <span class="_ _13"> </span><span class="ls20">w </span></span></div><div class="t m0 xb h14 y4df ff6 fsa fc0 sc0 ls0 ws0">Spółce za<span class="_ _1"></span><span class="ff1"> </span>lata obrot<span class="_ _1"></span>owe 2<span class="_ _1"></span>023 <span class="_ _1"></span>i 202<span class="_ _1"></span>4. Głów<span class="_ _1"></span>ne zał<span class="_ _1"></span>ożenia tego<span class="_ _1"></span> Program<span class="_ _1"></span>u Motywac<span class="_ _1"></span>yjnego <span class="_ _1"></span>są t<span class="_ _1"></span>akie s<span class="_ _1"></span>ame </div><div class="t m0 xb h14 y4e0 ff6 fsa fc0 sc0 ls0 ws0">jak dla Programu, który by<span class="_ _1"></span>ł realizowany w<span class="_ _1"></span> latach 2021 <span class="_ _b"></span>–<span class="ff1"> 2022, tzn.: </span></div><div class="t m0 x9c h14 y4e1 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _5"> </span><span class="fc0">Program <span class="ff6">dedykowany dla<span class="_ _1"></span> osób wchodzącyc<span class="_ _1"></span>h w skład Zarz<span class="_ _1"></span>ądu Spółki („Osoby Up<span class="_ _1"></span>rawnione”), <span class="_ _b"></span></span> </span></span></div><div class="t m0 x9c h14 y4e2 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _5"> </span><span class="fc0">realizacja <span class="_ _1"></span>Programu<span class="_ _1"></span> <span class="_ _1"></span><span class="ff6">poprzez<span class="_ _1"></span> <span class="_ _1"></span>przyz<span class="_ _1"></span>nanie Os<span class="_ _1"></span>obom <span class="_ _1"></span>Uprawnionym <span class="_ _b"></span>uczestniczącym <span class="_ _1"></span>w <span class="_ _b"></span>Programie </span></span></span></div><div class="t m0 x68 h1f y4e3 ff6 fsa fc0 sc0 ls0 ws0">nieodpłatnie <span class="_ _2"> </span>akcji <span class="_ _2"> </span>własnych <span class="_ _2"> </span>Spółki <span class="_ _2"> </span>w <span class="_"> </span>związ<span class="_ _1"></span>ku <span class="_ _2"> </span>z <span class="_"> </span>wypłatą <span class="_ _2"> </span>częśc<span class="_ _1"></span>i <span class="_"> </span>wynagr<span class="_ _1"></span>odzenia <span class="_ _2"> </span>w <span class="_"> </span>for<span class="_ _1"></span>mie </div><div class="t m0 x68 h14 y4e4 ff6 fsa fc0 sc0 ls0 ws0">instrumentów finansowy<span class="_ _1"></span>ch, <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9c h14 y4e5 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _5"> </span><span class="ff6 fc0">spełnienie celów zarządczych oraz przesłanek określonych w „Polityce wynagrodz<span class="_ _1"></span>eń członków </span></span></div><div class="t m0 x68 h14 y4e6 ff6 fsa fc0 sc0 ls0 ws0">Zarządu <span class="_ _1b"> </span>i <span class="_ _1c"> </span>c<span class="_ _1"></span>złonków <span class="_ _1b"> </span>Rady<span class="_ _1"></span> <span class="_ _1c"> </span>Nadz<span class="_ _1"></span>orczej <span class="_ _1b"> </span>w <span class="_ _1b"> </span>WIKANA<span class="_ _1"></span> <span class="_ _1b"> </span>S.A.” <span class="_ _1b"> </span>warunkam<span class="_ _1"></span>i <span class="_ _1c"> </span>re<span class="_ _1"></span>alizacji <span class="_ _1a"> </span><span class="ff1">Programu </span></div><div class="t m0 x68 h14 y4e7 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">każdym roku jego trw<span class="_ _1"></span>ania, <span class="_ _1"></span></span> </div><div class="t m0 x9c h14 y4e8 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _5"> </span><span class="ff6 fc0">maksymalna liczba akcji Sp<span class="_ _1"></span>ółki objętych Program<span class="_ _1"></span>em: 500.000 sz<span class="_ _1"></span>tuk, <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x9c h14 y4e9 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _5"> </span><span class="ff6 fc0">liczba <span class="_ _0"></span>akcji objętych Programem ustalana w <span class="_ _4"></span>k<span class="_ _1"></span>ażdym roku obowiązywania Programu jako wyni<span class="_ _0"></span>k<span class="_ _1"></span> </span></span></div><div class="t m0 x68 h1f y16a ff6 fsa fc0 sc0 ls0 ws0">podziału <span class="_ _d"> </span>wartośc<span class="_ _1"></span>i <span class="_ _d"> </span>stanowiącej <span class="_ _16"> </span>równowartość <span class="_ _d"> </span>3% <span class="_ _16"> </span>zysku <span class="_ _d"> </span>netto <span class="_ _d"> </span>ze <span class="_ _d"> </span>sk<span class="_ _1"></span>onsolidowanego </div><div class="t m0 x68 h1f y16b ff6 fsa fc0 sc0 ls0 ws0">sprawozdawania <span class="_ _4"></span>f<span class="_ _1"></span>inansowego <span class="_ _4"></span>G<span class="_ _1"></span>rupy <span class="_ _4"></span>Kap<span class="_ _1"></span>itałowej <span class="_ _4"></span>WIKA<span class="_ _1"></span>NA <span class="_ _4"></span>za <span class="_ _4"></span>dany <span class="_ _0"></span>rok <span class="_ _4"></span>obrotowy, <span class="_ _0"></span>wynikaj<span class="_ _1"></span>ącego </div></div><span class="d m1" 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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">38<span class="ff5 fs6 ls0"> </span></div><div class="t m0 x68 h1f y91 ff6 fsa fc0 sc0 ls0 ws0">ze <span class="_ _13"> </span>zbadanego <span class="_ _13"> </span>przez <span class="_ _11"> </span>biegłego <span class="_ _13"> </span>rewidenta <span class="_ _13"> </span>i <span class="_ _13"> </span>zatwierdz<span class="_ _1"></span>onego <span class="_ _13"> </span>uchwałą <span class="_ _13"> </span>Wal<span class="_ _1"></span>nego <span class="_ _13"> </span>Zgromadzenia<span class="_ _1"></span> </div><div class="t m0 x68 h1f yc4 ff6 fsa fc0 sc0 ls0 ws0">WIKANA <span class="_ _14"></span>S.A <span class="_ _14"> </span>s<span class="_ _1"></span>konsolidowaneg<span class="_ _1"></span>o <span class="_ _14"></span>sprawozdawa<span class="_ _1"></span>nia <span class="_ _14"></span>finansowego <span class="_ _13"> </span>Grupy <span class="_ _14"></span>Kapitałowej<span class="_ _1"></span> <span class="_ _14"></span>WIKANA,<span class="_ _1"></span> </div><div class="t m0 x68 h1f yc5 ff6 fsa fc0 sc0 ls0 ws0">przez <span class="_ _b"></span>wartość <span class="_ _b"></span>jednej <span class="_ _b"></span>akc<span class="_ _1"></span>ji, <span class="_ _b"></span>ustaloną <span class="_ _12"></span>odrębnie <span class="_ _b"></span>w <span class="_ _b"></span>każdy<span class="_ _1"></span>m <span class="_ _b"></span>roku <span class="_ _b"></span>obowiązy<span class="_ _1"></span>wania <span class="_ _b"></span>Programu,<span class="_ _1"></span> <span class="_ _b"></span>jako </div><div class="t m0 x68 h14 y272 ff1 fsa fc0 sc0 ls10 ws0">wa<span class="ff6 ls0">rtość <span class="_ _1b"> </span>księgowa <span class="_ _1b"> </span>na <span class="_ _1b"> </span>po<span class="_ _1"></span>dstawie <span class="_ _1b"> </span>skonsolidow<span class="_ _1"></span>anego <span class="_ _1b"> </span>s<span class="_ _1"></span>prawozdawania <span class="_ _1b"> </span>finanso<span class="_ _1"></span>wego <span class="_ _1b"> </span>Grupy </span></div><div class="t m0 x68 h1f y325 ff6 fsa fc0 sc0 ls0 ws0">Kapitałowej <span class="_ _1"></span>z<span class="_ _1"></span>a <span class="_ _1"></span>dany<span class="_ _1"></span> <span class="_ _1"></span>rok, <span class="_ _1"></span>c<span class="_ _1"></span>zyli <span class="_ _1"></span>iloraz<span class="_ _1"></span> <span class="_ _1"></span>skonso<span class="_ _1"></span>lidowanych <span class="_ _1"></span>k<span class="_ _1"></span>apitałów <span class="_ _1"></span>wł<span class="_ _1"></span>asnych <span class="_ _1"></span>Grupy<span class="_ _1"></span> <span class="_ _1"></span>Kapitałow<span class="_ _1"></span>ej </div><div class="t m0 x68 h14 y326 ff6 fsa fc0 sc0 ls0 ws0">na dzień bilansowy i <span class="_ _1"></span>liczby akcj<span class="_ _1"></span>i Spółki na ten dzień bil<span class="_ _1"></span>ansowy,<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 x9c h14 y4ea ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _5"> </span><span class="fc0">przy <span class="_ _1"></span>2-<span class="_ _1"></span><span class="ff6">osobowym <span class="_ _1"></span>s<span class="_ _1"></span>kładzie <span class="_ _b"></span>Zarządu, <span class="_ _1"></span>w <span class="_ _b"></span>każdym <span class="_ _1"></span>roku <span class="_ _b"></span>trwania <span class="_ _1"></span>Programu, <span class="_ _b"></span>73,33% <span class="_ _b"></span>akcji <span class="_ _b"></span>objętych </span></span></span></div><div class="t m0 x68 h14 y61 ff6 fsa fc0 sc0 ls0 ws0">Programem należne j<span class="_ _1"></span>est dla Prezesa Zarz<span class="_ _1"></span>ądu, zaś 26,67% d<span class="_ _1"></span>la Członka Zarządu.<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y11f ff1 fsa fc0 sc0 ls0 ws0">W 2024 roku, w ce<span class="_ _1"></span>lu realizacji Programu za <span class="_ _1"></span>2023 rok: <span class="_ _1"></span> </div><div class="t m0 x8d h14 y120 ffc fsa fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _d"> </span>w <span class="_"> </span>dniu <span class="_ _10"> </span><span class="ff6">13 <span class="_"> </span>sierpnia <span class="_ _10"> </span>2024 <span class="_"> </span>r. <span class="_ _10"> </span>Zarząd <span class="_"> </span>Spółki, <span class="_ _10"> </span>działając <span class="_"> </span>na <span class="_ _10"> </span>podstawie<span class="_ _1"></span> <span class="_ _10"> </span>uchwały <span class="_"> </span>nr <span class="_ _10"> </span>26/VI/202<span class="_ _b"></span></span>3<span class="_ _1"></span> </span></div><div class="t m0 x68 h1f y4d6 ff6 fsa fc0 sc0 ls0 ws0">Zwyczajnego <span class="_"> </span>Walnego <span class="_ _10"> </span>Zgr<span class="_ _1"></span>omadzenia <span class="_"> </span>WIKANA <span class="_ _10"> </span>S.A<span class="_ _1"></span>. <span class="_"> </span>w <span class="_ _10"> </span>sprawie <span class="_"> </span>upoważnienia <span class="_"> </span>Zarządu <span class="_ _10"> </span>do </div><div class="t m0 x68 h1f y4d7 ff6 fsa fc0 sc0 ls0 ws0">nabycia <span class="_ _b"></span>akcji <span class="_ _b"></span>własnych <span class="_ _12"></span>Spółki <span class="_ _b"></span>w <span class="_ _b"></span>try<span class="_ _1"></span>bie <span class="_ _b"></span>art. <span class="_ _b"></span>362 <span class="_ _b"></span>§ <span class="_ _b"></span>1 <span class="_ _b"></span>pk<span class="_ _1"></span>t <span class="_ _b"></span>8 <span class="_ _b"></span>Kodeksu <span class="_ _b"></span>spółek <span class="_ _b"></span>h<span class="_ _1"></span>andlowych, <span class="_ _b"></span>podj<span class="_ _1"></span>ął </div><div class="t m0 x68 h14 y4d8 ff6 fsa fc0 sc0 ls0 ws0">uchwałę <span class="_ _b"></span>nr <span class="_ _b"></span>1/VIII/2<span class="_ _1"></span>024 <span class="_ _b"></span>w<span class="ff1"> </span>s<span class="_ _1"></span>prawie <span class="_ _b"></span>ustalen<span class="_ _1"></span>ia <span class="_ _b"></span>zasad <span class="_ _b"></span>realizacji <span class="_ _b"></span>sk<span class="_ _1"></span>upu <span class="_ _b"></span>akcji <span class="_ _b"></span>własnych<span class="_ _1"></span> <span class="_ _b"></span>ora<span class="_ _1"></span>z <span class="_ _b"></span>og<span class="_ _1"></span>łosił </div><div class="t m0 x68 h14 y124 ff6 fsa fc0 sc0 ls0 ws0">ofertę zakupu<span class="_ _1"></span> akcj<span class="_ _1"></span>i WIKAN<span class="_ _1"></span>A S.A. <span class="_ _1"></span>w dn<span class="_ _1"></span>iach 14<span class="_ _1"></span> <span class="_ _1"></span>–<span class="_ _1"></span><span class="ff1"> </span>21 <span class="_ _1"></span>sierpnia <span class="_ _1"></span>2024 r<span class="_ _1"></span>. (szc<span class="_ _1"></span>zegóły: raport <span class="_ _1"></span>bieżący<span class="_ _1"></span> </div><div class="t m0 x68 h14 y125 ff1 fsa fc0 sc0 ls0 ws0">nr <span class="fc5">20/2024</span>), <span class="_ _1"></span> </div><div class="t m0 x8d h14 y4eb ffc fsa fc0 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _d"> </span><span class="ff6">w <span class="_ _b"></span>dniu <span class="_ _1"></span>26 <span class="_ _b"></span>sierpnia <span class="_ _1"></span>202<span class="_ _1"></span>4 <span class="_ _1"></span>r. <span class="_ _b"></span>zostały <span class="_ _1"></span>nabyte <span class="_ _b"></span>przez <span class="_ _1"></span>S<span class="_ _1"></span>półkę <span class="_ _b"></span>93 <span class="_ _1"></span>084 <span class="_ _b"></span>akcje <span class="_ _1"></span>własne, <span class="_ _b"></span>po <span class="_ _1"></span>cenie <span class="_ _b"></span>6,30 <span class="_ _1"></span>zł<span class="_ _1"></span> </span></span></div><div class="t m0 x68 h14 y4d9 ff6 fsa fc0 sc0 ls0 ws0">za każdą akcję (s<span class="_ _1"></span>zczegóły: raport bieżący nr <span class="_ _1"></span><span class="ff1 fc5">2<span class="_ _1"></span>2/2024<span class="fc0 lsc">).<span class="ls0"> </span></span></span></div><div class="t m0 xb h1f y4ec ff6 fsa fc0 sc0 ls0 ws0">Wobec <span class="_"> </span>stwierdzenia <span class="_ _10"> </span>prz<span class="_ _1"></span>ez <span class="_"> </span>Radę <span class="_ _10"> </span>Na<span class="_ _1"></span>dzorczą <span class="_"> </span>Spółki <span class="_"> </span>reali<span class="_ _0"></span>zac<span class="_ _1"></span>ji <span class="_ _10"> </span>c<span class="_ _1"></span>elów <span class="_"> </span>zarządczych <span class="_"> </span>za <span class="_ _10"> </span>rok <span class="_"> </span>obrotowy </div><div class="t m0 xb h14 y4ed ff1 fsa fc0 sc0 ls5 ws0">2023<span class="ls0"> r., <span class="_ _13"></span>po <span class="ff6">ustaleniu <span class="_ _13"> </span>listy <span class="_ _14"></span>Osób <span class="_ _14"> </span>Ucz<span class="_ _1"></span>estniczących <span class="_ _14"> </span>w<span class="_ _1"></span> <span class="_ _13"> </span>Programie <span class="_ _14"></span>realizowanym<span class="_ _1"></span> <span class="_ _14"></span>z<span class="_ _1"></span>a <span class="_ _14"></span>rok <span class="_ _13"> </span>obrotowy <span class="_ _14"></span>2023, </span></span></div><div class="t m0 xb h1f y4ee ff6 fsa fc0 sc0 ls0 ws0">nastąpiło <span class="_ _11"> </span>zbycie <span class="_ _10"> </span>akcji <span class="_ _11"> </span>wła<span class="_ _1"></span>snych <span class="_ _11"> </span>Spółki <span class="_ _11"> </span>na<span class="_ _1"></span> <span class="_ _11"> </span>rzecz <span class="_ _11"> </span>ucz<span class="_ _1"></span>estników <span class="_ _11"> </span>Programu<span class="_ _1"></span> <span class="_ _11"> </span>(szczegóły: <span class="_ _11"> </span>rap<span class="_ _1"></span>ort <span class="_ _11"> </span>bieżący<span class="_ _1"></span> </div><div class="t m0 xb h14 y4ef ff1 fsa fc0 sc0 ls5 ws0">nr<span class="ls0"> <span class="fc5">23/2024</span><span class="lsc">).</span> </span></div><div class="t m0 xb h1f y4f0 ff6 fsa fc0 sc0 ls0 ws0">Wartość <span class="_ _14"></span>godziwą <span class="_ _14"></span>Program<span class="_ _1"></span>u <span class="_ _12"></span>na <span class="_ _14"></span>D<span class="_ _1"></span>atę <span class="_ _14"></span>Przyznania <span class="_ _14"></span>okreś<span class="_ _1"></span>lono <span class="_ _12"></span>w <span class="_ _14"> </span>wys<span class="_ _1"></span>okości <span class="_ _14"></span>1 <span class="_ _12"></span>8<span class="_ _1"></span>47 <span class="_ _12"></span>t<span class="_ _1"></span>ys. <span class="_ _14"></span>zł. <span class="_ _14"></span>W <span class="_ _12"></span>20<span class="_ _1"></span>24 <span class="_ _12"></span>rok<span class="_ _1"></span>u </div><div class="t m0 xb h1f y4f1 ff6 fsa fc0 sc0 ls0 ws0">Spółka <span class="_ _14"> </span>uję<span class="_ _1"></span>ła <span class="_ _14"> </span>z <span class="_ _13"> </span>tego <span class="_ _13"> </span>tytułu <span class="_ _14"> </span>w <span class="_ _13"> </span>kosztach <span class="_ _13"> </span>wynagrodzeń <span class="_ _13"> </span>kwotę <span class="_ _14"> </span>1 <span class="_ _13"> </span>619 <span class="_ _14"> </span>ty<span class="_ _1"></span>s. <span class="_ _14"> </span>z<span class="_ _1"></span>ł <span class="_ _14"> </span>(w <span class="_ _13"> </span>2023 <span class="_ _13"> </span>roku: <span class="_ _14"> </span>4<span class="_ _1"></span>88 <span class="_ _14"></span>tys. <span class="_ _13"> </span>zł). </div><div class="t m0 xb h14 y44c ff6 fsa fc0 sc0 ls0 ws0">Wartość <span class="_ _14"> </span>s<span class="_ _1"></span>kupionych <span class="_ _13"> </span>i <span class="_ _14"></span>wydanyc<span class="_ _1"></span>h <span class="_ _14"> </span>akc<span class="_ _1"></span>ji <span class="_ _14"> </span>na <span class="_ _13"> </span>rzecz <span class="_ _13"> </span>uczestników <span class="_ _14"></span>programu <span class="_ _13"> </span>motywac<span class="_ _b"></span><span class="ff1">yjnego <span class="_ _14"></span>w <span class="_ _13"></span>2024 <span class="_ _14"></span>roku </span></div><div class="t m0 xb h14 y102 ff6 fsa fc0 sc0 ls0 ws0">wynosiła 586 tys. zł.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h1f y4f2 ff6 fsa fc0 sc0 ls0 ws0">Akcje <span class="_ _2"> </span>przyznawane <span class="_ _2"> </span>w <span class="_"> </span>ra<span class="_ _1"></span>mach <span class="_"> </span>Pr<span class="_ _1"></span>ogramu <span class="_ _2"> </span>Motywacy<span class="_ _1"></span>jnego <span class="_"> </span>poch<span class="_ _1"></span>odzą <span class="_ _2"> </span>ze <span class="_"> </span>sk<span class="_ _1"></span>upionych <span class="_ _2"> </span>z <span class="_"> </span>ry<span class="_ _1"></span>nku <span class="_"> </span>akc<span class="_ _1"></span>ji </div><div class="t m0 xb h14 y4f3 ff6 fsa fc0 sc0 ls0 ws0">własnych i<span class="ff1"> </span>nie maj<span class="_ _1"></span>ą potencjału rozwadn<span class="_ _1"></span>iającego.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h15 y2cd ff2 fs6 fc0 sc0 ls0 ws0">6.5.2. <span class="_ _21"> </span>Rada Nadzorcza </div><div class="t m0 xb h1f y4f4 ff6 fsa fc0 sc0 ls0 ws0">Rada <span class="_ _0"></span>Nadzorc<span class="_ _1"></span>za jest <span class="_ _0"></span>organem składającym <span class="_ _0"></span>się z <span class="_ _0"></span>5 <span class="_ _0"></span>do 7 <span class="_ _0"></span>członków, <span class="_ _0"></span>powoływany<span class="_ _1"></span>ch na <span class="_ _0"></span>lat <span class="_ _0"></span>5, przez <span class="_ _0"></span>Walne </div><div class="t m0 xb h14 y4f5 ff6 fsa fc0 sc0 ls0 ws0">Zgromadzenie, <span class="_ _19"> </span>z <span class="_ _19"> </span>z<span class="_ _1"></span>astrzeżeniem, <span class="_ _19"> </span>że <span class="_ _19"> </span>ilekroć <span class="_ _e"> </span>liczba <span class="_ _19"> </span>członków <span class="_ _19"> </span>R<span class="_ _b"></span><span class="ff1">ady <span class="_ _1d"> </span>Nadzor<span class="_ _1"></span>czej <span class="_ _19"> </span>nie <span class="_ _19"> </span>przekrac<span class="_ _1"></span>za </span></div><div class="t m0 xb h14 y4f6 ff1 fsa fc0 sc0 ls0 ws0">5 <span class="ff6">członków, Rada Na<span class="_ _1"></span>dzorcza może powo<span class="_ _1"></span>łać do swojego sk<span class="_ _1"></span>ładu jednego cz<span class="_ _1"></span>łonka. <span class="_ _1"></span></span> </div><div class="t m0 xb h14 y2f6 ff6 fsa fc0 sc0 ls0 ws0">Członków Rady Nadzorc<span class="_ _1"></span>zej powołuje si<span class="_ _1"></span>ę na okres wsp<span class="_ _1"></span>ólnej kadencji.<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h15 ye1 ff2 fs6 fc0 sc0 ls0 ws0">6.5.2.1. <span class="_ _d"> </span><span class="ff3">Skład osobowy</span> </div><div class="t m0 xb h14 y4f7 ff1 fsa fc0 sc0 ls0 ws0">N<span class="ls5">a </span><span class="ff6">dzień 1 styc<span class="_ _1"></span>znia 2024 roku skład R<span class="_ _1"></span>ady Nadzorcz<span class="_ _1"></span>ej Spółki był następ<span class="_ _1"></span>ujący:<span class="_ _1"></span></span> </div><div class="t m0 x1c h14 y4f8 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">Marcin Marczuk <span class="_ _1"></span><span class="ff6">–</span> <span class="ff6">Przewodnicząc<span class="_ _1"></span>y Rady Nadzorc<span class="_ _1"></span>zej;<span class="_ _1"></span></span> </span></span></div><div class="t m0 x1c h14 y4f9 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">Krzysztof Misiak <span class="ff6">–<span class="_ _1"></span></span> <span class="ff6">Wiceprz<span class="_ _1"></span>ewodniczący Rady N<span class="_ _1"></span>adzorcz<span class="_ _1"></span>ej;</span> </span></span></div><div class="t m0 x1c h14 y4fa ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">Adam Buchajski <span class="_ _1"></span><span class="ff6">–</span> <span class="ff6">Członek Rady Na<span class="_ _1"></span>dzorczej;<span class="_ _1"></span></span> </span></span></div><div class="t m0 x1c h14 y4fb ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">Anna Kułach –<span class="ff1"> </span>Cz<span class="_ _1"></span>łonek Rady Nadzorc<span class="_ _1"></span>zej; <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y4fc ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">Patrycja Wojtczyk<span class="_ _1"></span> <span class="ff6">–</span> <span class="ff6">Człone<span class="_ _1"></span>k Rady Nadzorczej.<span class="_ _1"></span></span> </span></span></div><div class="t m0 xb h1f y4fd ff6 fsa fc0 sc0 ls0 ws0">W dniu 29 pa<span class="_ _0"></span>źdz<span class="_ _1"></span>iernika 2024 r. Pani Patrycja Wojtc<span class="_ _1"></span>zyk oraz Pan Adam Buchajski złożyli, ze <span class="_ _0"></span>skutkiem </div><div class="t m0 xb h1f y4fe ff6 fsa fc0 sc0 ls0 ws0">na <span class="_ _12"></span>koniec <span class="_ _14"></span>dnia <span class="_ _14"></span>29 <span class="_ _12"></span>paźdz<span class="_ _1"></span>iernika <span class="_ _12"></span>2<span class="_ _1"></span>024 <span class="_ _12"></span>r., <span class="_ _14"></span>rezy<span class="_ _1"></span>gnacje <span class="_ _12"></span>z<span class="_ _1"></span> <span class="_ _12"></span>pełn<span class="_ _1"></span>ienia <span class="_ _12"></span>funkcj<span class="_ _1"></span>i <span class="_ _12"></span>Członkó<span class="_ _1"></span>w <span class="_ _12"></span>Rady<span class="_ _1"></span> <span class="_ _12"></span>Nadzorc<span class="_ _1"></span>zej </div><div class="t m0 xb h1f y4ff ff6 fsa fc0 sc0 ls0 ws0">Spółki. <span class="_ _b"></span>W <span class="_ _1"></span>dn<span class="_ _1"></span>iu <span class="_ _b"></span>29 <span class="_ _1"></span>paź<span class="_ _1"></span>dziernika <span class="_ _b"></span>2024 <span class="_ _b"></span>r. <span class="_ _1"></span>Na<span class="_ _1"></span>dzwyczajne <span class="_ _b"></span>Walne <span class="_ _b"></span>Zgromadzenie <span class="_ _b"></span>Spółki <span class="_ _b"></span>podjęło <span class="_ _b"></span>uchwały </div></div><span class="d m1" style="border-style:none;position:absolute;left:150.436000px;bottom:722.423000px;width:40.650000px;height:16.230000px;background-color:rgba(255,255,255,0.000001);">&#160;</span><span class="d m1" style="border-style:none;position:absolute;left:393.926000px;bottom:677.638000px;width:40.650000px;height:21.230000px;background-color:rgba(255,255,255,0.000001);">&#160;</span><span class="d m1" style="border-style:none;position:absolute;left:104.351000px;bottom:598.481000px;width:40.650000px;height:21.220000px;background-color:rgba(255,255,255,0.000001);">&#160;</span></div><div class="pi"></div></div>
<div id="pf27" class="pf w0 h0"><div class="pc pc27 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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UxKWb8d/ZH2++4/yevV98hF5QZbDz+3nmSn7moQ0waSfFH6nuonv3z7/pXKdXeu9OrR9uC9H/7kv3nxORds3uC0hnQOzIfjMhOL7oiUkyOtUPhT6zyd00e/MIMDYHl9Q2AUiYIH9x7Ys2/v2176sqLws61uUBShMHNSAILSrNRT4ScCOMAJEGDqkAEDGpMCCKeqDwkGiEC8QkopAswcEhxQtYHtwbbt3hbUgvcOMA8ArfVE9gqvgHfqTl1L4UxE7dSxpQK+Q0JEREREDD867cS+e42e/J9CRf6ZP4qs55iU3/3PImKnWssFVAF1yllkfnm5aHeW6lpGRldjvW128/G5kxdv2zDM6gscPjqXFaEMqT/cfOasCAQiIoZTO/oemYo0DWriMkxF8rDePD5+zvOeVwSnTSrW74CHF3GAGTKcKVRFBOJPfTsOcBBdvwQeYgoPODERcUCAM8ipQHSmAn204cwkiCAIADV4yQAETiFmouINfv0xBEAghoD1c2pM1g+wEV7vR0REREQMPzrN4XdqKg+PvXPPHlm9uT5tdqqtTk3tCQCFZPnuEk8HfM9pLGLOiyU57+xtX739cFm1o60WpTrEc87a1UR1VbXW4MjcgroATRp7u7edIeJOdaeZwGDmxGAwsdqtr0BVgXRDmJie9IDGHMqWJpjACcStf22qktcPjHEIThwemdJUc3jkrw4mZipuffOgAE7gYcEizNa/FweDOTXAufX759enIB8pUmeQ9VWwuj5fKOZs/ZF46CPNKgaYh2P7ERERERHDj04jfUz4AeLssTvSDCZi60erAPJIOT16Kfv6VQxy6kYDAyybOuckpxbCW3/geRPjkx/7/PVLK3PPvvSit73uDbNjrcJcL6UDx/T4Yl/KCUlpvOV3baqc4JH9ggZb3313Kp08xCACE1MvYqaSLUCh6h65Kv5Ua4mIiVuf7gOc2SOzmCIwNVnfk+hMnSVDMHGnlrhCxTK0BrxJIVCBAdmLqFqGM3FOoPACE6ggCczD26OLZFELPBCgTgwmgFMgmWRBi9N+RERERMTwo9OmGcayXVk28U7NBC7n7EMAALOmiS548X6YIsxKH1SzqXrvg2RxTjVrzmH930Nh63NbYjmPhgIj/t+8/Glv+f6nacaEhwcEOTUmRXn73Q8kCwilS00r5M2zE485MkgAVTUAPvg4bIqiMIVBRVS8F0NdD8tWBVHRPiRBAV8BITfmXJlibrWrnFOMg1AUMIj34ryDaTIzc2hybsSXIh7mzNSXHpaRI0JQCcipqfutViUCEfEi631cmxSANxNLue6FshQzOIEJgphpGg49KikrUYU1CKZaw7U40oiIiIiI4UenjVRtFZeQPRyciJm49Rk/M81FWTQ5xya64AEMY2wFH0Kw3BiiJZMQQnCwU9NtEKia5hR8qSl1nLS9i5qdDkNqJGfpTERUSfDtBx9urMgqpRia/taZyUdnxAwAPJwXwaCORSi1ERecWIapIUuQotsZ5ASzymVIVnjJllMuihY0VAGpn523UJUCQVbLCaqa8/qSUBURcarJFd5yLIoip5Rz8q5skjRIZfC+7OQcQ/ACFXMQKMQAlfWtg+pDgKk1DUJhIk2N4AtXBOSsw1UpCxNNTZIQPMcZERERETH86DTqw4kieK8ADF7EiwC6vtXNNHvvLUidspl1qkrWL1OHuhBsffGkijlvOLURzkQ1pVAEUZipE5gOnc8BTkSyJpFWnXDTbfeom4I5aG57O3P7JgeFyfpmQXWSFDGqhEINlRcBxDmDJG2QJYuJLwY5Dt14UvPeQ80FiLrKpBKkGIt21Yio5rIoTc1SKosAuJxSAlzVEtN6OKiKUMdUZ8murc4PE3xANHR9CJD140wF6uDWL6vwtn7hvDdBrS5Vo3A+GmCxlFB4hJBRpmHMZoX6tsj33uxORERERMTwo39h2SNmlOtnkghS1pZ33tZntsQMMWsEIM4J6pgk504Z4IKKr2OED8lchss4tStOko2VVX9gXmRg0stWtcZWTFperWnGRcXhyLHFlX6tKAEvpuefd+ZIa32vIAxikDrmLB6FSwY4NOsncSa1OOy2q8IHqMasltzRfrh3/6H9e/eWodq2cfbCM7duGitNUY6Vq6o9+Jb3qxEF0CqKmKwQiCt6qjFLBe9chZyzBLSLPYeXr7/r/jgY7toy+5Szd4WJthMpxQl0fdLPiXpN64faZCmHYgsqdz107Nv7jzWx2dZpP/uSs2enOpLNi9TwzpVJEDNaAZz0IyIiIiKGH502/+Gd715ZWk3Z1GS0sD9/16+0fExYn7BLSXMuuvfsm//7f3j/WCv86s/828luCzlm8cmchtKJe+Dgwu/+8V8naWWBSHzh08789z/2Q6GQu/ac/P13v3fNaypLNL2ff8ubn3fJTkMN6NziKlwRmyGkCGK7d24OIUDXT3OR5PDwiZXf+7P3nlhebVUt1dxyKa4tvOE1L3/dy68oglNIIz45fORz3/y9v/98L/vRVmj6K1WB3Vtn3/Xrbz9nU+fY8WPv+djVNzw4H3yReisXn73tN37hrZ1Cegmf+ty1H/jiDb49mleObZ/q/sY73r6a5G8+8Kkvf/POpVpgTb184pydu/7wt37uqTtHCzFRGIK59QvkG5WqkaIGDi/V7/yzf/zabXvKic0ra8OR/vEdWybe/uNveNGzz6qg7/3op6/+xl0WprO6D//uW2YmRjjYiIiIiIjhR6eHbjvnxtu+OpCJgR9r9+ePLQy6s4MeZkaDuGbOwtj+hPfdePBjdyycPelQtQTIGrMUKt5cGmR89ms33/BwMfCjcDHkhbf+yDla912obj589NoD9ZJ0pT021ju5barVAmKCWNo/t7wy6LdbY31BkPTcZ5yjQM6S60aq8vCK/Kf/+qVr9lgqZjT2R33q9Jbf+uoXv+iKF4amF6Nb1daCFP/p3Z/78k17lmWHBMnNIPiRoeHWg/kX/stH/vTXXr9rdvPVtx64c2UqhK72h9vOHK98CrDoi6vvW7juxASAKRuZH6QHlt3v/O+fuem+h4vuRtWBBG3t2HX3kv7a/3rVn//GK3fPFC1zliUFS67f0tSX6tDAPn7NzZ/6wp37jyzGsKXXbyftWFV9e7X8hd//0H9405U/+cPPufpbB285MbGaW6XViSs9iYiIiOgJyPERPGk885mXJSsb6Taua8XYgUNHRbR0SDmKKxPKO+8/+v6PXVW77tGTvbWhJYOIK5wUYtncQj99+Opb19yY60yrynm7tn7f5RdVZZlVv3NoaSilulaTfbs9snnzrAMK70JwD+xfsNDJJhrjeMtdftFmr8jeUqfc39N3/uU/XnPH/jU3UeeOpaKK+OX/+Y0//bZXdqrgWqN16N59eP4n3vFnV3/zgbXczsVII50BOmvoLudur9pw24He7/z9dfcsYu8ysu8OsitaI5u3zHqRrJoEDx0+GdUlc8NifNDd9nO/+8E7Hj4hIxubYixWs7GcGtQuutE79xz/4OevV7STOu8gkj1cdp2Fgfz8b/3tX330lnsO95f89Job67nuoBgZVNPLfjpOn/0H77nqM998eM+Jei0Xvuo4aHD8lSEiIiIihh+dPhecOVoWRTIHk8KX+w6fFClLADk1VtWu/d4PfjlLZVo2Wh2ZW0wGk+AsOuQM/9Frbn94JTTlaLbom4Wffv3zQ1aIM+f2HpqHD86JF904NVI6J4AXSznvO7YmrTGVEMS2jLcnCpQ5rZrd+PDhH/vV//zJm/eshSlxLQz604i/+KMv/ZErz58IEMnzSd5/zb0/+3vvv/1wPfQT8IU1PYehIqlH0e2oOYzMXn374Z/5g8+uFrMQ84g+DrZvGlETE7+4iqPH54PlQmRpgD3Lsm/V1PnCBi4NNZSCqlmrva9yOfGpL99xZFXhS81JNDt0VtH+xXf+7W37Vg4v2bCaikVHC68SxTVRxOBXVnOePfd333vt8VhlCbnuhdQrPWf8iIiIiIjhR6fPZBuT4xPOFU7VVI6cHIiUyBp8IeXYg4dX7/vOoSYJQsdC58CxOXVQgwjgsBbx+a/fFVszWYJDs3myfOHTz+86Vbgk/sjcYjaBqdN6++YNwcMAganzx+dXV2sFguS8ffMsEpxza+J/60/ff9v+1WF7k/qWy3VHes+5aNuPv+7SUVf72IPpGvyffuCa/autQTlTqzON40UzZkuT1XC8qF09X6AvqVapvnNoZaiFmgUkxN6OTRucSAPZd2ilN0xiIuKzVbEYS1IE7Y9ipaqPucFJn+uJ7rg66Zs/0XO333uoMWRkM6nhP/6VO2/5zkJdTFk55opKtF/EkyN6Ysovj2ClXQwRtFfnvXOD2o+6sgqF+EKC568MERERET3xcI/fk0cXmJ4Ye2gpObNsdmyxV5urgEalcf4r37pvtRH4VqMSpTw6v5KAYGJmg2RfuPa+b+9bsGKH86rD+SuuOH/UDT3EEGLGieV+k0W8erWts+PeoJYhLsPPLa7VjRYtc6Kz0xONQkT+/B++dN/B2o/uHGgLAq+Lz7pwwy//1Mt8s9YuU8yKovPxz99xMrb6KaBoe+23tTepS8++9KlPe9pu+HBsYfjl6+/ae/ykSKeY3NhbqrNGb3WFesvspABJ5Z7798BX5oqUnR+fzDEGG15yxsSLLztzemb65vvnP3n1Lb6zKcUoZdUfFHsePp4v3SlOGviliA996d5FHakblK3C61po5l5y2TnPvHDL2OjoiaX66m/cf+/Dcz1U2hoFRKEKTSKOSz2JiIiIiOFHp9EYsG3j9Df3HQM0w3/n2PLQXCGIrjxW44NX3ZSLkRR90WrVzeDhI70MmEgj4baHTvzJ331sgGnxpRvObe4O3vzqZ40W3sEScHxpMN9L5kvJsQy6e8tkIUjqsnNzi/HkygC+LIoiDdY27di6YnjPP375vZ++a1BstWIEzaDjlt70kgv+00+9rBP7bdczMwsjJ3rpfZ/+xmKsqo3b8spCKy/98Asv+s0ff/lEx/qNuuDV8NaXPOUd//k9N+9fXV0EQuVUilTvmB2bGW0ZNIm7/qY71LUiKgOKXJdx8bVXnveun3jhCHIh9vrn++H80uduP4ZqRJ2X0KmHCgOCW2r8b/7Zp294cF47U06jDOZmiv67ful1L7/87KBNq3DRwttedPEHvnj7//bRrx1OLSlKpKE51aLteYU7ERERET0BcfriyaPSdMaOyWTZoNnJQ3MrA1/WJrWTT33trv0L9WqtZXdEIRF+3/GFBETN0RV/84nr+25Kfdf6K1Oy+Ev/9jXnbZ+A84oQDXsPHGlQwJdOzOV69/ZNXuCcDFUePnw0ZnHe53pQtbu5vfFX/ujjf/6Jm9eKqTpCtBmX1Tc+b/dvv+3FI4PlMZ8b80MZXcnFF667c+/hxVB2B4sngq6+6Gnb3/kzL9vUTu3c29DCpGum3PDMcf+7v/CGKq4GzV6cOJFcP+uSCzsBBlnppQcfPhjNq2uXLrT6x5+x1f/2//T8CZdGQh4pZNyli8/e4Jyp9BBq0XTmrp2Ft56ma+/a94mvf9s607Gu29abiHO/93Ove+2zzxpL85NlU+Z+13ozrvezP3zZq15wSaeUUhrXrASr26Mj3nGPHxEREREx/Oj0kdybnRozqHhnwGqy5YhhiqsZn//azcm3umOTTV1nVXX+5NLyEIDY3Jp+6/6DCwNrIkZLO3tj94euPK/yyPAJPmfMnVyQUKiIhwWxjbOzquoEEThy/IS44L0vQmgGw8999a5PX3dHv7NpIFaM+KZ3bNs4funNL5tIq5Mdn5ukbqJnLRT+S9fdLr6Vm6ZdSBGXf+oNV7TzwJq1nGOTG5FceAuIZ2yfmp6cLMu2wpmqR37ahecFB5idOLlUR4PzJkUa9sat94Yrz99UpJbXlX5/YKLOp2wSDD7CBsHlbRs2eG9FKK751kNhfFtKqfTmBwvf/4JLX/Gcs9toqlYLauIrzdrpthZOrl7x7AtyaiQNWxgW1mzcOMthRkREREQMPzqdWsFmpiacM3EaNSWVw0WAZ8MAACAASURBVEdPmg833bn/nocORvgYGzF1PsCFEwtLwwh499Vv3Ta3GofmgxcXe6+84hKfNWjKZiZIOc8tLqesBpeztgvZNNOyrADMcHRuKWv2ztVNzEVx5317/NjWtVwgaGoWdm9uv+MnXztbpW7ldbVfhG42lyAnh3hw/5z5UjRLHp5/xoaLz9pUWO0LX7RG1JUqIeesOZvirLPPUVcaHIAyuLPO2OahAA7PzcMV2QSWuhX84MTLLz+v7SLMys5orZKdW61TzAoxWOwUsmObh+pQcfeD+1aHCQ4Bg80T5dt/7BU+JrGs0cx3a7SGKJq6Hhvr7N61tZBsKXrnnMUts+MwDjQiIiIieuLhHr8nUfih3LGp5ay2GCsPJD1yZG3CFb/6+x9YDdtV0a6XyrKzlioUoyf6C985an5zePdHrx1gNHlrFf3ZVnzd979gxKPIgFkydYW/66E1lCKxLWhtGdOJAs6cIhrCnkO1s14OMwktk+Wc4PN4kBTi2gvOnf6DX37TjlFXoaldV0ZHBeiqGvR9XzlxeDDSuJYXr/XcD7/0BeMGX014i2aA+ARfeNdqpZjz7GRr2DspnZnCtyfK0a2bqsI32dy+/YtNnmxEUfVlsPjmH7py+4ZJ51RMxhyaOIxo75tbqTHiopO8smWjdMbQV39wfvDwgYOuvb2xymn9mhddcuaGVgdJLMAHqK8AqVpeEfprO0fGx9zq0XJDrd1xLD1jphGu9CQiIiIihh+dRiKycapqBauzN7ic86G5+Wu/dkfPuimHEs1ogbXBamiPZEXM4aa79x06Ut9/eDVVY2WANEs/+iMv3NBF0CyqCMgKcXjowDEzEUinqrZvGRGFOIGZiO7ZdwDONSmbhOAUTpyEmGvnigsvOHt2vIiD/ljbK8we+RKTus988auNFPA+xzhWuUsvPq8l1qjCAeacQGAeSTQZCjiXson30tQ7d27utKGmcGHfof7aoHEjXc3NSMu9/rUvVjVx3glyM/DODWH7Dx/NyTlftgq/ZfOEE2TD/Xv2qq9iNufN4uDyS87xACxBBHaq6jxUBFVVBYfcNCgEPlhMu7fNcJgRERER0RMRl3o+mWg35IluoZDGvJWdew7E6+/Zv6YFipbF+vmXXbJ5YqS0JLFxRfuGW7/92a8/LJ1ZOG+5KXL/Vc+/xKVkcSAOBqfO9xQnF1fEBKbQuGXDjBmcwImH8ycWVsUXFqNDGusEbXrQxoWQUV39tTu/czC1Wx1nEkwLwBsM0pjbe+iwhSKriod3mJocFace0eBNnAOCJbGInMS7lX5jUqjBctw4M+0BJy5DjswthqLywXtJY91y64ZWVlVVGMxUfBhkWVhaFS+wrDlumJ0B4LycOLmgvjKVAPUaN0xPJ1UBDDCBCQTwyAKRUC73DHCwXAisaTbMTnOQERERERHDj06rnAsn22bGIT6bHzZ2410Hjg9kqMFi03bx1S+56Lxdm1CvSvCDoe45vPyNOx7ua8uZol69/KIzt034jsvBG0RStgzc+9DioFEFRLLL9bZNkx5Q1Qws9VK/MXUBORXIz3362Zsn29pfdpayFUfm++//2FUrA41JxEwsr8dVr9EkLkFUxAm63Xa7gmjjHVScQpypIMEUPmTDvkPH0OrArEDeuqHjDBAMFYdPLPmqq9mC5F1bZ2EQQVSFWCgKM5xYqlcGdQgBgKW0ZeOIAAL0mxStQNE2S5V33W63dG59QvKR7XtmliBumN2+g0fMl5Zz6bT0eXZ6kqOMiIiIiBh+dFoZWnC7ZsdEBKFyZfvgQm9YTcNC5eLFu6ae/5QNz7rozA4aS9mF0RMraVXHzHcD4phr3vaDz+7CgtaAwsyAJPj6TfcMLQjMI7d93rFxsnAKg0IOHD050BDVh6osMXjZpdt/4IoLt0yXVq+I+BzGPvK566+67q4khWaJ9VBTVNX+sIZzIoLgk6ovfOG9aoJmgzQpOZhYBlyWcv98vefAUV9UTpPX+ozNoy0HM1sdyqGFfpQy5xxy7/wzNiaF806cs5wdkBUHji8MNIhIcBYk7do80wJEta5dk+HKdqrrwvvCiQBJLQNqZjCDQaQ2v9DoDffsH+bSqWHYm+6WmyY7HGVERERExPCj00kRWh67Now6GACz7EKrSVIUaDcn3v7G72tle8Ezz3VWwzSZDKNkC0j1iPXe8NLnvvBpZ7asgQASDME7qRXX3Xpv41riC6ShxMEZ2zYHwDkXFQ8eOFKjslD50od66alnbPnpH3rOBZs7E2UNy73G2hvP/NP3XX1sqA2Cd6VZBnK3Ki0lJ6IxiwuLy721oTZW1OqbqIX3OcWsvtZyyYrPfO226Ko8HMBi0OGurZuQDHD75lb6WjTw5iTk3lnbxkuBwZz3XoCcVdzeYyejazUxQhAknbl9czCroJ1Kgg/a5LLsNlnml1fnVoZwlcKfeorQmN2JgfXFfeordyc3UvjCa71jdrwbwLNdiIiIiIjhR6eVD85sy0xLoDCTWHsvPriO1FvH7PLzt6Judm5tlYWDCAQOKppKG24ZcT/xphd1BBoHkGBSqHgxDBp858BRldIgTlNA3LpxVMxEkNUOzS1mV8EXomkkpK1jYbYV/uPPvHHU15VPoWofXRwe6/kv3njfaozZeRfEi3ZLqUSdJgd4X6Yse/cdMVehaJWFy7HJahZaw1AOPD5/3Z1Nlla3hdQUots2TLusInJ47mSUIpoE51xudm+eDQInzsycc4AZ5NCxFfUlBIpUemyeHisslmJj7bIUIOUmQ1155NiJ0GklcQaBwImK2FCdtMLff/yW+w/O18k5cS1nW2YmSmYfERERETH86DSTwjRvmppAThDnECXVLkcMFl7+3IsmqzTelqrA7IYZcwJALHtrqtx74WXnbx9HyKksvCIkKbKIwBaXev1o6rzl5MW2bdnUcklMzSDenVgYqCuzOUvNzGhrQyuNuN5FO/CiZz9F4ormJnQnBsXoBz77rVpCci5bFqSWz2fv2iEpBu+bOpkUN95+XxIZJBPAi4aiWotYibj6m/sfOrbsy1bs94NotyrGR1xwljUfn19KUmR1BnhJG2YmnUBEUoapwUwcDs/1EVoI3kzHx0baJUqnXptN05NOE5yEshPVf/2m+0JAk1XhDGZmgEZxt95//P2f/ALa01lamlVjs3nDlBfe4kdEREREDD86raIZYDu3bA0WnZgHNEWvgy2j8sZXvqAtQ+Q+DLMbJkxsfcav0HrMD9/y6udIjdIpICouy3rf2L59B105ohJM4SRf8dzLPMyJqqoX2X/kRHZegBQHZ+/cXEnTkTqt2b974/dtHA2Wm2JkbJjLuw8ufubae2uBijeLFfKPfP9LWmiQorjgypFPXHXtvQfm+yK1whXlakyLjX7sy/f+l3d/uG+lOm9p6J1t3jjbDrBce3EPH5jLIr4sTG2sXU6Pt00BQHMUp2oWDQeOnIjZpCjE7IytGwvAaRbY+WftLrSpvDOT7Ksvfu2mj1x1a19dA0STxtzQ3P1HFn/nj/5uiG7UQoqOGUrvdm6dcpo5zIiIiIjoiYj3+D2JfpbSJMj22ZHpuOjD1EqY9T5N6IO//jOvPXvDWAkb+GESO2Nnp3X/Qu03qA9FffLVz3/KORvHc4xShRyTt+RzElco/IGDixZbKAM0+GLt+c+7oF061MsIo2vJ33dgEA2uThNhsHPreBN9G3HDaN0aHfl3P/SCP3nPVb01B9das6k/+eANlz3zKWeOlWMa1flXPGvmv30w3z23sub9ahP6uumN7/zg61/xjKeeMdlttR44vPjBz96z/+h80nYSJAzRKZqm3rljY0BTlGaqBw8dV99A1kqHXRtn2qU0CQWs7aLZYFC1F1T2HDgpbtwkVWrnb+m0EVW6vSZ3J/xlF+z4+i0HMTras/KAbfv1v7vuUzc+9MMvvnhmcmy1bm67b+6D19yzstgpi45HiIbs28tradeOXW3rA2McaURERETE8KPTxkydK1slpkY6C4MefDvb8MKzd1z5nAuqDFVRh1JkemwkeGmG/VBqHC689IU/WHnUjQJeREQEYgZkw6G5XpQyigOk3W7NzrSAjFANzB2cx/xag2rUmpig0xsnQtHOMQLegJe98MK//cjHh7V3QZK6Qwsnf/+vPvDH73hjKWreFx7PuOSie79wRyhDrQI/enRt5S/+21Ud6XVHxg+djOXoZhRjUMC7nCOKytXN9OwoQmEpDuH3H1tEMaUQKDbNzASIE4jBO1FINllYsZgyvCukyv3VrRtmCpEcc6vy0eNZT9/5rdsfWMstdV0tq5zLa+8+dO+9Dwo0uXI1uqEfb5VtE59UnAjgpChmNszAhhxmRERERPRExKWeTyZexAmwYXoi5LrCoEyrr7zi0hEga4JL6z/vzVPjurbSKjN6c+fvnHzqedtErdsunZkIAIEEEzGPA8dOaNmCEyBOj7XHu1CTJK0B/N17DjfwcD6UIcOmpqcbiPl2RlDD1Gh42ZXPzPWKF/W+tKL9xeu/de0dD/R8y8x6vfjSlzyjLOEsipkqzHWin8jd3cf63dbk9uhCozmaZjgpR9GzUBRbNnVryKr6NYSjy31VcWbO8tbZ2WDwgBMxOEFpCCfmTpiqqJVaeCs2TkzCLDh4ZGf18y7duXv7iBOU7Q6Ss3I8l1MLOrrsJhd1NJYTZVVoalKsvTfNQ7N6bLQ7Nh6yFBxkRERERMTwo9NJzMOcGbZvmRl1/U46ed5seMWzL2gDAVFcDnA54pxt20ZdLAZHN7RW3/rqyydKK515ZNPofcgm5kKCaxQPHz6AYEF7lS1fsHWiLQAsGiLcl669wbmMuOrymov9nTu2RRVxpQAFMGb6tld+3/mzm6uB+GFVhU0mG//iPVcvxlIcJto4d9v0j7zi8mJ4om0Dr01q1MrJxWZCW1ubpMH6lfSe99yLXV4LGiXHTu6du2NDNkuhtffYUjRBGhbaa+eV87dPV0Aw8yJQMSs1F4cPHfIYtl1t/cWRYDu3blGNyA3ysC39C7aN/sef/tEdUwFrJyQPHUTRjuXs0I/nYsRcUQ7nr7j8wplRp71jY+Wgo8vPvOCMdgGI5zAjIiIiIoYfnU45ppyz99i2cbTIS2M2/5ZXPWNDSyVGJylbDCKlYdemqY6utNPxS8+dftXzn9rSaJrEzInXbCmpATHr4lpveeloK59spyOjwwNP3VaNqlYWvaCpmwfvvmXMr43piVbvwI6RdPbmbiXmLXptuhbHczpnonr3b7/93PHOyLAf+sNKw8MPHrrmyzdXVk/4OCHDX3jzla+6fMeMmx/V5VYwi0kMPg7H8sJLnzL7oT/5yZdd5Dr9faOrD20rl8aHB8+aGSksVg5HDh2odK2jJ8fj8bE4d/amqWAIgJhBxMyLyvzxk6X0u24u1A+Nl4vbt4x5qGUT84VJR/F9T938x7/0uqdMDifT0dFmocp9iYMQ+524PCvLv/y2l7z+BVsWH755S7vX6e2dyoevvHj7KICcOMyIiIiI6IlIzHhC/ZMl/Jqh+XIpyh17j+0/PtcMmxc968LN7WK0Qow9KYO3VtSwmPHZ62/LhX/a7s3nbp5q57oMrUffCBimJEWxVsd+Ez994x2Doh3gJ4JdsnXyoh0zkgYJxUIsrvrmPQsG74uxQrqSX/bcp49IDJZgCsvWLKgfr6uJa249tG9+TYJvhv3JMk+03asv3+69mJQD6yxkf+dDx75+20NfueXooZODzujUtonyx158xiuetbsM7u4H9z58bF41lM7JcPUHX/yMwobm/f2HV2546HjjilEvbrX36mdfODs2AjETFbOsvpdx0wP77j+50NOmNBsruq94zvlTbq2lEzBBaBQhqu/ndHxl+NEv33XjvXP75/u1uZ0bRp5y5sQrr3jKBTvG9+4/vvfAgZyRs3a8e/r5u8/YMO6b1aIzyZFGRERERAw/IiIiIiIi+teFSz2JiIiIiIgYfkRERERERMTwIyIiIiIiIoYfERERERERMfyIiIiIiIiI4UdEREREREQMPyIiIiIiImL4ERERERERMfyIiIiIiIiI4UdEREREREQMPyIiIiIiImL4EREREREREcOPiIiIiIiIGH5ERERERETE8CMiIqL/g/06FgAAAAAY5G+dSCHsW1XHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVXHb4KqqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcdvgqqqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVx2+Cqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVH7zSbQAAEINJREFUHb+qqqqOX1VVVcevqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVXHb4KqqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVcdvgqqqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqo5fVVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqrq+FVVVXX8qqqqOn5VVVUdv6qqqo5fVVVVx6+qqqrjV1VV1fGrqqo6flVVVR2/qqqqjl9VVVXHr6qqquNXVVXV8auqqur4VVVVHb+qqqqOX1VVVcevqqqq41dVVdXxq6qq6vhVVVV1/Kqqqjp+VVVVx6+qqqrjV1VV1fGrqqrq+FVVVXX8qqqqOn5VVVUdv6qqquNXVVXV8auqqur4VVVVdfyqqqo6flVVVR2/qqqqjl9VVdXxq6qq6vhVVVV1/Kqqqjp+VVVVHb+qqqqOX1VVVcevqqqq41dVVXX8qqqqOn6Vdu0YROsygOP49//2XpF3FjfV4uJw0iQkWEFQnREKwo0tLo2OIqGbuOnkGE0tLYGLICkWp0GDNgRNhzeoEIIOcRxcmnX3/puE5ha1Ph94hgee6bd94QEAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBA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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">39<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h14 y91 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">sprawie <span class="_ _1c"> </span>powołania <span class="_ _1c"> </span>z <span class="_ _1c"> </span>dnie<span class="_ _1"></span>m <span class="_ _2"> </span>30 <span class="_ _1c"> </span>paź<span class="_ _1"></span>dziernika <span class="_ _1c"> </span>2024 <span class="_ _1c"> </span>r. <span class="_ _1c"> </span>na <span class="_ _1c"> </span>członków <span class="_ _1c"> </span>R<span class="_ _1"></span>ady <span class="_ _1c"> </span>Nadzorczej<span class="_ _1"></span> <span class="_ _2"> </span>Spółki: </span></div><div class="t m0 xb h14 yc4 ff1 fsa fc0 sc0 ls0 ws0">Pani Karoliny Buch<span class="_ _1"></span>ajskiej oraz Pani Na<span class="_ _1"></span>talii Buchajskiej. <span class="_ _1"></span> </div><div class="t m0 xb h15 y500 ff2 fs6 fc0 sc0 ls0 ws0">6.5.2.2. <span class="_ _d"> </span>Kompetencje i uprawnienia Rady Nadzorczej </div><div class="t m0 xb h1f y501 ff6 fsa fc0 sc0 ls0 ws0">Członkowie <span class="_ _14"> </span>R<span class="_ _1"></span>ady <span class="_ _13"> </span>Nadzorczej <span class="_ _13"> </span>wykonują <span class="_ _13"> </span>swoje <span class="_ _14"> </span>prawa<span class="_ _1"></span> <span class="_ _14"> </span>i <span class="_ _13"> </span>obowiązki <span class="_ _13"> </span>jedynie <span class="_ _14"> </span>osob<span class="_ _1"></span>iście. <span class="_ _13"> </span>Do <span class="_ _14"></span>kompet<span class="_ _1"></span>encji </div><div class="t m0 xb h14 y1a6 ff6 fsa fc0 sc0 ls0 ws0">Rady Nadzorcz<span class="_ _1"></span>ej należy: <span class="ff1"> </span></div><div class="t m0 x1c h14 y502 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">ocena <span class="_ _b"></span>spraw<span class="_ _1"></span>ozdania <span class="_ _b"></span>Z<span class="_ _1"></span>arządu <span class="_ _b"></span>z <span class="_ _12"></span>działalności <span class="_ _12"></span>Spółki <span class="_ _12"></span>oraz <span class="_ _12"></span>sprawozdania <span class="_ _12"></span>finansow<span class="_ _1"></span>ego <span class="_ _b"></span>za <span class="_ _12"></span>ubiegły </span></span></div><div class="t m0 xf h14 y307 ff6 fsa fc0 sc0 ls0 ws0">rok obrotowy, w zakr<span class="_ _1"></span>esie ich zgodności z ks<span class="_ _1"></span>ięgami, dok<span class="_ _1"></span>umentami i stanem faktyc<span class="_ _1"></span>znym,<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y308 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">ocena wniosków Zarz<span class="_ _1"></span>ądu dotycz<span class="_ _1"></span>ących podziału zysk<span class="_ _1"></span>u albo pokrycia straty,<span class="_ _b"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 yc9 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">sporządzanie <span class="_ _10"> </span>oraz <span class="_ _10"> </span>skł<span class="_ _1"></span>adanie <span class="_ _10"> </span>Walnem<span class="_ _1"></span>u <span class="_ _11"> </span>Zgro<span class="_ _1"></span>madzen<span class="_ _1"></span>iu <span class="_ _11"> </span>coroc<span class="_ _1"></span>znego <span class="_ _10"> </span>pise<span class="_ _1"></span>mnego <span class="_ _10"> </span>sprawozda<span class="_ _1"></span>nia </span></span></div><div class="t m0 xf h14 yca ff1 fsa fc0 sc0 lsa ws0">za<span class="ls0"> <span class="ff6">ubiegły rok obrotowy (sprawoz<span class="_ _1"></span>danie rady nadz<span class="_ _1"></span>orczej),<span class="_ _1"></span></span> </span></div><div class="t m0 x1c h14 y503 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zawieszenie <span class="_ _11"> </span>z <span class="_ _10"> </span>ważnych <span class="_ _10"> </span>powodów <span class="_ _11"> </span>w <span class="_ _10"> </span>czy<span class="_ _1"></span>nnościach <span class="_ _11"> </span>poszcz<span class="_ _1"></span>ególnych <span class="_ _11"> </span>lub <span class="_ _11"> </span>ws<span class="_ _1"></span>zystkich <span class="_ _11"> </span>c<span class="_ _1"></span>złonków<span class="_ _b"></span><span class="ff1"> </span></span></span></div><div class="t m0 xf h14 y504 ff6 fsa fc0 sc0 ls0 ws0">Zarządu, <span class="ff1"> </span></div><div class="t m0 x1c h14 y505 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">delegowanie <span class="_ _1c"> </span>członków <span class="_ _1c"> </span>Ra<span class="_ _1"></span>dy <span class="_ _2"> </span>Nadz<span class="_ _1"></span>orczej <span class="_ _1c"> </span>do <span class="_ _1c"> </span>czasowego <span class="_ _1c"> </span>wykonyw<span class="_ _1"></span>ania <span class="_ _1c"> </span>czynności <span class="_ _1c"> </span>członków </span></span></div><div class="t m0 xf h14 y506 ff6 fsa fc0 sc0 ls0 ws0">Zarządu nie mogący<span class="_ _1"></span>ch sprawować swo<span class="_ _1"></span>ich czynności, <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y507 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">ustalanie zasad wy<span class="_ _1"></span>nagrodzenia członków<span class="_ _1"></span> Zarządu, <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y508 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">zatwierdzanie <span class="ff6">roc<span class="_ _1"></span>znych budżetów Grupy<span class="_ _1"></span> Kapitałowej <span class="_ _1"></span>WIKANA, <span class="_ _1"></span></span> </span></span></div><div class="t m0 x1c h14 y509 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">wybór <span class="_ _13"> </span>biegłego <span class="_ _13"> </span>rewid<span class="_ _1"></span>enta <span class="_ _13"> </span>przeprowadzając<span class="_ _1"></span>ego <span class="_ _13"> </span>badanie <span class="_ _13"> </span>rocz<span class="_ _1"></span>nego <span class="_ _13"> </span>sprawozdani<span class="_ _1"></span>a <span class="_ _13"> </span>finansowego </span></span></div><div class="t m0 xf h14 y50a ff6 fsa fc0 sc0 ls0 ws0">Spółki i Grupy Kapita<span class="_ _1"></span>łowej WIKANA,<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y50b ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">wyrażanie <span class="_ _14"> </span>zgody <span class="_ _13"> </span>na <span class="_ _14"> </span>nabyc<span class="_ _1"></span>ie <span class="_ _14"> </span>i <span class="_ _14"> </span>zby<span class="_ _1"></span>cie <span class="_ _14"> </span>nieruc<span class="_ _1"></span>homości <span class="_ _13"> </span>lub <span class="_ _12"></span>u<span class="_ _1"></span>działu <span class="_ _13"> </span>w <span class="_ _12"></span>n<span class="_ _1"></span>ieruchomoś<span class="_ _1"></span>ci <span class="_ _14"></span>oraz <span class="_ _14"> </span>pra<span class="_ _1"></span>wa </span></span></div><div class="t m0 xf h1f y50c ff6 fsa fc0 sc0 ls0 ws0">użytkowania <span class="_ _1b"> </span>wieczys<span class="_ _1"></span>tego <span class="_ _1b"> </span>lub <span class="_ _1c"> </span>udzia<span class="_ _1"></span>łu <span class="_ _1c"> </span>w <span class="_ _1b"> </span>praw<span class="_ _1"></span>ie <span class="_ _1c"> </span>uży<span class="_ _1"></span>tkowania <span class="_ _1b"> </span>wieczy<span class="_ _1"></span>stego <span class="_ _1c"> </span>ora<span class="_ _1"></span>z <span class="_ _1b"> </span>obciążenie </div><div class="t m0 xf h1f y50d ff6 fsa fc0 sc0 ls0 ws0">ograniczonymi <span class="_ _f"> </span>praw<span class="_ _1"></span>ami <span class="_ _f"> </span>rzecz<span class="_ _1"></span>owymi <span class="_ _f"> </span>nieruchomości<span class="_ _1"></span> <span class="_ _f"> </span>lub <span class="_ _f"> </span>udziału <span class="_ _f"> </span>lub <span class="_ _f"> </span>pra<span class="_ _1"></span>wa <span class="_ _f"> </span>użytkowan<span class="_ _1"></span>ia </div><div class="t m0 xf h14 y50e ff1 fsa fc0 sc0 ls0 ws0">w<span class="ff6">ieczystego <span class="_ _2"> </span>lub <span class="_"> </span>u<span class="_ _1"></span>działu <span class="_ _2"> </span>w <span class="_"> </span>prawi<span class="_ _1"></span>e <span class="_"> </span>uży<span class="_ _1"></span>tkowania <span class="_ _2"> </span>wieczys<span class="_ _1"></span>tego <span class="_"> </span>nieruch<span class="_ _1"></span>omości, <span class="_ _2"> </span>jeśli <span class="_ _2"> </span>wysokość </span></div><div class="t m0 xf h1f y50f ff6 fsa fc0 sc0 ls0 ws0">powstałego <span class="_ _1"></span>z <span class="_ _1"></span>tych <span class="_ _1"></span>tytułów <span class="_ _1"></span>z<span class="_ _1"></span>obowiązania <span class="_ _1"></span>lub <span class="_ _1"></span>prawa <span class="_ _1"></span>Sp<span class="_ _1"></span>ółki, <span class="_ _1"></span>przy <span class="_ _1"></span>jednej <span class="_ _1"></span>transakcj<span class="_ _1"></span>i, <span class="_ _1"></span>przekroczy<span class="_ _1"></span> 1/3 </div><div class="t m0 xf h14 y510 ff1 fsa fc0 sc0 ls10 ws0">wy<span class="ff6 ls0">sokości kapi<span class="_ _0"></span>tału zakładowego, <span class="_ _0"></span>w<span class="ff1"> kwocie ne<span class="_ _0"></span>tto, <span class="ff6">z <span class="_ _4"></span>tym<span class="_ _1"></span> <span class="_ _0"></span>że <span class="_ _0"></span>powyżs<span class="_ _1"></span>za <span class="_ _0"></span>zgoda <span class="_ _0"></span>Ra<span class="ff1">dy Nadzorczej ni<span class="_ _0"></span>e </span></span></span></span></div><div class="t m0 xf h14 y511 ff1 fsa fc0 sc0 ls0 ws0">jest wymagana <span class="_ _0"></span>w <span class="ff6">sytuacji gdy <span class="_ _0"></span>czynności o <span class="_ _0"></span>jakich mowa <span class="_ _0"></span>w tym <span class="_ _0"></span>punkcie dokonywane są <span class="_ _0"></span>pomiędzy </span></div><div class="t m0 xf h14 y512 ff6 fsa fc0 sc0 ls0 ws0">lub na rzecz spółek pow<span class="_ _1"></span>iązanych kapitał<span class="_ _1"></span>owo ze Spółką,<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y513 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">inne sprawy przew<span class="_ _1"></span>idziane Statutem i Ko<span class="_ _1"></span>deksem Spółek Hand<span class="_ _1"></span>lowych. <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 xb h14 y514 ff6 fsa fc0 sc0 ls0 ws0">Zgodnie <span class="_ _13"> </span>z <span class="_ _14"></span>zasad<span class="_ _1"></span>ą <span class="_ _13"> </span><span class="ff1 ls5">2.11<span class="ls0"> <span class="_ _13"></span></span></span>„Dobryc<span class="_ _1"></span>h <span class="_ _14"> </span>Praktyk<span class="_ _1"></span> <span class="_ _13"> </span>Spółek <span class="_ _14"> </span>Not<span class="_ _1"></span>owanych <span class="_ _13"> </span>na <span class="_ _13"> </span>GPW <span class="_ _13"> </span>20<span class="ff1 ls11">21</span>” <span class="_ _14"> </span>(<span class="_ _1"></span>„Poza <span class="_ _13"> </span>czynnościami </div><div class="t m0 xb h14 y515 ff6 fsa fc0 sc0 ls0 ws0">wynikającymi <span class="_ _14"> </span>z <span class="_ _13"> </span>przepisów <span class="_ _14"> </span>prawa<span class="_ _1"></span><span class="ff1"> <span class="_ _14"></span>raz <span class="_ _13"></span>w <span class="_ _14"></span></span>roku <span class="_ _14"></span>rada <span class="_ _13"> </span>nadzorcza <span class="_ _13"> </span>sporządza <span class="_ _14"></span>i <span class="_ _14"></span>przedstawia <span class="_ _14"> </span>z<span class="_ _1"></span>wyczajnemu </div><div class="t m0 xb h14 y516 ff1 fsa fc0 sc0 ls0 ws0">walnemu <span class="_ _0"></span>zgromadzeni<span class="_ _1"></span>u <span class="_ _0"></span>do <span class="_ _0"></span>zatwierdzeni<span class="_ _1"></span>a <span class="_ _0"></span>roczne <span class="_ _0"></span>sprawozdanie <span class="ff6 ls6">[…].”</span>). <span class="_ _0"></span>Rada <span class="_ _0"></span>Nadzorc<span class="_ _1"></span>za <span class="_ _0"></span>w <span class="_ _0"></span>dniu <span class="_ _0"></span>28 <span class="_ _0"></span>maja </div><div class="t m0 xb h14 y517 ff1 fsa fc0 sc0 ls5 ws0">2024<span class="ls0"> <span class="ff6">r<span class="_ _1"></span>. prz<span class="_ _1"></span>yjęła <span class="_ _1"></span>„</span>Sprawozd<span class="_ _1"></span>anie <span class="_ _1"></span><span class="ff6">z <span class="_ _1"></span>działalności <span class="_ _1"></span></span>Rady <span class="_ _1"></span>N<span class="_ _1"></span>adzorczej <span class="_ _b"></span><span class="ff6">WIKANA S.A. <span class="_ _1"></span>z <span class="_ _1"></span>siedzibą <span class="_ _1"></span>w <span class="_ _1"></span>Lublinie <span class="_ _1"></span>za </span></span></div><div class="t m0 xb h14 y518 ff1 fsa fc0 sc0 ls5 ws0">20<span class="ls0">23 <span class="_ _1d"> </span>rok<span class="ff6">”, <span class="_ _1d"> </span>które <span class="_ _1d"> </span>nastę<span class="_ _1"></span>pnie <span class="_ _1d"> </span>w <span class="_ _1d"> </span>dniu <span class="_ _19"> </span></span>26 <span class="_ _1d"> </span>czerwc<span class="_ _1"></span>a <span class="_ _1d"> </span>2024 <span class="_ _1d"> </span><span class="ff6">r. <span class="_ _1d"> </span>prz<span class="_ _1"></span>edstawiła <span class="_ _1d"> </span>Zwycz<span class="_ _1"></span>ajnemu <span class="_ _1d"> </span>Walnemu </span></span></div><div class="t m0 xb h14 y519 ff1 fsa fc0 sc0 ls0 ws0">Zgromadzeniu. <span class="_ _1"></span> </div><div class="t m0 xb h14 y51a ff6 fsa fc0 sc0 ls0 ws0">Ponadto, <span class="_ _4"></span>z<span class="_ _1"></span>godnie <span class="_ _0"></span>z <span class="_ _0"></span>zasadą <span class="ff1 ls5">4.7 <span class="_ _4"></span><span class="ff6 ls0">„<span class="ff1">D<span class="_ _1"></span>obrych <span class="_ _0"></span>Prakt<span class="ff6">yk Spółek <span class="_ _4"></span>Notowany<span class="_ _1"></span>ch <span class="_ _0"></span>na <span class="_ _4"></span>G<span class="_ _1"></span>PW <span class="_ _0"></span>2021<span class="_ _1"></span>” <span class="_ _0"></span>(„<span class="ff1">Rada <span class="_ _0"></span>nadzorcza </span></span></span></span></span></div><div class="t m0 xb h1f y51b ff6 fsa fc0 sc0 ls0 ws0">opiniuje <span class="_ _12"></span>proj<span class="_ _1"></span>ekty <span class="_ _12"></span>uchwa<span class="_ _1"></span>ł <span class="_ _12"></span>wnoszone <span class="_ _14"></span>przez <span class="_ _12"></span>z<span class="_ _1"></span>arząd <span class="_ _12"></span>do <span class="_ _14"> </span>porządku <span class="_ _14"></span>obrad <span class="_ _12"></span>w<span class="_ _1"></span>alnego <span class="_ _12"></span>z<span class="_ _1"></span>gromadzenia.<span class="_ _b"></span>”) <span class="_ _12"></span>Rada </div><div class="t m0 xb h14 y51c ff1 fsa fc0 sc0 ls0 ws0">Nadzorcza <span class="ff6">rozpatrywała i <span class="_ _4"></span>o<span class="_ _1"></span>piniowała sprawy mające <span class="_ _4"></span>b<span class="_ _1"></span>yć przedmiotem <span class="_ _0"></span>uchwał Walnego <span class="_ _0"></span>Zgromadze<span class="_ _1"></span>nia. <span class="_ _b"></span><span class="ff1"> </span></span></div><div class="t m0 xb h14 y3bd ff6 fsa fc0 sc0 ls0 ws0">Do ważności uchwał <span class="_ _0"></span>Rady Nadzorczej wymagana jest obecność większości jej członków, <span class="ff1">a wszys<span class="_ _1"></span>cy jej </span></div><div class="t m0 xb h1f y51d ff6 fsa fc0 sc0 ls0 ws0">członkowie p<span class="_ _1"></span>owinni zos<span class="_ _1"></span>tać z<span class="_ _1"></span>aproszeni. Uc<span class="_ _1"></span>hwały zapa<span class="_ _1"></span>dają bezwz<span class="_ _1"></span>ględną w<span class="_ _1"></span>iększością od<span class="_ _1"></span>danych <span class="_ _1"></span>głosów </div><div class="t m0 xb h1f y51e ff6 fsa fc0 sc0 ls0 ws0">członków <span class="_ _13"> </span>Ra<span class="_ _1"></span>dy <span class="_ _13"> </span>ob<span class="_ _1"></span>ecnych <span class="_ _11"> </span>na <span class="_ _13"> </span>pos<span class="_ _1"></span>iedzeniu, <span class="_ _13"> </span>a<span class="_ _1"></span> <span class="_ _13"> </span>w <span class="_ _11"> </span>przypadku <span class="_ _11"> </span>równego <span class="_ _11"> </span>podziału <span class="_ _13"> </span>głosów <span class="_ _11"> </span>decyduje <span class="_ _11"> </span>głos </div><div class="t m0 xb h1f y51f ff6 fsa fc0 sc0 ls0 ws0">Przewodniczącego <span class="_ _11"> </span>Rady. <span class="_ _11"> </span>Członkowie <span class="_ _13"> </span>Rady <span class="_ _11"> </span>Nadzorcz<span class="_ _1"></span>ej <span class="_ _13"> </span>mogą <span class="_ _11"> </span>brać<span class="_ _1"></span> <span class="_ _11"> </span>udział <span class="_ _13"> </span>w <span class="_ _13"> </span>p<span class="_ _1"></span>odejmowaniu <span class="_ _11"> </span>uchwał </div><div class="t m0 xb h1f y520 ff6 fsa fc0 sc0 ls0 ws0">oddając <span class="_ _4"></span>swój <span class="_ _4"></span>g<span class="_ _1"></span>łos <span class="_ _4"></span>na <span class="_ _0"></span>piśmie <span class="_ _4"></span>z<span class="_ _1"></span>a <span class="_ _4"></span>pośrednictwem <span class="_ _0"></span>innego <span class="_ _4"></span>cz<span class="_ _1"></span>łonka <span class="_ _4"></span>Rady. <span class="_ _4"></span>O<span class="_ _1"></span>ddanie <span class="_ _4"></span>gł<span class="_ _1"></span>osu <span class="_ _4"></span>na <span class="_ _4"></span>piśm<span class="_ _1"></span>ie <span class="_ _4"></span>nie <span class="_ _4"></span>m<span class="_ _1"></span>oże </div><div class="t m0 xb h1f y4e8 ff6 fsa fc0 sc0 ls0 ws0">dotyczyć <span class="_ _11"> </span>spraw <span class="_ _11"> </span>wprowadzonyc<span class="_ _1"></span>h <span class="_ _11"> </span>do <span class="_ _13"> </span>porz<span class="_ _1"></span>ądku <span class="_ _11"> </span>obra<span class="_ _1"></span>d <span class="_ _11"> </span>na <span class="_ _11"> </span>posiedzeniu <span class="_ _11"> </span>Rady. <span class="_ _11"> </span>Rada <span class="_ _11"> </span>Nadzorcza <span class="_ _11"> </span>może </div><div class="t m0 xb h14 y521 ff6 fsa fc0 sc0 ls0 ws0">podejmować <span class="_ _13"> </span>uchwały <span class="_ _13"> </span>w <span class="_ _13"> </span>trybie <span class="_ _13"> </span>pisemnym <span class="_ _11"> </span>–<span class="ff1"> <span class="_ _13"></span></span>uchwała <span class="_ _13"> </span>podjęta <span class="_ _13"> </span>w <span class="_ _13"> </span>tym <span class="_ _13"> </span>trybie <span class="_ _13"> </span>jest <span class="_ _13"> </span>ważna, <span class="_ _13"> </span>gdy <span class="_ _13"> </span>wszysc<span class="_ _1"></span>y </div><div class="t m0 xb h1f y522 ff6 fsa fc0 sc0 ls0 ws0">członkowie Rady zostali powiadom<span class="_ _1"></span>ieni o treści projektu uchwa<span class="_ _1"></span>ły. Podejmowanie <span class="_ _1"></span>uchwał w powyższy<span class="_ _1"></span>ch </div></div></div><div class="pi"></div></div>
<div id="pf28" class="pf w0 h0"><div class="pc pc28 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">40<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h14 y91 ff1 fsa fc0 sc0 ls0 ws0">trybach <span class="_ _0"></span>nie <span class="_ _0"></span>dot<span class="ff6">yc<span class="_ _1"></span>zy <span class="_ _0"></span>wyborów <span class="_ _0"></span>Przewodn<span class="_ _1"></span>iczącego i <span class="_ _4"></span>W<span class="_ _1"></span>iceprzewodnicząceg<span class="_ _1"></span>o<span class="ff1"> </span>Rady <span class="_ _4"></span>Nadzorc<span class="_ _1"></span>zej, <span class="_ _0"></span>powołania<span class="_ _1"></span> </span></div><div class="t m0 xb h14 yc4 ff6 fsa fc0 sc0 ls0 ws0">członka Zarządu oraz<span class="_ _1"></span> odwołania i<span class="_ _1"></span><span class="ff1"> </span>zawieszan<span class="_ _1"></span>ia w czynnościach tych os<span class="_ _1"></span>ób. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h1f y3f9 ff6 fsa fc0 sc0 ls0 ws0">Posiedzenie <span class="_ _b"></span>Rady <span class="_ _b"></span>Nadzorc<span class="_ _1"></span>zej <span class="_ _b"></span>oraz <span class="_ _b"></span>podejmowanie <span class="_ _b"></span>uc<span class="_ _1"></span>hwał <span class="_ _b"></span>przez <span class="_ _b"></span>Radę <span class="_ _b"></span>Nadzorczą <span class="_ _b"></span>m<span class="_ _b"></span>oże <span class="_ _b"></span>się <span class="_ _b"></span>odbywać </div><div class="t m0 xb h14 y16c ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">ten sposób, że</span> <span class="ff6">członkowie Rady Nadzorczej uczestnicz<span class="_ _1"></span>ą w <span class="_ _0"></span>posiedz<span class="_ _1"></span>eniu <span class="_ _1"></span><span class="ff1">i </span>podejmowa<span class="_ _1"></span>niu uchwał przy </span></div><div class="t m0 xb h1f y16d ff6 fsa fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>taniu środków b<span class="_ _1"></span>ezpośredniego p<span class="_ _1"></span>orozumiewa<span class="_ _1"></span>nia się <span class="_ _1"></span>na o<span class="_ _1"></span>dległość, prz<span class="_ _1"></span>y cz<span class="_ _1"></span>ym wsz<span class="_ _1"></span>yscy biorący </div><div class="t m0 xb h14 y2f ff6 fsa fc0 sc0 ls0 ws0">udział <span class="_ _0"></span>w <span class="_ _0"></span>posiedzeniu <span class="_ _0"></span>członkowie Rady <span class="_ _4"></span>Nadzorc<span class="_ _1"></span>zej <span class="_ _0"></span>muszą być <span class="_ _4"></span>poinformowani o <span class="_ _4"></span>treśc<span class="_ _1"></span>i <span class="_ _0"></span>projektów <span class="_ _0"></span>uchwał. <span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y3fc ff6 fsa fc0 sc0 ls0 ws0">Szczegółowy op<span class="_ _1"></span>is dział<span class="_ _1"></span>ania Rady <span class="_ _1"></span>Nadzorc<span class="_ _1"></span>zej<span class="_ _1"></span><span class="ff1"> </span>z<span class="_ _1"></span>awarty jes<span class="_ _1"></span>t w S<span class="_ _1"></span>tatucie <span class="_ _1"></span>Spółki <span class="_ _1"></span><span class="ff1">oraz <span class="_ _1"></span>w <span class="_ _1"></span>Regulaminie <span class="_ _1"></span>Rady </span></div><div class="t m0 xb h14 y41d ff1 fsa fc0 sc0 ls0 ws0">Nadzo<span class="ff6">rczej <span class="_ _10"> </span>(dostęp<span class="_ _1"></span>ne</span> <span class="_ _10"> </span>na<span class="_ _1"></span> <span class="_ _10"> </span>stronie <span class="_ _10"> </span>intern<span class="_ _1"></span>etowej <span class="_ _10"> </span>Emit<span class="_ _1"></span>enta, <span class="_ _10"> </span>co <span class="_ _10"> </span>re<span class="_ _1"></span>a<span class="_ _1"></span><span class="ff6">lizuje <span class="_ _10"> </span>wspomn<span class="_ _1"></span>ianą <span class="_ _10"> </span>już <span class="_ _10"> </span>zas<span class="_ _1"></span>adę <span class="_"> </span></span>1.1. </div><div class="t m0 xb h14 y42c ff6 fsa fc0 sc0 ls0 ws0">„Dobrych <span class="_ _1c"> </span>Prakty<span class="_ _1"></span>k <span class="_ _1c"> </span>Spó<span class="_ _1"></span>łek <span class="_ _1c"> </span>Noto<span class="_ _1"></span>wanych <span class="_ _1c"> </span>na <span class="_ _1b"> </span>GPW <span class="_ _1b"> </span>2<span class="_ _1"></span><span class="ff1 ls5">021</span>” <span class="_ _1c"> </span>(„<span class="_ _1"></span>Spółka <span class="_ _1b"> </span>prowadzi <span class="_ _1b"> </span>sprawną<span class="_ _1"></span> <span class="_ _1c"> </span>komunikacj<span class="_ _1"></span>ę </div><div class="t m0 xb h14 y170 ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">uczestnikami rynku <span class="_ _4"></span>ka<span class="_ _1"></span>pitałowego,<span class="_ _1"></span> <span class="_ _0"></span>rzetelnie informując <span class="_ _0"></span>o<span class="_ _1"></span><span class="ff1"> <span class="_ _0"></span><span class="ff6">sprawach jej <span class="_ _0"></span>dotyczących. W <span class="_ _4"></span>tym<span class="_ _1"></span> <span class="_ _0"></span>celu <span class="_ _0"></span>spółka </span></span></span></div><div class="t m0 xb h1f y171 ff6 fsa fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>tuje różnorodne narzędzia i formy porozu<span class="_ _1"></span>miewania się, w tym przede ws<span class="_ _1"></span>zystkim korporac<span class="_ _1"></span>yjną </div><div class="t m0 xb h14 y172 ff6 fsa fc0 sc0 ls0 ws0">stronę <span class="_ _4"></span>internetową, <span class="_ _4"></span>n<span class="_ _1"></span>a <span class="_ _4"></span>której<span class="_ _1"></span> <span class="_ _4"></span>zamieszcz<span class="_ _1"></span>a <span class="_ _4"></span>wszelkie <span class="_ _4"></span>informacj<span class="_ _1"></span>e <span class="_ _4"></span>istotne <span class="_ _4"></span>dla <span class="_ _4"></span>inw<span class="_ _1"></span>estorów.”). <span class="ff1">Regulamin <span class="_ _4"></span>Rady </span></div><div class="t m0 xb h14 y495 ff6 fsa fc0 sc0 ls0 ws0">Nadzorczej został znowelizowany poprzez przyjęc<span class="_ _1"></span>ie nowego <span class="_ _0"></span>tekstu Regulaminu uchwałą <span class="_ _1"></span><span class="ff1">nr 22/VI/2019 </span></div><div class="t m0 xb h14 y523 ff1 fsa fc0 sc0 ls0 ws0">Zwyczajnego W<span class="_ _1"></span>alnego Zgromadze<span class="_ _1"></span>nia z dnia <span class="_ _1"></span>28 czerw<span class="_ _1"></span>ca 2019 r.<span class="_ _1"></span> </div><div class="t m0 xb h15 y524 ff2 fs6 fc0 sc0 ls0 ws0">6.5.2.3. <span class="_ _d"> </span>Komitet Audytu </div><div class="t m0 xb h14 y377 ff6 fsa fc0 sc0 ls0 ws0">Biorąc pod uwagę <span class="_ _1"></span>dane, które S<span class="_ _1"></span>półka osiągnęła<span class="_ _1"></span> na koniec roku obrotowe<span class="_ _1"></span>go<span class="_ _1"></span><span class="ff1"> 2024 i <span class="ls11">20</span>23<span class="lse">: </span> </span></div></div><div class="c xb y525 w5c h25"><div class="t m0 x3b h13 y1cb ff2 fsa fc0 sc0 ls0 ws0">WIKANA S.A.<span class="_ _1"></span> </div></div><div class="c x9d y525 w5d h25"><div class="t m0 x53 h13 y1cb ff2 fsa fc0 sc0 ls5 ws0">202<span class="ls0">4 </span></div></div><div class="c x58 y525 w5e h25"><div class="t m0 x53 h13 y1cb ff2 fsa fc0 sc0 ls5 ws0">20<span class="ls0">23 </span></div></div><div class="c xb y526 w5c h25"><div class="t m0 x3b h14 y1cb ff6 fsa fc0 sc0 ls0 ws0">Suma aktywów bila<span class="_ _1"></span>nsu*<span class="ff1"> </span></div></div><div class="c x9d y526 w5d h25"><div class="t m0 x9e h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">141 647 </div></div><div class="c x58 y526 w5e h25"><div class="t m0 x9e h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">120 726 </div></div><div class="c xb y4ef w5c h27"><div class="t m0 x3b h14 y1cb ff6 fsa fc0 sc0 ls0 ws0">Przychody netto ze sprz<span class="_ _1"></span>edaży towarów <span class="_ _1"></span>i produktów*<span class="_ _1"></span><span class="ff1"> </span></div></div><div class="c x9d y4ef w5d h27"><div class="t m0 x46 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">5 287 </div></div><div class="c x58 y4ef w5e h27"><div class="t m0 x46 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">3 155 </div></div><div class="c xb y527 w5c h25"><div class="t m0 x3b h14 y1cb ff6 fsa fc0 sc0 ls0 ws0">Średnioroczne zatrud<span class="_ _1"></span>nienie w prz<span class="_ _1"></span>eliczeniu na pełne et<span class="_ _1"></span>aty <span class="_ _1"></span><span class="ff1"> </span></div></div><div class="c x9d y527 w5d h25"><div class="t m0 x67 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">9 </div></div><div class="c x58 y527 w5e h25"><div class="t m0 x67 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">9 </div></div><div class="c xb y528 w5c h25"><div class="t m0 x3b h58 y1cb ff10 fsa fc0 sc0 ls21 ws0">* <span class="ls0">- <span class="fff">dane w tys<span class="_ _1"></span>. zł</span> </span></div></div><div class="c x9d y528 w5d h25"><div class="t m0 x66 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x58 y528 w5e h25"><div class="t m0 x66 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb h14 y529 ff6 fsa fc0 sc0 ls0 ws0">Spółka <span class="ff1">do <span class="_ _1"></span>dnia odby<span class="_ _1"></span>cia Zwy<span class="_ _1"></span>czajnego Walnego <span class="_ _1"></span>Zgromadzen<span class="_ _1"></span>ia za 2<span class="_ _1"></span>023 rok <span class="_ _b"></span></span>spełnia<span class="lsd">ła<span class="_ _1"></span></span><span class="ff1"> </span>kryteria <span class="_ _1"></span>określon<span class="_ _1"></span>e </div><div class="t m0 xb h1f y3e4 ff6 fsa fc0 sc0 ls0 ws0">w art. <span class="_ _1"></span>12<span class="_ _1"></span>8 ust. <span class="_ _1"></span>4 <span class="_ _1"></span>pkt <span class="_ _1"></span>4 <span class="_ _1"></span>usta<span class="_ _1"></span>wy <span class="_ _1"></span>o <span class="_ _1"></span>biegłych r<span class="_ _1"></span>ewidentach,<span class="_ _1"></span> <span class="_ _1"></span>firmach <span class="_ _1"></span>audytorsk<span class="_ _1"></span>ich oraz<span class="_ _1"></span> nadzorz<span class="_ _1"></span>e p<span class="_ _1"></span>ublicznym </div><div class="t m0 xb h14 y52a ff1 fsa fc0 sc0 ls0 ws0">(Dz.U. z <span class="_ _0"></span>2017 r. <span class="_ _4"></span>poz. 1089 <span class="ff6">z późn. <span class="_ _0"></span>zm.; dalej: <span class="_ _0"></span>„Ustawa”)<span class="_ _1"></span>, wobe<span class="_ _0"></span>c czego pełnienie <span class="_ _0"></span>funkcj<span class="_ _1"></span>i <span class="_ _0"></span>komitetu audytu </span></div><div class="t m0 xb h1f y52b ff6 fsa fc0 sc0 ls0 ws0">w c<span class="_ _1"></span>elu wyk<span class="_ _1"></span>onywania <span class="_ _1"></span>obowiązk<span class="_ _1"></span>ów k<span class="_ _1"></span>omitetu a<span class="_ _1"></span>udytu <span class="_ _1"></span>określonych <span class="_ _1"></span>w <span class="_ _1"></span>Ustawie<span class="_ _1"></span>, ustaw<span class="_ _1"></span>ie <span class="_ _1"></span>z <span class="_ _1"></span>dnia <span class="_ _1"></span>29 wrz<span class="_ _1"></span>eśnia </div><div class="t m0 xb h14 y52c ff6 fsa fc0 sc0 ls0 ws0">1994 r. o rachunkowości<span class="_ _1"></span> i rozporządzen<span class="_ _1"></span>iu nr 537/2014, pow<span class="_ _1"></span>i<span class="_ _1"></span><span class="ff1">erz</span>one było <span class="_ _1"></span>Radzie Nadzorc<span class="_ _1"></span>zej Spółki.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h1f y52d ff6 fsa fc0 sc0 ls0 ws0">Zgodnie <span class="_ _2"> </span>z <span class="_ _1c"> </span>art. <span class="_ _2"> </span>1<span class="_ _1"></span>29 <span class="_ _2"> </span>ust. <span class="_ _1c"> </span>1 <span class="_ _1c"> </span>Ustawy <span class="_ _2"> </span>prz<span class="_ _1"></span>ynajmniej <span class="_ _2"> </span>j<span class="_ _1"></span>eden <span class="_ _2"> </span>cz<span class="_ _1"></span>łonek <span class="_ _2"> </span>ko<span class="_ _1"></span>mitetu <span class="_ _2"> </span>au<span class="_ _1"></span>dytu <span class="_ _2"> </span>posiad<span class="_ _1"></span>a <span class="_ _2"> </span>wiedzę<span class="_ _1"></span> </div><div class="t m0 xb h14 y52e ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">umiejętności <span class="_ _1"></span>w <span class="_ _1"></span>zakres<span class="_ _1"></span>ie <span class="_ _1"></span>rachunkow<span class="_ _1"></span>ości l<span class="_ _1"></span>ub <span class="_ _b"></span>badania <span class="_ _1"></span>sprawoz<span class="_ _1"></span>dań <span class="_ _1"></span>finansowych. <span class="_ _b"></span></span>Zgodn<span class="ff6">ie <span class="_ _1"></span>ze <span class="_ _1"></span>złoż<span class="_ _1"></span>onymi </span></div><div class="t m0 xb h14 y52f ff6 fsa fc0 sc0 ls0 ws0">oświadczeniami, <span class="_ _1"></span>po ich <span class="_ _1"></span>weryfikacj<span class="_ _1"></span>i, Rada s<span class="_ _1"></span>twierdziła, ż<span class="_ _1"></span>e <span class="_ _1"></span>wiedzę <span class="_ _1"></span>taką pos<span class="_ _1"></span>iada<span class="ff1 lsd">li<span class="ls0"> <span class="_ _1"></span></span></span>nas<span class="_ _1"></span>tępujący <span class="_ _1"></span>członkowie </div><div class="t m0 xb h14 y530 ff1 fsa fc0 sc0 ls0 ws0">Rady<span class="ls6">: </span> </div><div class="t m0 xb h14 y531 ff6 fsa fc0 sc0 ls0 ws0">Pani <span class="_ _10"> </span>Anna <span class="_"> </span>Kułach<span class="ff1"> <span class="_ _10"> </span>(z<span class="_ _1"></span> <span class="_ _10"> </span>uwagi <span class="_ _10"> </span>m<span class="_ _1"></span>.in. <span class="_"> </span>na <span class="_ _11"> </span>posi<span class="_ _1"></span>adane: <span class="_"> </span></span>wykształcenie, <span class="_ _10"> </span>tytuł <span class="_"> </span>biegłego <span class="_ _10"> </span>rewidenta <span class="_"> </span>i <span class="_ _11"> </span>FC<span class="_ _1"></span>CA<span class="_ _1"></span><span class="ff1 lse">, </span></div><div class="t m0 xb h14 y48c ff6 fsa fc0 sc0 ls0 ws0">doświadczenie <span class="_ _10"> </span>zawo<span class="_ _1"></span>dowe<span class="ff1 lsc">) <span class="_ _10"> </span><span class="ls0">oraz <span class="_ _10"> </span>Pan <span class="_ _10"> </span>Krz<span class="_ _1"></span>ysztof <span class="_ _10"> </span>Misiak<span class="_ _1"></span> <span class="_ _10"> </span></span></span>(z<span class="_ _1"></span> <span class="_ _11"> </span>uwagi <span class="_"> </span>m.in. <span class="_ _11"> </span>na <span class="_ _10"> </span>posiadane <span class="_ _10"> </span>wy<span class="_ _1"></span>kształcenie<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y532 ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">doświadczenie zawod<span class="_ _1"></span>owe oraz <span class="_ _1"></span>ukończone kurs<span class="_ _1"></span>y i szkolenia)<span class="_ _1"></span></span>. </div><div class="t m0 xb h14 y533 ff1 fsa fc0 sc0 ls0 ws0">Zgodnie <span class="_ _0"></span>z art. 129 <span class="_ _0"></span>ust. <span class="_ _0"></span>3 <span class="ff6">Ustawy większość członków <span class="_ _0"></span><span class="ff1">komitetu audytu, w <span class="_ _0"></span>tym jego <span class="ff6">przewodniczący, jest </span></span></span></div><div class="t m0 xb h14 y534 ff6 fsa fc0 sc0 ls0 ws0">niezależna <span class="_ _13"> </span>od <span class="_ _14"> </span>Spółki, <span class="_ _13"> </span>czyli <span class="_ _13"> </span>spełnia <span class="_ _14"></span>kryteria<span class="_ _1"></span>, <span class="_ _14"> </span>o <span class="_ _13"> </span>których <span class="_ _13"> </span>mowa <span class="_ _13"> </span>w <span class="_ _14"></span>art. <span class="_ _13"> </span>129 <span class="_ _14"> </span>ust. <span class="_ _13"> </span>3 <span class="_ _14"> </span>p<span class="_ _1"></span>kt <span class="_ _13"> </span>1) <span class="_ _13"> </span>–<span class="ff1"> <span class="_ _13"></span>10) <span class="_ _14"></span>Ustawy<span class="_ _1"></span>. </span></div><div class="t m0 xb h14 y535 ff6 fsa fc0 sc0 ls0 ws0">Zgodnie <span class="_ _14"> </span>ze <span class="_ _14"> </span>z<span class="_ _1"></span>łożonymi <span class="_ _13"> </span>oświadczenia<span class="_ _1"></span>mi, <span class="_ _13"> </span><span class="ff1">po <span class="_ _14"></span>ich <span class="_ _14"></span>w<span class="_ _1"></span>eryfik<span class="_ _1"></span>acji, <span class="_ _14"></span></span>c<span class="_ _1"></span>złonkowie <span class="_ _14"> </span>Ra<span class="_ _1"></span>dy, <span class="_ _14"></span>kt<span class="_ _1"></span>órzy <span class="_ _14"> </span>s<span class="_ _1"></span>peł<span class="ff1">nia<span class="_ _1"></span><span class="lsd">li</span> <span class="_ _14"></span>kr<span class="_ _1"></span>yteria </span></div><div class="t m0 xb h14 y536 ff6 fsa fc0 sc0 ls0 ws0">niezależności, o<span class="ff1"> </span>który<span class="_ _1"></span>ch mowa w zdan<span class="_ _1"></span>iu poprzednim, <span class="_ _1"></span>to: <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y537 ff1 fsa fc0 sc0 ls0 ws0">Pan Marcin Mar<span class="ff6">czuk<span class="_ _1"></span> (Przewodnicz<span class="_ _1"></span>ący Rady), Pani Anna K<span class="_ _1"></span>ułach <span class="_ _1"></span></span>oraz Pani <span class="_ _1"></span>Patrycja Wojtczy<span class="_ _1"></span>k. </div><div class="t m0 xb h14 y538 ff1 fsa fc0 sc0 ls0 ws0">Zgodnie <span class="_ _2"> </span>z <span class="_ _1c"> </span>art. <span class="_ _1c"> </span>129 <span class="_ _1c"> </span>ust. <span class="_ _1c"> </span>5 <span class="_ _2"> </span>Ustawy <span class="_ _1c"> </span><span class="ff6">przynaj<span class="_ _1"></span>mniej <span class="_ _2"> </span>je<span class="_ _1"></span>den <span class="_ _2"> </span>członek <span class="_ _1c"> </span>komitetu <span class="_ _1c"> </span>audytu <span class="_ _1c"> </span>posiada<span class="_ _1"></span></span> <span class="_ _1c"> </span><span class="ff6">wiedzę<span class="_ _1"></span> </span></div><div class="t m0 xb h14 y539 ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">umiejętności <span class="_"> </span>z <span class="_"> </span>zakresu <span class="_"> </span>branży<span class="_ _1"></span>, <span class="_"> </span>w <span class="_"> </span>której <span class="_"> </span>działa <span class="_"> </span></span>jed<span class="_ _1"></span>nostka <span class="_"> </span>zainteres<span class="_ _1"></span>owania <span class="_"> </span>publicznego<span class="_ _1"></span>. <span class="_"> </span>Zgodnie </div><div class="t m0 xb h14 y53a ff1 fsa fc0 sc0 lsa ws0">ze<span class="ls0"> <span class="ff6">złożonymi <span class="_ _13"> </span>oświadczen<span class="_ _1"></span>iami <span class="_ _13"> </span>wszysc<span class="_ _1"></span>y <span class="_ _13"> </span>członkowie <span class="_ _13"> </span>Rady<span class="_ _1"></span> <span class="_ _13"> </span>Nadzo<span class="_ _1"></span></span>rczej<span class="_ _1"></span> <span class="_ _13"> </span><span class="ff6">Spółki<span class="_ _1"></span></span>, <span class="_ _13"></span>z <span class="_ _13"> </span>uwagi <span class="_ _13"> </span>n<span class="_ _1"></span>a: <span class="_ _13"></span>posiadane<span class="_ _1"></span> </span></div><div class="t m0 xb h1f y53b ff6 fsa fc0 sc0 ls0 ws0">wykształcenie, <span class="_ _0"></span>doświadcz<span class="_ _1"></span>enie <span class="_ _0"></span>zawodowe, w <span class="_ _4"></span>tym członkostwo <span class="_ _0"></span>w <span class="_ _4"></span>organ<span class="_ _1"></span>ach <span class="_ _0"></span>spółek działających <span class="_ _4"></span>w branży </div><div class="t m0 xb h14 y53c ff1 fsa fc0 sc0 ls0 ws0">i/lub <span class="_ _13"> </span>posiadane <span class="_ _11"> </span>uprawnienia <span class="_ _11"> </span>zawodowe, <span class="_ _11"> </span>posiada<span class="lsd">li<span class="_ _1"></span></span> <span class="_ _13"> </span><span class="ff6">wiedzę <span class="_ _11"> </span>i</span> <span class="ff6">umiejętności <span class="_ _13"> </span>z<span class="_ _1"></span> <span class="_ _13"> </span>zakresu <span class="_ _13"> </span>bra<span class="_ _1"></span>nży, <span class="_ _13"> </span>w <span class="_ _13"> </span>k<span class="_ _1"></span>tórej </span></div><div class="t m0 xb h14 y53d ff6 fsa fc0 sc0 ls0 ws0">działa Spółka.<span class="ff1"> <span class="_ _1"></span> </span></div></div></div><div class="pi"></div></div>
<div id="pf29" class="pf w0 h0"><div class="pc pc29 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">41<span class="ff5 fs6 ls0"> </span></div><div class="t m0 xb h14 y91 ff1 fsa fc0 sc0 ls0 ws0">W <span class="_"> </span>wykonaniu <span class="_"> </span>funkcji <span class="_"> </span>komitetu <span class="_"> </span>audytu, <span class="_"> </span>zgodnie <span class="_"> </span>z <span class="_"> </span>art. <span class="_"> </span>130 <span class="_"> </span>pkt <span class="_"> </span>5 <span class="_ _10"> </span>Ustawy<span class="_ _1"></span> <span class="_"> </span><span class="ff6">Ra<span class="_ _1"></span>da <span class="_"> </span>Nadzorcza <span class="_"> </span>Spółki </span></div><div class="t m0 xb h1f yc4 ff6 fsa fc0 sc0 ls0 ws0">opracowała <span class="_ _2"> </span>i<span class="_ _1"></span> <span class="_ _2"> </span>przy<span class="_ _1"></span>jęła <span class="_ _2"> </span>po<span class="_ _1"></span>litykę <span class="_ _2"> </span>wyboru<span class="_ _1"></span> <span class="_ _2"> </span>firmy<span class="_ _1"></span> <span class="_ _2"> </span>audyto<span class="_ _1"></span>rskiej <span class="_ _2"> </span>do <span class="_ _1c"> </span>ustawowego<span class="_ _1"></span> <span class="_ _2"> </span>ba<span class="_ _1"></span>dania <span class="_ _2"> </span>spr<span class="_ _1"></span>awozdania </div><div class="t m0 xb h14 yc5 ff6 fsa fc0 sc0 ls0 ws0">finansowego Spółki <span class="_ _1"></span>i Grupy Kapitałowej<span class="_ _1"></span>. Głó<span class="_ _1"></span>wne założenia wspo<span class="_ _1"></span>mnianej polityki <span class="_ _1"></span>b<span class="_ _1"></span>yły<span class="ff1"> </span>następuj<span class="_ _1"></span>ące: <span class="ff1"> </span></div><div class="t m0 xb h14 y272 ff1 fsa fc0 sc0 ls5 ws0">1)<span class="ls0"> <span class="_ _28"> </span><span class="ff6">Wyboru <span class="_ _13"> </span>firmy <span class="_ _13"> </span>audytorsk<span class="_ _1"></span>iej <span class="_ _13"> </span>dokonuje <span class="_ _14"> </span>s<span class="_ _1"></span>ię <span class="_ _13"> </span>spośród <span class="_ _13"> </span>ofert <span class="_ _13"> </span>jakie <span class="_ _13"> </span>wpłyną <span class="_ _14"> </span>do <span class="_ _13"> </span>Spółki <span class="_ _11"> </span></span>w <span class="_ _13"> </span>odpowiedzi <span class="_ _13"> </span>na<span class="_ _1"></span> </span></div><div class="t m0 x8d h14 y325 ff1 fsa fc0 sc0 ls0 ws0">zapytanie ofertow<span class="_ _1"></span>e. </div><div class="t m0 xb h14 y326 ff1 fsa fc0 sc0 ls5 ws0">2)<span class="ls0"> <span class="_ _28"> </span>Przedm<span class="_ _1"></span>iot <span class="_ _2"> </span>zapytania <span class="_ _1c"> </span>obejmuje <span class="_ _1c"> </span>co <span class="_ _1c"> </span>najmniej <span class="_ _1c"> </span>ustawo<span class="_ _1"></span>we <span class="_ _2"> </span>badanie <span class="_ _2"> </span>j<span class="_ _1"></span>ednostkoweg<span class="_ _1"></span>o <span class="_ _2"> </span>sprawozda<span class="_ _1"></span>nia </span></div><div class="t m0 x8d h1f y327 ff6 fsa fc0 sc0 ls0 ws0">finansowego <span class="_ _13"> </span>Spółki <span class="_ _14"> </span>WIKANA <span class="_ _13"> </span>S.A. <span class="_ _14"> </span>i <span class="_ _13"> </span>ustawowe <span class="_ _14"> </span>ba<span class="_ _1"></span>danie <span class="_ _14"> </span>sk<span class="_ _1"></span>onsolidowanego <span class="_ _13"> </span>sprawozdania <span class="_ _13"> </span>Grupy </div><div class="t m0 x8d h14 y328 ff6 fsa fc0 sc0 ls0 ws0">Kapitałowej WIKANA, <span class="_ _1"></span>łącznie z półroczny<span class="_ _1"></span>mi przegląda<span class="_ _1"></span>mi.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y329 ff1 fsa fc0 sc0 ls5 ws0">3)<span class="ls0"> <span class="_ _28"> </span><span class="ff6">Listę <span class="_"> </span>podmiotów, <span class="_"> </span>do <span class="_"> </span>których <span class="_"> </span>będzie <span class="_"> </span>kierowane <span class="_"> </span>zapytanie <span class="_"> </span>ofertowe <span class="_"> </span>określa <span class="_"> </span>Rada <span class="_"> </span>Nadzorcza, </span></span></div><div class="t m0 x8d h14 y32a ff6 fsa fc0 sc0 ls0 ws0">przekazując <span class="_ _0"></span>listę <span class="_ _4"></span>d<span class="_ _1"></span>o <span class="_ _4"></span>Spółk<span class="_ _1"></span>i <span class="_ _0"></span>najpóźniej <span class="_ _0"></span>do <span class="_ _4"></span>k<span class="_ _1"></span>ońca <span class="_ _0"></span>II <span class="_ _4"></span>kwart<span class="_ _1"></span>ału <span class="_ _4"></span>roku ob<span class="_ _0"></span>rotoweg<span class="_ _1"></span>o, <span class="_ _4"></span>w<span class="_ _1"></span><span class="ff1"> </span>któr<span class="_ _1"></span>ym <span class="_ _0"></span>dokonywany </div><div class="t m0 x8d h14 y32b ff6 fsa fc0 sc0 ls0 ws0">będzie <span class="_ _14"></span>wybór <span class="_ _12"></span>fir<span class="_ _1"></span>my <span class="_ _14"></span>audytorskiej. <span class="_ _14"> </span>Lista <span class="_ _14"></span>ta <span class="_ _14"></span>powinna <span class="_ _14"></span>obejmować <span class="_ _14"> </span>co<span class="_ _b"></span><span class="ff1"> </span>najmniej <span class="_ _14"></span>trzy <span class="_ _12"></span>podm<span class="_ _1"></span>ioty. <span class="_ _14"></span>Każdy </div><div class="t m0 x8d h14 y3e1 ff6 fsa fc0 sc0 ls0 ws0">członek Rady Nadzorcz<span class="_ _1"></span>ej może zgłaszać<span class="_ _1"></span> wniosek w tym zak<span class="_ _1"></span>resie.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y3e2 ff1 fsa fc0 sc0 ls5 ws0">4)<span class="ls0"> <span class="_ _28"> </span><span class="ff6">Spółka, <span class="_ _b"></span>z wy<span class="_ _1"></span>korzys<span class="_ _1"></span>taniem <span class="_ _1"></span>własnego <span class="_ _b"></span>zaplecza <span class="_ _1"></span>obs<span class="_ _1"></span>ługi, <span class="_ _1"></span>dokonuj<span class="_ _1"></span>e <span class="_ _1"></span>rozesłania <span class="_ _b"></span>zapytania <span class="_ _1"></span>ofertow<span class="_ _1"></span>ego </span></span></div><div class="t m0 x8d h14 y53e ff6 fsa fc0 sc0 ls0 ws0">dla <span class="_"> </span>wyboru <span class="_"> </span>firmy <span class="_"> </span>au<span class="_ _1"></span>dytorskiej, <span class="_"> </span>wysy<span class="_ _1"></span>łają<span class="ff1">c<span class="_ _1"></span> <span class="_"> </span>zapytanie <span class="_"> </span>w <span class="_"> </span>tym <span class="_"> </span>s<span class="_ _1"></span>amy<span class="_ _1"></span>m <span class="_"> </span>czasie <span class="_"> </span>d<span class="_ _1"></span>o wszy<span class="_ _1"></span>stkich <span class="_"> </span>firm </span></div><div class="t m0 x8d h14 y53f ff6 fsa fc0 sc0 ls0 ws0">wskazanych przez<span class="_ _1"></span> Radę Nadzorc<span class="_ _1"></span>zą, <span class="ff1">na je<span class="_ _1"></span>dnolitych for<span class="_ _1"></span>mularzach.<span class="_ _1"></span> </span></div><div class="t m0 xb h14 y540 ff1 fsa fc0 sc0 ls5 ws0">5)<span class="ls0"> <span class="_ _28"> </span><span class="ff6">Firmy <span class="_ _2"> </span>audytors<span class="_ _1"></span>kie <span class="_"> </span>zai<span class="_ _1"></span>nteresowane <span class="_ _2"> </span>zapytaniem <span class="_ _2"> </span>ofert<span class="_ _1"></span>owym <span class="_ _2"> </span>składają <span class="_ _1c"> </span></span>oferty <span class="_ _2"> </span>podpisane <span class="_ _2"> </span>zgodnie </span></div><div class="t m0 x8d h14 y541 ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">zasadami <span class="_ _13"> </span>reprezentacji <span class="_ _13"> </span>do <span class="_ _14"></span>Sekretar<span class="_ _1"></span>iatu <span class="_ _14"> </span>WIKA<span class="_ _1"></span>NA <span class="_ _13"> </span>S.A. <span class="_ _14"></span>listownie, <span class="_ _13"> </span>bądź <span class="_ _14"> </span>w <span class="_ _13"> </span>wersji<span class="_ _1"></span> <span class="_ _14"> </span>elektronicz<span class="_ _1"></span>nej, </span></div><div class="t m0 x8d h14 y542 ff1 fsa fc0 sc0 ls0 ws0">opatrzonej kwalifikow<span class="_ _1"></span>anymi podpisa<span class="_ _1"></span>mi elektronicznymi, za<span class="_ _b"></span> <span class="ff6">pośrednictwem poczty e<span class="_ _1"></span></span>-mail. </div><div class="t m0 xb h14 y543 ff1 fsa fc0 sc0 ls5 ws0">6)<span class="ls0"> <span class="_ _28"> </span><span class="ff6">Spółka, <span class="_ _0"></span>niezwłocznie <span class="_ _4"></span>po <span class="_ _0"></span>upływie <span class="_ _4"></span>terminu określonego <span class="_ _4"></span><span class="ff1">na <span class="_ _4"></span><span class="ff6">sk<span class="_ _1"></span>ładanie <span class="_ _4"></span>ofert <span class="_ _4"></span>w <span class="_ _4"></span>od<span class="_ _1"></span>powiedzi <span class="_ _4"></span>na <span class="_ _0"></span><span class="ff1">zapytanie </span></span></span></span></span></div><div class="t m0 x8d h14 y544 ff1 fsa fc0 sc0 ls0 ws0">ofertowe, <span class="_ _13"></span><span class="ff6">każdorazowo <span class="_ _13"> </span>okr<span class="_ _1"></span>eślonego <span class="_ _13"> </span>w <span class="_ _13"> </span>zapytaniu, <span class="_ _13"> </span>przekazuje <span class="_ _13"> </span>na <span class="_ _13"> </span>ręce <span class="_ _13"> </span>Przewodn<span class="_ _1"></span>iczącego <span class="_ _13"> </span>Rady </span></div><div class="t m0 x8d h14 y545 ff6 fsa fc0 sc0 ls0 ws0">Nadzorczej informac<span class="_ _1"></span>ję o liczbie ofert, k<span class="_ _1"></span>tóre <span class="_ _1"></span>wpłynęły do Sp<span class="_ _1"></span>ółki, wraz z ofertam<span class="_ _1"></span>i.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y546 ff1 fsa fc0 sc0 ls5 ws0">7)<span class="ls0"> <span class="_ _28"> </span><span class="ff6">Przewod<span class="_ _1"></span>niczący Rady N<span class="_ _1"></span>adzorcz<span class="_ _1"></span>ej informuje Członków Rady Na<span class="_ _1"></span>dzorczej o ofertac<span class="_ _1"></span>h.<span class="_ _1"></span></span> </span></div><div class="t m0 xb h14 y547 ff1 fsa fc0 sc0 ls5 ws0">8)<span class="ls0"> <span class="_ _28"> </span><span class="ff6">Cz<span class="_ _1"></span>łonkowie <span class="_ _1a"> </span>R<span class="_ _1"></span>ady <span class="_ _1a"> </span>Na<span class="_ _1"></span>dzorczej<span class="_ _1"></span> <span class="_ _1a"> </span>Spółki <span class="_ _1d"> </span>WIKANA <span class="_ _1d"> </span>S.A. <span class="_ _1d"> </span>dokonują <span class="_ _1d"> </span>analizy<span class="_ _1"></span> <span class="_ _1a"> </span>złożonyc<span class="_ _1"></span>h <span class="_ _1a"> </span>ofert <span class="_ _1d"> </span>firm </span></span></div><div class="t m0 x8d h14 y548 ff1 fsa fc0 sc0 ls0 ws0">audytorskich. </div><div class="t m0 xb h14 y549 ff1 fsa fc0 sc0 ls5 ws0">9)<span class="ls0"> <span class="_ _28"> </span><span class="ff6">Na <span class="_ _d"> </span>w<span class="_ _1"></span>niosek <span class="_ _d"> </span>każdego <span class="_ _d"> </span>z<span class="_ _1"></span> <span class="_ _d"> </span>członków <span class="_ _d"> </span>Ra<span class="_ _1"></span>dy <span class="_ _d"> </span>Nadzo<span class="_ _1"></span>rczej <span class="_ _d"> </span>wyz<span class="_ _1"></span>naczane <span class="_ _d"> </span>są <span class="_ _d"> </span>terminy <span class="_ _d"> </span>spotkań </span></span></div><div class="t m0 x8d h14 y54a ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">przedstawicielam<span class="_ _1"></span>i <span class="_ _13"> </span>firm <span class="_ _11"> </span>audytorskich, <span class="_ _11"> </span>które <span class="_ _11"> </span>złożyły <span class="_ _13"> </span>oferty<span class="_ _1"></span> <span class="_ _13"> </span>audy<span class="_ _1"></span>torskie, <span class="_ _11"> </span>celem <span class="_ _13"> </span>z<span class="_ _1"></span>aprezentowania </span></div><div class="t m0 x8d h14 y54b ff6 fsa fc0 sc0 ls0 ws0">firmy audytorskiej i us<span class="_ _1"></span>zczegółowienia oferty. <span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 xb h14 y54c ff1 fsa fc0 sc0 ls5 ws0">10)<span class="ls0"> <span class="_ _1d"> </span><span class="ff6">Po <span class="_ _14"> </span>z<span class="_ _1"></span>akończonym<span class="_ _1"></span> <span class="_ _13"> </span>badaniu <span class="_ _13"> </span>ofert, <span class="_ _13"> </span>Rad<span class="_ _1"></span>a <span class="_ _13"> </span>Nadzorcza <span class="_ _13"> </span>po<span class="_ _1"></span>dejmuje <span class="_ _13"> </span>uchwałę, <span class="_ _13"> </span>w <span class="_ _13"> </span>której<span class="_ _1"></span> <span class="_ _13"> </span>wskazuje <span class="_ _13"> </span>firmę </span></span></div><div class="t m0 x8d h1f y216 ff6 fsa fc0 sc0 ls0 ws0">audytorską, <span class="_ _1d"> </span>której <span class="_ _19"> </span>zlecone <span class="_ _1d"> </span>zostanie <span class="_ _1d"> </span>ba<span class="_ _1"></span>danie, <span class="_ _1d"> </span>sporządzaj<span class="_ _1"></span>ąc <span class="_ _1d"> </span>jednocześnie <span class="_ _1d"> </span>uz<span class="_ _1"></span>asadnienie <span class="_ _1d"> </span>dla </div><div class="t m0 x8d h14 y54d ff1 fsa fc0 sc0 ls0 ws0">dokonanego <span class="_ _0"></span>wyboru firmy <span class="_ _4"></span>a<span class="_ _1"></span>udytorskiej, celem <span class="_ _4"></span>przeds<span class="_ _1"></span>tawien<span class="_ _1"></span>ia <span class="_ _0"></span>go <span class="_ _0"></span>Walnemu <span class="_ _0"></span>Zgrom<span class="_ _1"></span>adzaniu <span class="_ _0"></span>zgodnie </div><div class="t m0 x8d h14 y54e ff6 fsa fc0 sc0 ls0 ws0">z art. 130 ustęp 7 <span class="ff1">Us<span class="_ _1"></span>tawy. </span></div><div class="t m0 xb h14 y54f ff1 fsa fc0 sc0 ls5 ws0">11)<span class="ls0"> <span class="_ _1d"> </span><span class="ff6">Członkowie <span class="_ _2"> </span>Rady <span class="_"> </span>Nadz<span class="_ _1"></span>orczej<span class="_ _1"></span> <span class="_"> </span>Spółki <span class="_ _2"> </span>WIKANA <span class="_ _2"> </span>S.A. <span class="_ _2"> </span>przy <span class="_ _2"> </span>wyborze <span class="_"> </span>firmy <span class="_ _2"> </span>audytorskiej <span class="_ _2"> </span>powinni </span></span></div><div class="t m0 x8d h14 y550 ff6 fsa fc0 sc0 ls0 ws0">kierować się:<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x8d h14 y551 ff1 fsa fc0 sc0 ls5 ws0">a)<span class="ls0"> <span class="_ _10"> </span><span class="ff6">bezstr<span class="_ _1"></span>onnością i <span class="_ _4"></span>niezal<span class="_ _1"></span>eżnością firmy <span class="_ _0"></span>audytorskiej i <span class="_ _4"></span>b<span class="_ _1"></span>iegłego rewidenta, <span class="ff1">w tym <span class="_ _0"></span>poprzez badanie </span></span></span></div><div class="t m0 x68 h14 y552 ff6 fsa fc0 sc0 ls0 ws0">zakresu <span class="_ _1"></span>usług <span class="_ _1"></span>wykonyw<span class="_ _1"></span>anych <span class="_ _1"></span>przez<span class="_ _1"></span> f<span class="_ _1"></span>irmę <span class="_ _1"></span>audytorsk<span class="_ _1"></span>ą <span class="_ _1"></span>i <span class="_ _1"></span>biegłego <span class="_ _1"></span>re<span class="_ _1"></span>widenta <span class="_ _1"></span>w<span class="_ _b"></span><span class="ff1"> okresie <span class="_ _1"></span>ostatn<span class="_ _1"></span>ich </span></div><div class="t m0 x68 h14 y553 ff6 fsa fc0 sc0 ls0 ws0">pięciu <span class="_ _13"> </span>lat <span class="_ _13"> </span>poprzedzających <span class="_ _13"> </span>wybór <span class="_ _13"> </span>firmy <span class="_ _13"> </span>audytorsk<span class="_ _1"></span>iej. <span class="_ _13"> </span>Kontrola <span class="_ _13"> </span>i<span class="_ _1"></span><span class="ff1"> </span>monitoro<span class="_ _1"></span>wanie <span class="_ _13"> </span>niezależnośc<span class="_ _1"></span>i </div><div class="t m0 x68 h1f y554 ff6 fsa fc0 sc0 ls0 ws0">biegłego <span class="_ _12"></span>r<span class="_ _1"></span>ewidenta <span class="_ _14"></span>i <span class="_ _14"></span>firmy <span class="_ _14"></span>audytorskiej <span class="_ _14"></span>są <span class="_ _14"></span>dokonywan<span class="_ _1"></span>e <span class="_ _12"></span>na <span class="_ _14"></span>każdym <span class="_ _14"> </span>e<span class="_ _1"></span>tapie <span class="_ _12"></span>pr<span class="_ _1"></span>ocedury <span class="_ _14"> </span>wyboru<span class="_ _1"></span> </div><div class="t m0 x68 h14 y555 ff6 fsa fc0 sc0 ls0 ws0">firmy <span class="_ _10"> </span>a<span class="_ _1"></span>udytorskiej <span class="_"> </span>do <span class="_ _10"> </span>b<span class="_ _1"></span>adania <span class="_"> </span>i <span class="_ _10"> </span>przeg<span class="_ _1"></span>lądu <span class="_"> </span>wskazanych <span class="_"> </span>powyżej <span class="_ _10"> </span>s<span class="_ _1"></span>prawozdań <span class="_"> </span>finansowych<span class="_ _b"></span><span class="ff1 lse">. </span></div><div class="t m0 x68 h14 y556 ff1 fsa fc0 sc0 ls10 ws0">Na<span class="ls0"> <span class="ff6">etapie <span class="_ _14"></span>zapy<span class="_ _1"></span>tania <span class="_ _14"> </span>of<span class="_ _1"></span>ertowego <span class="_ _14"> </span>k<span class="_ _1"></span>oniecznym <span class="_ _14"> </span>j<span class="_ _1"></span>est <span class="_ _14"> </span>ust<span class="_ _1"></span>alenie <span class="_ _14"> </span>powy<span class="_ _1"></span>ższego <span class="_ _14"> </span>w<span class="_ _1"></span> <span class="_ _14"></span>drod<span class="_ _1"></span>ze <span class="_ _14"></span>odebrania<span class="_ _1"></span> </span></span></div><div class="t m0 x68 h14 y557 ff6 fsa fc0 sc0 ls0 ws0">oświadczeń od firm skł<span class="_ _1"></span>adającyc<span class="_ _1"></span>h oferty; <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x8d h14 y2f9 ff1 fsa fc0 sc0 ls5 ws0">b)<span class="ls0"> <span class="_ _10"> </span><span class="ff6">najwy<span class="_ _1"></span>ższą jakośc<span class="_ _1"></span>ią wykonywanych prac audytors<span class="_ _1"></span>kich;<span class="_ _1"></span></span> </span></div><div class="t m0 x8d h14 y558 ff1 fsa fc0 sc0 lsa ws0">c)<span class="ls0"> <span class="_"> </span><span class="ff6">znajomością branży, <span class="_ _4"></span>w <span class="_ _4"></span>k<span class="_ _1"></span>tórej <span class="_ _0"></span>działa <span class="_ _0"></span>Spółka <span class="_ _0"></span>WIKANA <span class="_ _4"></span>S<span class="_ _1"></span>.A. <span class="_ _0"></span>i <span class="_ _4"></span>spółk<span class="_ _1"></span>i <span class="_ _4"></span>z Grupy <span class="_ _4"></span>Kapitałowej<span class="_ _1"></span> <span class="_ _4"></span>WI<span class="_ _1"></span>KANA, </span></span></div><div class="t m0 x68 h14 y559 ff6 fsa fc0 sc0 ls0 ws0">aktualnej na datę zapyt<span class="_ _1"></span>ania ofertow<span class="_ _1"></span>ego;<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x8d h14 y55a ff1 fsa fc0 sc0 ls5 ws0">d)<span class="ls0"> <span class="_ _10"> </span><span class="ff6">koniecznośc<span class="_ _1"></span>ią uwzględnienia zasady <span class="_ _0"></span>rotacji firmy audytorskiej i<span class="_ _0"></span> kluczowego biegłego rewidenta </span></span></div><div class="t m0 x68 h1f y55b ff6 fsa fc0 sc0 ls0 ws0">w <span class="_"> </span>taki <span class="_ _10"> </span>sposób, <span class="_"> </span>aby <span class="_"> </span>maksymalny <span class="_"> </span>czas <span class="_"> </span>nieprzerwanego <span class="_"> </span>trwania <span class="_"> </span>zleceń <span class="_ _10"> </span>b<span class="_ _1"></span>adań <span class="_"> </span>ustawowych </div><div class="t m0 x68 h14 y55c ff6 fsa fc0 sc0 ls0 ws0">przeprowadzanych <span class="_ _b"></span>przez <span class="_ _1"></span>t<span class="_ _1"></span>ę <span class="_ _1"></span>samą <span class="_ _1"></span>f<span class="_ _1"></span>irmę <span class="_ _1"></span>a<span class="_ _1"></span>udytorską <span class="_ _b"></span>lub f<span class="_ _1"></span>irmę <span class="_ _1"></span>au<span class="_ _1"></span>dytorską <span class="_ _1"></span>p<span class="_ _1"></span>owiązaną <span class="_ _1"></span>z<span class="_ _b"></span><span class="ff1"> <span class="_ _1"></span></span>tą<span class="_ _1"></span> <span class="_ _1"></span>firmą<span class="_ _1"></span> </div><div class="t m0 x68 h14 y55d ff6 fsa fc0 sc0 ls0 ws0">audytorską <span class="_ _0"></span>lub <span class="_ _0"></span>jakiegokolwiek <span class="_ _0"></span>członka <span class="_ _0"></span>sieci <span class="_ _0"></span>działającej w<span class="ff1"> </span>państwach <span class="_ _0"></span>Unii Europejskiej, <span class="_ _4"></span>do której </div><div class="t m0 x68 h1f y55e ff6 fsa fc0 sc0 ls0 ws0">należą <span class="_ _14"></span>te <span class="_ _13"> </span>firmy <span class="_ _14"> </span>audy<span class="_ _1"></span>torskie, <span class="_ _14"> </span>nie <span class="_ _13"> </span>przekraczał <span class="_ _14"> </span>dz<span class="_ _1"></span>iesięciu <span class="_ _13"> </span>lat, <span class="_ _14"></span>zaś <span class="_ _13"> </span>kluczowy <span class="_ _14"> </span>biegły<span class="_ _1"></span> <span class="_ _14"></span>rewide<span class="_ _1"></span>nt <span class="_ _14"> </span>nie<span class="_ _1"></span> </div><div class="t m0 x68 h14 y55f ff6 fsa fc0 sc0 ls0 ws0">przeprowadzał <span class="_"> </span>badania <span class="_"> </span>us<span class="_ _1"></span>tawowego <span class="_"> </span>w<span class="ff1"> <span class="_ _2"> </span></span>Spółce <span class="_"> </span>przez <span class="_"> </span>okres <span class="_"> </span>d<span class="_ _1"></span>łuższy <span class="_"> </span>niż <span class="_"> </span>pięć <span class="_"> </span>lat <span class="_"> </span>(w <span class="_"> </span>takim </div><div class="t m0 x68 h1f y560 ff6 fsa fc0 sc0 ls0 ws0">przypadku <span class="_ _1a"> </span>kluczowy <span class="_ _1b"> </span>biegł<span class="_ _1"></span>y <span class="_ _1b"> </span>rewident <span class="_ _1a"> </span>może <span class="_ _1b"> </span>p<span class="_ _1"></span>onownie <span class="_ _1a"> </span>prz<span class="_ _1"></span>eprowadzać <span class="_ _1a"> </span>badanie <span class="_ _1a"> </span>ustawowe </div><div class="t m0 x68 h14 y561 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">Spółce po upływie co <span class="_ _1"></span>najmniej trz<span class="_ _1"></span>ech lat od zakończ<span class="_ _1"></span>enia ostatniego ba<span class="_ _1"></span>dania ustawowego); <span class="_ _b"></span></span> </div></div></div><div class="pi"></div></div>
<div id="pf2a" class="pf w0 h0"><div class="pc pc2a w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">42<span class="ff5 fs6 ls0"> </span></div><div class="t m0 x8d h14 y91 ff1 fsa fc0 sc0 ls5 ws0">e)<span class="ls0"> <span class="_ _10"> </span><span class="ff6">koniecznośc<span class="_ _1"></span>ią <span class="_ _17"> </span>uwzględnie<span class="_ _1"></span>nia <span class="_ _17"> </span>wszelkich <span class="_ _17"> </span>ustaleń <span class="_ _17"> </span>lu<span class="_ _1"></span>b <span class="_ _17"> </span>wniosków <span class="_ _17"> </span>zawarty<span class="_ _1"></span>ch <span class="_ _17"> </span>w <span class="_ _17"> </span>rocznym </span></span></div><div class="t m0 x68 h1f yc4 ff6 fsa fc0 sc0 ls0 ws0">sprawozdaniu, <span class="_ _13"> </span>o <span class="_ _13"> </span>którym <span class="_ _13"> </span>mowa <span class="_ _13"> </span>w <span class="_ _13"> </span>art. <span class="_ _13"> </span>90 <span class="_ _13"> </span>ust. <span class="_ _13"> </span>5 <span class="_ _14"> </span>Us<span class="_ _1"></span>tawy, <span class="_ _13"> </span>mogących <span class="_ _13"> </span>wpłynąć <span class="_ _13"> </span>na<span class="_ _1"></span> <span class="_ _13"> </span>wybór <span class="_ _13"> </span>firmy </div><div class="t m0 x68 h1f yc5 ff6 fsa fc0 sc0 ls0 ws0">audytorskiej, <span class="_"> </span>w <span class="_"> </span>przy<span class="_ _1"></span>padku <span class="_"> </span>gdy <span class="_"> </span>wybór <span class="_"> </span>firmy <span class="_"> </span>audy<span class="_ _1"></span>torskiej <span class="_"> </span>nie <span class="_"> </span>dotycz<span class="_ _1"></span>y <span class="_"> </span>przedłużenia <span class="_"> </span>umowy<span class="_ _1"></span> </div><div class="t m0 x68 h14 y272 ff1 fsa fc0 sc0 ls0 ws0">o badanie sprawozda<span class="_ _1"></span>nia finansowe<span class="_ _1"></span>go. <span class="_ _1"></span> </div><div class="t m0 x9f h14 y325 ff1 fsa fc0 sc0 ls5 ws0">12)<span class="ls0"> <span class="_ _e"> </span>Pierwsza umowa <span class="_ _4"></span><span class="ff6">o badanie <span class="_ _4"></span>s<span class="_ _1"></span>prawozdania <span class="_ _0"></span>finansowego<span class="_ _1"></span> <span class="_ _4"></span>j<span class="_ _1"></span>est <span class="_ _4"></span>zawier<span class="_ _1"></span>ana <span class="_ _0"></span>z <span class="_ _4"></span>fir<span class="_ _1"></span>mą <span class="_ _0"></span>audytorską <span class="_ _0"></span>na <span class="_ _0"></span>okres </span></span></div><div class="t m0 x8d h14 y326 ff6 fsa fc0 sc0 ls0 ws0">nie <span class="_ _13"> </span>krótszy<span class="_ _1"></span> <span class="_ _13"> </span>niż <span class="_ _11"> </span>dwa <span class="_ _11"> </span>lata <span class="_ _13"> </span>z <span class="_ _11"> </span>możliwością <span class="_ _11"> </span>przedłużenia <span class="_ _11"> </span>na <span class="_ _13"> </span>kolejne <span class="_ _11"> </span>co <span class="_ _13"> </span>najm<span class="_ _1"></span>niej <span class="_ _10"> </span><span class="ff1">dwule<span class="_ _1"></span>tnie <span class="_ _13"> </span>okres<span class="_ _1"></span>y, </span></div><div class="t m0 x8d h14 y327 ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">uwzględnieniem <span class="_ _b"></span>wyn<span class="_ _1"></span>ikających <span class="_ _b"></span>z <span class="_ _b"></span>przepisów <span class="_ _b"></span>prawa <span class="_ _b"></span>zasad <span class="_ _b"></span>rotacji <span class="_ _b"></span>firmy <span class="_ _b"></span>audytorskiej <span class="_ _b"></span>i <span class="_ _b"></span>kluczowego </span></div><div class="t m0 x8d h14 y328 ff6 fsa fc0 sc0 ls0 ws0">biegłego rewidenta.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9f h14 y329 ff1 fsa fc0 sc0 ls5 ws0">13)<span class="ls0"> <span class="_ _1d"> </span>Zawarcie umowy <span class="_ _0"></span><span class="ff6">z firmą <span class="_ _0"></span>audytorską <span class="ff1">dokonywane jest z <span class="_ _4"></span>odpo<span class="_ _1"></span>wiednim wyprzedzeniem, aby <span class="_ _0"></span>umowa </span></span></span></div><div class="t m0 x8d h1f y32a ff6 fsa fc0 sc0 ls0 ws0">o <span class="_ _b"></span>badanie <span class="_ _1"></span>s<span class="_ _1"></span>prawozdania<span class="_ _1"></span> <span class="_ _b"></span>finansowego <span class="_ _b"></span>mogła <span class="_ _b"></span>zostać <span class="_ _b"></span>podpisana <span class="_ _b"></span>w <span class="_ _b"></span>terminie <span class="_ _b"></span>umożliwiającym <span class="_ _b"></span>firmie </div><div class="t m0 x8d h14 y32b ff6 fsa fc0 sc0 ls0 ws0">audytorskiej udział w <span class="_ _1"></span>inwentaryz<span class="_ _1"></span>acji znaczącyc<span class="_ _1"></span>h składników majątkowych.<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 x9f h14 y3e1 ff1 fsa fc0 sc0 ls5 ws0">14)<span class="ls0"> <span class="_ _1d"> </span><span class="ff6">Niezwłocznie <span class="_ _1"></span>po <span class="_ _1"></span>wyborze <span class="_ _b"></span>firmy audytorsk<span class="_ _1"></span>iej k<span class="_ _1"></span>ażdy <span class="_ _1"></span>członek <span class="_ _1"></span>Rady <span class="_ _1"></span>N<span class="_ _1"></span>adzorczej <span class="_ _1"></span>sk<span class="_ _1"></span>łada na <span class="_ _1"></span>w<span class="_ _1"></span>ezwanie </span></span></div><div class="t m0 x8d h14 y3e2 ff6 fsa fc0 sc0 ls0 ws0">Przewodniczącego <span class="_ _28"> </span>Rady <span class="_ _c"> </span>Nadzorczej<span class="_ _1"></span> <span class="_ _c"> </span>oświadczenie <span class="_ _28"> </span>o <span class="_ _c"> </span>swoim <span class="_ _c"> </span>stat<span class="_ _1"></span>usie <span class="_ _c"> </span>niezależn<span class="_ _1"></span>ości<span class="_ _b"></span><span class="ff1 ls6">, </span></div><div class="t m0 x8d h14 y53e ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">uwzględnieniem od<span class="_ _1"></span>powiednich regu<span class="_ _1"></span>lacji Ustawy. <span class="_ _1"></span></span> </div><div class="t m0 x9f h14 y53f ff1 fsa fc0 sc0 ls5 ws0">15)<span class="ls0"> <span class="_ _1a"> </span><span class="ff6">Procedury <span class="_ _1"></span>wyboru nie <span class="_ _1"></span>przeprowadza <span class="_ _1"></span>się w prz<span class="_ _1"></span>ypadku <span class="_ _1"></span>gdy WIKANA<span class="_ _1"></span></span> <span class="_ _1"></span><span class="ff6">S.A. posi<span class="_ _1"></span>ada ważną <span class="_ _1"></span>w</span> dany<span class="_ _1"></span>m </span></div><div class="t m0 x8d h14 y540 ff6 fsa fc0 sc0 ls0 ws0">roku umowę na świ<span class="_ _1"></span>adczenie usług a<span class="_ _1"></span>udytorskich. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9f h14 y331 ff6 fsa fc0 sc0 ls0 ws0">Rekomendacja <span class="_ _20"> </span>dotycząca <span class="_ _20"> </span>wyboru<span class="ff1"> <span class="_ _a"> </span></span>firmy <span class="_ _20"> </span>audytorskiej <span class="_ _20"> </span>przeprowadzającej <span class="_ _a"> </span>badan<span class="_ _1"></span>ie <span class="_ _a"> </span>roczne<span class="_ _1"></span>go </div><div class="t m0 x9f h14 y332 ff1 fsa fc0 sc0 ls0 ws0">sprawozdania <span class="_ _4"></span>finanso<span class="_ _1"></span>wego <span class="_ _4"></span>WIKANA <span class="_ _4"></span>S.A<span class="_ _1"></span>. <span class="_ _4"></span>oraz <span class="_ _4"></span>rocznego <span class="_ _4"></span>skons<span class="_ _1"></span>olidowanego <span class="_ _4"></span>spraw<span class="_ _1"></span>ozdania <span class="_ _4"></span>finansowego<span class="_ _1"></span> </div><div class="t m0 x9f h14 y333 ff1 fsa fc0 sc0 ls0 ws0">Grupy <span class="_ _b"></span><span class="ff6">Kapitałowej <span class="_ _b"></span>WIKANA, <span class="_ _1"></span>tj. <span class="_ _b"></span></span>UHY<span class="_ _1"></span> <span class="_ _1"></span>E<span class="_ _1"></span>CA <span class="_ _b"></span>Audyt <span class="_ _b"></span><span class="ff6">Spółka <span class="_ _1"></span>z<span class="_ _1"></span></span> <span class="_ _1"></span><span class="ff6">ogra<span class="_ _1"></span>niczoną <span class="_ _b"></span>odpowiedzialnośc<span class="_ _1"></span>ią <span class="_ _b"></span>z <span class="_ _1"></span>s<span class="_ _1"></span>iedzibą </span></div><div class="t m0 x9f h14 y562 ff1 fsa fc0 sc0 ls0 ws0">w Warszawie<span class="ls6">, <span class="_ _13"> </span><span class="lsa">sp</span></span><span class="ff6">ełniała <span class="_ _13"> </span>obowiązujące <span class="_ _13"> </span>warunki, <span class="_ _13"> </span>a</span> <span class="_ _13"> </span><span class="ff6">wy<span class="_ _1"></span>bór <span class="_ _13"> </span>firmy <span class="_ _13"> </span>audytorskiej <span class="_ _13"> </span>z<span class="_ _1"></span>ostał <span class="_ _13"> </span>dokonany <span class="_ _13"> </span>zgodnie </span></div><div class="t m0 x9f h14 y563 ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">przepisami <span class="_ _13"> </span>obowiązującymi <span class="_ _13"> </span>w <span class="_ _14"></span>dacie <span class="_ _14"> </span>wy<span class="_ _1"></span>boru, <span class="_ _14"> </span>w<span class="_ _1"></span> <span class="_ _14"></span>tym <span class="_ _13"> </span>dotyczącymi <span class="_ _14"> </span>wyboru <span class="_ _13"> </span>i <span class="_ _14"> </span>pro<span class="_ _1"></span>ce<span class="_ _1"></span></span>dury<span class="_ _1"></span> <span class="_ _14"></span>wyboru <span class="_ _13"></span>firmy </div><div class="t m0 x9f h14 y564 ff1 fsa fc0 sc0 ls0 ws0">audytorskiej.<span class="_ _1"></span> </div><div class="t m0 x9f h14 y565 ff1 fsa fc0 sc0 ls0 ws0">W 20<span class="ls5">24<span class="_ _1"></span></span> r. <span class="_ _1"></span>firma audy<span class="_ _1"></span>torska<span class="_ _1"></span>, <span class="ff6">badając<span class="_ _1"></span>a sprawoz<span class="_ _1"></span>danie fi<span class="_ _1"></span>nansowe Spó<span class="_ _1"></span>łki za <span class="_ _1"></span>202<span class="_ _1"></span></span>4 r<span class="_ _1"></span>. oraz<span class="_ _1"></span> skonsolidow<span class="_ _1"></span>ane </div><div class="t m0 x9f h14 y566 ff6 fsa fc0 sc0 ls0 ws0">sprawozdanie <span class="_ _b"></span>finansowe <span class="_ _b"></span>Gr<span class="_ _1"></span>upy <span class="_ _b"></span>Kapitałowej <span class="_ _b"></span>za <span class="_ _b"></span>202<span class="ff1">4 <span class="_ _b"></span>r., <span class="_ _b"></span></span>świadczy<span class="_ _1"></span>ła <span class="_ _b"></span>na <span class="_ _1"></span>rzecz<span class="_ _1"></span> <span class="_ _b"></span>Spółki <span class="_ _b"></span>usługę <span class="_ _b"></span>niebędąc<span class="_ _1"></span>ą </div><div class="t m0 x9f h1f y358 ff6 fsa fc0 sc0 ls0 ws0">badaniem, polegającą na ocenie <span class="_ _0"></span>sprawozd<span class="_ _1"></span>ania o <span class="_ _0"></span>wynagrodzen<span class="_ _1"></span>iach członków Zarządu <span class="_ _0"></span>i członków <span class="_ _0"></span>Rady </div><div class="t m0 x9f h14 y567 ff6 fsa fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _14"></span>Spółki <span class="_ _14"></span>za <span class="_ _14"> </span>202<span class="_ _1"></span><span class="ff1">3 <span class="_ _14"></span></span>r., <span class="_ _14"></span>sporządzoneg<span class="_ _1"></span>o <span class="_ _12"></span>n<span class="_ _1"></span>a <span class="_ _14"></span>podstawie <span class="_ _14"> </span>art. <span class="_ _14"> </span>90g<span class="_ _1"></span> <span class="_ _12"></span>us<span class="_ _1"></span>tawy <span class="_ _14"></span>z <span class="_ _14"></span>dnia <span class="_ _14"></span>29 <span class="_ _14"> </span>lipca <span class="_ _14"> </span>200<span class="_ _1"></span>5<span class="_ _1"></span><span class="ff1"> <span class="_ _14"></span>r<span class="ls6">. </span></span></div><div class="t m0 x9f h14 y568 ff1 fsa fc0 sc0 ls0 ws0">o <span class="ff6">ofercie <span class="_ _1b"> </span>pub<span class="_ _1"></span>licznej <span class="_ _1b"> </span>i <span class="_ _1b"> </span>w<span class="_ _1"></span>arunkach <span class="_ _1b"> </span>wprowa<span class="_ _1"></span>dzania <span class="_ _1b"> </span>ins<span class="_ _1"></span>trumentów <span class="_ _1a"> </span>finansowych <span class="_ _1b"> </span>d<span class="_ _1"></span>o <span class="_ _1b"> </span>zorganizow<span class="_ _1"></span>anego </span></div><div class="t m0 x9f h14 y569 ff6 fsa fc0 sc0 ls0 ws0">systemu obrotu oraz o <span class="_ _0"></span>spółkac<span class="_ _1"></span>h publicznych<span class="ff1"> (</span>t.j. Dz.U. z 2024 r., <span class="_ _0"></span>poz. 620, z późn. zm.) (dalej: „Ustawa </div><div class="t m0 x9f h14 y56a ff6 fsa fc0 sc0 ls0 ws0">o <span class="_ _b"></span>oferc<span class="_ _1"></span>ie <span class="_ _b"></span>p<span class="_ _1"></span>ublicznej”)<span class="_ _1"></span>. <span class="_ _b"></span>W <span class="_ _12"></span>związk<span class="_ _1"></span>u <span class="_ _b"></span>z<span class="_ _1"></span><span class="ff1"> </span>powyższy<span class="_ _1"></span>m <span class="_ _b"></span>doko<span class="_ _1"></span>nano <span class="_ _12"></span>oceny <span class="_ _12"></span>niezależnoś<span class="_ _1"></span>ci <span class="_ _b"></span>tej<span class="_ _1"></span> <span class="_ _b"></span>firmy <span class="_ _12"></span>audytorsk<span class="_ _1"></span>iej. </div><div class="t m0 x9f h14 y56b ff6 fsa fc0 sc0 ls0 ws0">Rada <span class="_ _1a"> </span>Nadzorcz<span class="_ _1"></span>a <span class="_ _1a"> </span>Spółki <span class="_ _1d"> </span>wyraziła <span class="_ _1a"> </span>zg<span class="_ _1"></span>odę <span class="_ _1a"> </span>na<span class="_ _1"></span><span class="ff1"> </span>świadc<span class="_ _1"></span>zenie <span class="_ _1a"> </span>wspom<span class="_ _1"></span>nianej <span class="_ _1a"> </span>usług<span class="_ _1"></span>i <span class="_ _1d"> </span><span class="ff1">w </span>drodze <span class="_ _1d"> </span>uchwały </div><div class="t m0 x9f h14 y56c ff1 fsa fc0 sc0 ls5 ws0">nr<span class="ls0"> 1/V/2024 z dnia<span class="_ _1"></span> 16 maja 2024 r.<span class="_ _1"></span> </span></div><div class="t m0 x9f h14 y56d ff1 fsa fc0 sc0 ls0 ws0">W <span class="_ _4"></span>2024 <span class="_ _4"></span>r<span class="_ _1"></span>oku <span class="_ _4"></span>Rada <span class="_ _0"></span>Nadzorc<span class="_ _1"></span>za <span class="_ _4"></span><span class="ff6">wyk<span class="_ _1"></span>onywała <span class="_ _4"></span>zadania <span class="_ _0"></span>komitetu <span class="_ _0"></span>audytu <span class="_ _4"></span>określone <span class="_ _4"></span>w<span class="_ _1"></span> <span class="_ _4"></span>ar<span class="_ _1"></span>t. <span class="_ _4"></span>130 <span class="_ _4"></span>Usta<span class="_ _b"></span><span class="ff1">wy, <span class="_ _4"></span>w tym </span></span></div><div class="t m0 x9f h14 y516 ff1 fsa fc0 sc0 ls0 ws0">przede <span class="_ _12"></span>wszy<span class="_ _1"></span>stkim<span class="ls6">: <span class="_ _14"></span></span><span class="ff6">monitorowała <span class="_ _12"></span>proc<span class="_ _1"></span>esy <span class="_ _12"></span>s<span class="_ _1"></span>prawozdawczośc<span class="_ _1"></span>i <span class="_ _12"></span>finansowej <span class="_ _14"></span>oraz <span class="_ _12"></span>skutecz<span class="_ _1"></span>ność<span class="_ _1"></span></span> <span class="_ _14"></span><span class="ff6">systemów </span></div><div class="t m0 x9f h14 y517 ff6 fsa fc0 sc0 ls0 ws0">kontroli <span class="_ _b"></span>wewnętrznej <span class="_ _12"></span><span class="ff1 lsd">i <span class="_ _b"></span></span>systemów<span class="ff1"> <span class="_ _b"></span></span>zarz<span class="_ _1"></span>ądzania <span class="_ _b"></span>ryzykiem <span class="_ _b"></span>oraz <span class="_ _b"></span>audytu <span class="_ _b"></span>wewnętrzne<span class="_ _1"></span>go, <span class="_ _b"></span>w<span class="_ _1"></span><span class="ff1"> <span class="_ _b"></span>tym <span class="_ _b"></span>w <span class="_ _b"></span>zakresie </span></div><div class="t m0 x9f h14 y518 ff6 fsa fc0 sc0 ls0 ws0">sprawozdawczości f<span class="_ _1"></span>inansowej<span class="_ _1"></span><span class="ff1 ls6">. <span class="ls0">W <span class="ls5">202<span class="_ _1"></span></span>4 </span></span>roku odbyło si<span class="_ _1"></span>ę pięć<span class="ff1"> </span>posiedze<span class="_ _1"></span>ń Rady Nadz<span class="_ _1"></span>orczej Spółki<span class="ff1">, <span class="_ _1"></span>w tym </span></div><div class="t m0 x9f h14 y519 ff1 fsa fc0 sc0 ls0 ws0">trzy dedykowane <span class="_ _1"></span>wykonywani<span class="_ _1"></span>u <span class="ff6">obowiązków k<span class="_ _1"></span>omitetu audytu.<span class="_ _1"></span></span> </div><div class="t m0 x9f h14 y51a ff6 fsa fc0 sc0 ls0 ws0">Wraz <span class="_"> </span>z <span class="_"> </span>powołaniem <span class="_"> </span><span class="ff1">prz<span class="_ _1"></span>ez <span class="_"> </span>Zwyc<span class="_ _1"></span>zajne <span class="_"> </span>Walne <span class="_"> </span>Zgromadzen<span class="_ _1"></span>ie <span class="_"> </span>w <span class="_"> </span>dniu <span class="_"> </span>26 <span class="_"> </span>czerwca <span class="_"> </span>2024 <span class="_"> </span>r. <span class="_"> </span>nowych </span></div><div class="t m0 x9f h1f y51b ff6 fsa fc0 sc0 ls0 ws0">Członków <span class="_ _10"> </span>Rady <span class="_ _10"> </span>Nadz<span class="_ _1"></span>orczej <span class="_ _10"> </span>Spółki, <span class="_ _10"> </span>Rad<span class="_ _1"></span>a <span class="_ _10"> </span>Nadzorcz<span class="_ _1"></span>a <span class="_ _11"> </span>doko<span class="_ _1"></span>nała <span class="_ _10"> </span>analizy <span class="_ _10"> </span>od<span class="_ _1"></span>powiedniości <span class="_ _10"> </span>w <span class="_ _10"> </span>zak<span class="_ _1"></span>resie </div><div class="t m0 x9f h1f y56e ff6 fsa fc0 sc0 ls0 ws0">weryfikacji <span class="_ _1b"> </span>oświadczeń <span class="_ _1b"> </span>o <span class="_ _1b"> </span>niezależności <span class="_ _1b"> </span>złożonych<span class="_ _1"></span> <span class="_ _1b"> </span>przez <span class="_ _1b"> </span>członków <span class="_ _1b"> </span>organu <span class="_ _1c"> </span>nadzoru. <span class="_ _1a"> </span>Po <span class="_ _1c"> </span>analizie </div><div class="t m0 x9f h1f y56f ff6 fsa fc0 sc0 ls0 ws0">złożonych <span class="_ _e"> </span>ośw<span class="_ _1"></span>iadczeń <span class="_ _15"> </span>i <span class="_ _15"> </span>przyjęty<span class="_ _1"></span>ch <span class="_ _e"> </span>stwierdzeń <span class="_ _15"> </span>w <span class="_ _e"> </span>z<span class="_ _1"></span>akresie <span class="_ _e"> </span>spe<span class="_ _1"></span>łniania <span class="_ _e"> </span>k<span class="_ _1"></span>ryteriów <span class="_ _15"> </span>niezależności,<span class="_ _1"></span> </div><div class="t m0 x9f h14 y570 ff6 fsa fc0 sc0 ls0 ws0">określonych <span class="_ _13"> </span>w <span class="_ _13"> </span>Ustawie, <span class="_ _13"> </span>Rada <span class="_ _13"> </span>Nadzorcz<span class="_ _1"></span>a <span class="_ _13"> </span><span class="ff1">w <span class="_ _13"> </span>dniu <span class="_ _13"> </span>11 <span class="_ _13"> </span>grudnia <span class="_ _13"></span>2024 <span class="_ _13"> </span>r. <span class="_ _13"> </span></span>po<span class="_ _1"></span>djęła <span class="_ _13"> </span>uchwałę <span class="_ _13"> </span><span class="ff1">nr <span class="_ _13"> </span>1/XII/<span class="_ _1"></span>2024 </span></div><div class="t m0 x9f h14 y571 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">sprawie powołan<span class="_ _1"></span>ia Komitetu Audytu<span class="_ _1"></span> Rady Nadzorcz<span class="_ _1"></span>ej WIKANA S.A.<span class="_ _1"></span></span> </div><div class="t m0 x9f h15 y572 ff2 fs6 fc0 sc0 ls0 ws0">6.5.2.4. <span class="_ _d"> </span>Wynagrodzenie Rady<span class="_ _0"></span> Nadzorczej WIKANA S.A. </div></div><div class="c x9f y41a w55 h5c"><div class="t m0 x3b h14 y573 fff fsa fc0 sc0 ls0 ws0">w tysiącach złotych<span class="_ _1"></span><span class="ff1"> </span></div></div><div class="c x32 y574 w56 h25"><div class="t m0 x3b h14 y1 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x30 y574 w57 h25"><div class="t m0 x3b h14 y1 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x73 y574 w58 h25"><div class="t m0 x3b h14 y1 ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y574 w59 h25"><div class="t m0 x54 h13 y1cb ff2 fsa fc0 sc0 ls0 ws0">01.01.2024 </div></div><div class="c x8c y574 w5a h25"><div class="t m0 x54 h13 y1cb ff2 fsa fc0 sc0 ls0 ws0">01.01.2023 </div></div><div class="c x32 y41a w56 h25"><div class="t m0 x3b h13 y4ae ff2 fsa fc0 sc0 ls0 ws0"><span class="fc3 sc0"> </span></div></div><div class="c x30 y41a w57 h25"><div class="t m0 x3b h13 y4ae ff2 fsa fc0 sc0 ls0 ws0"><span class="fc3 sc0"> </span></div></div><div class="c x73 y41a w58 h25"><div class="t m0 x3b h13 y4ae ff2 fsa fc0 sc0 ls0 ws0"><span class="fc3 sc0"> </span></div></div><div class="c x9 y41a w59 h25"><div class="t m0 x54 h13 y1cb ff2 fsa fc0 sc0 ls5 ws0">31<span class="ls0">.12.2024 </span></div></div><div class="c x8c y41a w5a h25"><div class="t m0 x54 h13 y1cb ff2 fsa fc0 sc0 ls5 ws0">31<span class="ls0">.12.2023<span class="_ _1"></span> </span></div></div><div class="c x9f y575 w5f h25"><div class="t m0 x3b h13 y1cb ff1 fsa fc0 sc0 ls0 ws0">Adam Buchajski<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x30 y575 w57 h25"><div class="t m0 x3b h13 y240 ff2 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x73 y575 w58 h25"><div class="t m0 x3b h13 y240 ff2 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y575 w59 h25"><div class="t m0 x41 h26 y17b ff1 fse fc0 sc0 ls13 ws0">35<span class="ls0"> </span></div></div><div class="c x8c y575 w5a h25"><div class="t m0 x41 h26 y17b ff1 fse fc0 sc0 ls13 ws0">42<span class="ls0"> </span></div></div><div class="c x9f y576 w5f h27"><div class="t m0 x3b h13 y1cb ff1 fsa fc0 sc0 ls0 ws0">Krzysztof Misiak<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x30 y576 w57 h27"><div class="t m0 x3b h13 y240 ff2 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x73 y576 w58 h27"><div class="t m0 x3b h13 y240 ff2 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y576 w59 h27"><div class="t m0 x41 h26 y17b ff1 fse fc0 sc0 ls13 ws0">43<span class="ls0"> </span></div></div><div class="c x8c y576 w5a h27"><div class="t m0 x41 h26 y17b ff1 fse fc0 sc0 ls13 ws0">43<span class="ls0"> </span></div></div></div><div class="pi"></div></div>
<div id="pf2b" class="pf w0 h0"><div class="pc pc2b w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">43<span class="ff5 fs6 ls0"> </span></div></div><div class="c x9f y577 w5f h2c"><div class="t m0 x3b h13 y578 ff1 fsa fc0 sc0 ls0 ws0">Patrycja Wojtczyk<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x30 y577 w57 h2c"><div class="t m0 x3b h13 y579 ff2 fsa fc0 sc0 ls0 ws0"><span class="fc3 sc0"> </span></div></div><div class="c x73 y577 w58 h2c"><div class="t m0 x3b h13 y579 ff2 fsa fc0 sc0 ls0 ws0"><span class="fc3 sc0"> </span></div></div><div class="c x9 y577 w59 h2c"><div class="t m0 x41 h26 y1d1 ff1 fse fc0 sc0 ls13 ws0">35<span class="ls0"> </span></div></div><div class="c x8c y577 w5a h2c"><div class="t m0 x41 h26 y1d1 ff1 fse fc0 sc0 ls13 ws0">42<span class="ls0"> </span></div></div><div class="c x9f y1cf w5b h25"><div class="t m0 x3b h14 y1cb ff6 fsa fc0 sc0 ls0 ws0">Anna Kułach <span class="_ _1"></span><span class="ff1"> </span></div></div><div class="c x9 y1cf w59 h25"><div class="t m0 x41 h26 y17b ff1 fse fc0 sc0 ls13 ws0">42<span class="ls0"> </span></div></div><div class="c x8c y1cf w5a h25"><div class="t m0 x41 h26 y17b ff1 fse fc0 sc0 ls13 ws0">42<span class="ls0"> </span></div></div><div class="c x9f y1d2 w5f h25"><div class="t m0 x3b h13 y1cb ff1 fsa fc0 sc0 ls0 ws0">Marcin Marczuk <span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x30 y1d2 w57 h25"><div class="t m0 x3b h13 y240 ff2 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x73 y1d2 w58 h25"><div class="t m0 x3b h13 y240 ff2 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y1d2 w59 h25"><div class="t m0 x41 h26 y17b ff1 fse fc0 sc0 ls13 ws0">55<span class="ls0"> </span></div></div><div class="c x8c y1d2 w5a h25"><div class="t m0 x41 h26 y17b ff1 fse fc0 sc0 ls13 ws0">55<span class="ls0"> </span></div></div><div class="c x9f y1d3 w5f h25"><div class="t m0 x3b h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">Karolina Buchajsk<span class="_ _1"></span>a </div></div><div class="c x30 y1d3 w57 h25"><div class="t m0 x3b h13 y240 ff2 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x73 y1d3 w58 h25"><div class="t m0 x3b h13 y240 ff2 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y1d3 w59 h25"><div class="t m0 x42 h26 y17b ff1 fse fc0 sc0 ls0 ws0">7 </div></div><div class="c x8c y1d3 w5a h25"><div class="t m0 x1 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">-<span class="fse"> </span></div></div><div class="c x9f y1d4 w5f h25"><div class="t m0 x3b h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">Natalia Buchajsk<span class="_ _1"></span>a </div></div><div class="c x30 y1d4 w57 h25"><div class="t m0 x3b h13 y240 ff2 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x73 y1d4 w58 h25"><div class="t m0 x3b h13 y240 ff2 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x9 y1d4 w59 h25"><div class="t m0 x42 h26 y17b ff1 fse fc0 sc0 ls0 ws0">7 </div></div><div class="c x8c y1d4 w5a h25"><div class="t m0 x1 h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">-<span class="fse"> </span></div></div><div class="c x9f y1d5 w5f h25"><div class="t m0 x3b h13 y1cb ff2 fsa fc0 sc0 ls0 ws0">Wynagrodzenie R<span class="_ _1"></span>ady Nadzorczej<span class="_ _1"></span> </div></div><div class="c x30 y1d5 w57 h25"><div class="t m0 x3b h14 y4bb ff1 fsa fc6 sc0 ls0 ws0">  </div></div><div class="c x73 y1d5 w58 h25"><div class="t m0 x3b h13 y240 ff2 fsa fc0 sc0 ls0 ws0">  </div></div><div class="c x9 y1d5 w59 h25"><div class="t m0 x5d h22 y17b ff2 fse fc0 sc0 ls13 ws0">224<span class="ls0"> </span></div></div><div class="c x8c y1d5 w5a h25"><div class="t m0 x5d h22 y17b ff2 fse fc0 sc0 ls13 ws0">224<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9f h15 y148 ff2 fs6 fc0 sc0 ls0 ws0">6.5.2.5. <span class="_ _d"> </span><span class="ff3">Informacje <span class="_ _f"> </span>o <span class="_ _1e"> </span>wszelkich <span class="_ _f"> </span>zobowiązaniach <span class="_ _1e"> </span>wynikających <span class="_ _f"> </span>z <span class="_ _1e"> </span>emerytur </span></div><div class="t m0 x8e h15 y57a ff2 fs6 fc0 sc0 ls0 ws0">i <span class="ff3">świadczeń <span class="_ _12"></span>o <span class="_ _12"></span>podobnym <span class="_ _12"></span>charakterze <span class="_ _12"></span>dla <span class="_ _12"></span>byłyc<span class="_ _1"></span>h <span class="_ _12"></span>osób <span class="_ _12"></span>zarządzających </span></div><div class="t m0 x8e h15 y57b ff2 fs6 fc0 sc0 ls0 ws0">i <span class="ff3">nadzorujących</span> </div><div class="t m0 x9f h14 y57c ff6 fsa fc0 sc0 ls0 ws0">Zarówno <span class="_ _1"></span>w <span class="_ _b"></span>roku <span class="_ _1"></span>obrotowy<span class="_ _1"></span>m <span class="_ _1"></span>202<span class="_ _1"></span><span class="ff1">4</span>, <span class="_ _1"></span>j<span class="_ _1"></span>ak <span class="_ _1"></span>i <span class="_ _1"></span>d<span class="_ _1"></span>o <span class="_ _1"></span>dnia <span class="_ _b"></span>sporządze<span class="_ _1"></span><span class="ff1">nia <span class="_ _1"></span>ni<span class="_ _1"></span>niejszego <span class="_ _1"></span>spraw<span class="_ _1"></span>ozdania, <span class="_ _b"></span>w <span class="_ _1"></span>Gru<span class="_ _1"></span>pie <span class="_ _1"></span>nie </span></div><div class="t m0 x9f h1f y57d ff6 fsa fc0 sc0 ls0 ws0">wystąpiły <span class="_ _b"></span>zobowiąza<span class="_ _1"></span>nia <span class="_ _b"></span>wynikając<span class="_ _1"></span>e <span class="_ _b"></span>z <span class="_ _b"></span>emerytur <span class="_ _12"></span>i <span class="_ _b"></span>świadc<span class="_ _1"></span>zeń <span class="_ _b"></span>o <span class="_ _b"></span>podobnym <span class="_ _14"></span>charakt<span class="_ _1"></span>erze <span class="_ _b"></span>dla <span class="_ _b"></span>by<span class="_ _1"></span>łych <span class="_ _b"></span>osób </div><div class="t m0 x9f h1f y57e ff6 fsa fc0 sc0 ls0 ws0">zarządzający<span class="_ _1"></span>ch, <span class="_ _13"> </span>nadzorując<span class="_ _1"></span>ych <span class="_ _13"> </span>albo <span class="_ _11"> </span>byłych <span class="_ _13"> </span>członków<span class="_ _1"></span> <span class="_ _13"> </span>organów <span class="_ _11"> </span>administrujący<span class="_ _1"></span>ch <span class="_ _13"> </span>oraz <span class="_ _11"> </span>zobowiązania </div><div class="t m0 x9f h14 y1ac ff6 fsa fc0 sc0 ls0 ws0">zaciągnięte w związk<span class="_ _1"></span>u z tymi emeryturami<span class="_ _1"></span><span class="ff1">. </span></div><div class="t m0 x9f h15 y57f ff2 fs6 fc0 sc0 ls0 ws0">6.5.2.6. <span class="_ _d"> </span><span class="ff3">Różnorodn<span class="_ _0"></span>ość w organach<span class="ff2"> </span></span></div><div class="t m0 x9f h14 y580 ff6 fsa fc0 sc0 ls0 ws0">Spółka, <span class="_ _2"> </span>z <span class="_ _1c"> </span>uwagi <span class="_ _2"> </span>na <span class="_ _1c"> </span>wielkość<span class="_ _1"></span> <span class="_ _2"> </span>zatrudnienia <span class="_ _1c"> </span>w <span class="_ _2"> </span>Grupie <span class="_ _1c"> </span>Kapitałowej <span class="_ _1c"> </span>WIKANA,<span class="_ _1"></span><span class="ff1"> <span class="_ _1c"> </span></span>nie <span class="_ _2"> </span>wdrożył<span class="_ _1"></span>a <span class="_ _2"> </span>polityki </div><div class="t m0 x9f h1f y581 ff6 fsa fc0 sc0 ls0 ws0">różnorodności, <span class="_ _1a"> </span>jednakż<span class="_ _1"></span>e <span class="_ _1a"> </span>Rada <span class="_ _1b"> </span>N<span class="_ _1"></span>adzorcza <span class="_ _1a"> </span>oraz <span class="_ _1a"> </span>Zarz<span class="_ _1"></span>ąd <span class="_ _1a"> </span>Spółki <span class="_ _1a"> </span>dokładają <span class="_ _1a"> </span>starań <span class="_ _1a"> </span>aby <span class="_ _1a"> </span>w <span class="_ _1a"> </span>Spółce<span class="_ _1"></span> </div><div class="t m0 x9f h1f y582 ff6 fsa fc0 sc0 ls0 ws0">zatrudniane <span class="_ _1b"> </span>były <span class="_ _1b"> </span>osoby <span class="_ _1b"> </span>kompe<span class="_ _1"></span>tentne, <span class="_ _1b"> </span>posiadając<span class="_ _1"></span>e <span class="_ _1b"> </span>odpowiednie <span class="_ _1b"> </span>kwalifikacj<span class="_ _1"></span>e <span class="_ _1b"> </span>oraz <span class="_ _1b"> </span>doświadczenie </div><div class="t m0 x9f h14 y583 ff6 fsa fc0 sc0 ls0 ws0">zawodowe i wyks<span class="_ _1"></span>ztałcenie odpowiadając<span class="_ _1"></span>e potrzebom <span class="_ _1"></span>Spół<span class="_ _1"></span><span class="ff1">ki. </span></div><div class="t m0 x12 h15 y584 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Sposób <span class="_ _21"> </span>działania <span class="_ _21"> </span>i <span class="_ _21"> </span>zasadnicze <span class="_ _10"> </span>uprawn<span class="_ _1"></span></span>ienia <span class="_ _21"> </span>walnego <span class="_ _10"> </span>zgromadzenia <span class="_ _21"> </span>oraz </div><div class="t m0 xf h15 y407 ff3 fs6 fc0 sc0 ls0 ws0">opis praw akcjonariuszy i sposób ich wykonywania<span class="ff2"> </span></div><div class="t m0 x9f h14 y585 ff6 fsa fc0 sc0 ls0 ws0">Sposób <span class="_ _0"></span>działania Walnego <span class="_ _0"></span>Zgromadzenia i <span class="_ _4"></span>jego zasadnicze <span class="_ _0"></span>uprawnien<span class="_ _1"></span>ia, <span class="_ _0"></span>prawa <span class="_ _0"></span>akc<span class="_ _1"></span>jonariuszy <span class="ff1 lsd">i </span>sposób </div><div class="t m0 x9f h14 y586 ff6 fsa fc0 sc0 ls0 ws0">ich wykonywania regu<span class="_ _1"></span>lują: <span class="ff1"> </span></div><div class="t m0 x1c h14 y587 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">Kodeks Spółek Hand<span class="_ _1"></span>lowych;<span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y437 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">Statut Spółki;<span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y3d5 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">Regulamin Walnego<span class="_ _1"></span> Zgromadzenia Spó<span class="_ _1"></span>łki;<span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y1f2 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">s<span class="ff6">tosowane w Spó<span class="_ _1"></span>łce zasady Ładu Korp<span class="_ _1"></span>oracyjnego. <span class="_ _1"></span></span> </span></span></div><div class="t m0 x9f h1f y588 ff6 fsa fc0 sc0 ls0 ws0">Zarówno <span class="_ _12"></span>Statut <span class="_ _12"></span>Spółk<span class="_ _1"></span>i, <span class="_ _b"></span>j<span class="_ _1"></span>ak <span class="_ _12"></span>i <span class="_ _12"></span>Regu<span class="_ _1"></span>lamin <span class="_ _12"></span>Walnego <span class="_ _12"></span>Zgr<span class="_ _1"></span>omadzenia <span class="_ _12"></span>Spó<span class="_ _1"></span>łki, <span class="_ _12"></span>opublikowany<span class="_ _1"></span> <span class="_ _b"></span>j<span class="_ _1"></span>est <span class="_ _12"></span>na <span class="_ _12"></span>stronie </div><div class="t m0 x9f h1f y589 ff6 fsa fc0 sc0 ls0 ws0">internetowej Spółk<span class="_ _1"></span>i, co realiz<span class="_ _1"></span>uje wspom<span class="_ _1"></span>inaną już zasadę <span class="_ _1"></span>1.1. „Dobrych <span class="_ _1"></span>Praktyk<span class="_ _1"></span> Spółek Notowanych n<span class="_ _1"></span>a </div><div class="t m0 x9f h14 y3b6 ff1 fsa fc0 sc0 ls0 ws0">GPW <span class="_ _11"> </span>202<span class="_ _1"></span>1<span class="ff6">” <span class="_ _11"> </span>(„<span class="_ _1"></span>Spółka <span class="_ _10"> </span>prowadzi <span class="_ _10"> </span>sprawną<span class="_ _1"></span> <span class="_ _11"> </span>komunikac<span class="_ _1"></span>ję <span class="_ _10"> </span>z</span> <span class="ff6">ucz<span class="_ _1"></span>estnikami <span class="_ _11"> </span>ry<span class="_ _1"></span>nku <span class="_ _11"> </span>k<span class="_ _1"></span>apitałowego, <span class="_ _10"> </span>rzetelnie </span></div><div class="t m0 x9f h14 y4c6 ff6 fsa fc0 sc0 ls0 ws0">informując <span class="_ _1"></span>o <span class="_ _1"></span>s<span class="_ _1"></span>prawach <span class="_ _1"></span>jej <span class="_ _b"></span>dotyczących. <span class="_ _b"></span>W<span class="ff1"> </span>tym <span class="_ _1"></span>celu <span class="_ _1"></span>sp<span class="_ _1"></span>ółka <span class="_ _1"></span>wykorzy<span class="_ _1"></span>stuje <span class="_ _1"></span>różnorod<span class="_ _1"></span>ne <span class="_ _1"></span>narzędzia <span class="_ _1"></span>i <span class="_ _1"></span>f<span class="_ _1"></span>ormy </div><div class="t m0 x9f h14 y4c7 ff6 fsa fc0 sc0 ls0 ws0">porozumiewania <span class="_ _b"></span>si<span class="_ _1"></span>ę, <span class="_ _b"></span>w <span class="_ _b"></span>tym <span class="_ _b"></span>przede <span class="_ _b"></span>wszy<span class="_ _1"></span>stkim <span class="_ _b"></span>korporacy<span class="_ _1"></span>jną <span class="_ _b"></span>stronę <span class="_ _b"></span>internetową, <span class="_ _b"></span>n<span class="_ _1"></span>a <span class="_ _b"></span>któr<span class="_ _b"></span><span class="ff1">ej <span class="_ _b"></span>zamieszcza </span></div><div class="t m0 x9f h14 y4c8 ff1 fsa fc0 sc0 ls0 ws0">wszelkie informacj<span class="_ _1"></span>e istotne <span class="ff6">dla inw<span class="_ _1"></span>estorów.”).<span class="_ _1"></span></span> </div><div class="t m0 x9f h14 y4c9 ff6 fsa fc0 sc0 ls0 ws0">Walne Zgromadzen<span class="_ _1"></span>ie może być z<span class="_ _1"></span>wyczajne i nadzwyczaj<span class="_ _1"></span>ne. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9f h14 y58a ff6 fsa fc0 sc0 ls0 ws0">Zwyczajne Walne Zgromadzenie Spółki pow<span class="_ _1"></span>inno się odbyć nie później niż w ciągu sześciu miesięcy po<span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 x9f h14 y58b ff6 fsa fc0 sc0 ls0 ws0">zakończeniu roku obr<span class="_ _1"></span>otowego. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9f h1f y58c ff6 fsa fc0 sc0 ls0 ws0">Nadzwyczajne <span class="_ _d"> </span>Walne <span class="_ _17"> </span>Zgromadze<span class="_ _1"></span>nie <span class="_ _17"> </span>zwo<span class="_ _1"></span>łuje <span class="_ _17"> </span>Zar<span class="_ _1"></span>ząd <span class="_ _17"> </span>dla <span class="_ _d"> </span>rozpatrzenia <span class="_ _d"> </span>spraw <span class="_ _17"> </span>wymagającyc<span class="_ _1"></span>h </div><div class="t m0 x9f h14 y58d ff6 fsa fc0 sc0 ls0 ws0">niezwłocznego pos<span class="_ _1"></span>tanowienia: <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y58e ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">z własnej inicjatywy, <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y58f ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">na wniosek Rady Na<span class="_ _1"></span>dzorczej, <span class="_ _1"></span> </span></span></div><div class="t m0 x1c h14 y590 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">na <span class="_"> </span>pisemny <span class="_"> </span>wn<span class="_ _1"></span>iosek <span class="_"> </span>akcj<span class="_ _1"></span>onariuszy <span class="_ _2"> </span>reprezentujących <span class="_"> </span>łączni<span class="_ _1"></span>e <span class="_"> </span>co <span class="_"> </span>najmn<span class="_ _1"></span>iej <span class="_"> </span>jedną <span class="_ _2"> </span>dwudziestą </span></span></div><div class="t m0 xf h14 y591 ff6 fsa fc0 sc0 ls0 ws0">kapitału zakładowe<span class="_ _1"></span>go. <span class="ff1"> </span></div></div></div><div class="pi"></div></div>
<div id="pf2c" class="pf w0 h0"><div class="pc pc2c w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">44<span class="ff5 fs6 ls0"> </span></div><div class="t m0 x9f h14 y5a ff6 fsa fc0 sc0 ls0 ws0">Walne <span class="_ _12"></span>Z<span class="_ _1"></span>gromadzenie <span class="_ _14"></span>zwo<span class="_ _1"></span>ływane <span class="_ _14"></span>jest <span class="_ _14"></span>w <span class="_ _14"></span>trybie <span class="_ _14"></span>określonym <span class="_ _14"></span>w <span class="_ _14"></span>art. <span class="_ _14"></span>395 <span class="_ _14"></span>§ <span class="_ _14"></span>1 <span class="_ _14"></span>i <span class="_ _12"></span>art. <span class="_ _13"> </span>398 <span class="_ _12"></span>Kodek<span class="_ _1"></span>su <span class="_ _13"> </span><span class="ff1">s</span>półek </div><div class="t m0 x9f h14 yc4 ff1 fsa fc0 sc0 ls0 ws0">h<span class="ff6">andlowych, <span class="_ _13"> </span>w <span class="_ _13"> </span>sposób <span class="_ _13"> </span>określony <span class="_ _13"> </span>zapisami <span class="_ _13"> </span>art. <span class="_ _13"> </span>4</span>0<span class="_ _1"></span>2</div><div class="t m0 xa0 h10 y592 ff1 fs8 fc0 sc0 ls0 ws0">1</div><div class="t m0 xa1 h14 yc4 ff1 fsa fc0 sc0 ls0 ws0">, <span class="_ _13"></span>402</div><div class="t m0 x73 h10 y592 ff1 fs8 fc0 sc0 ls0 ws0">2</div><div class="t m0 xa2 h14 yc4 ff1 fsa fc0 sc0 ls0 ws0"> <span class="_ _13"></span>i <span class="_ _14"></span>4<span class="_ _1"></span>02</div><div class="t m0 x28 h10 y592 ff1 fs8 fc0 sc0 ls0 ws0">3</div><div class="t m0 x29 h14 yc4 ff1 fsa fc0 sc0 ls0 ws0"> <span class="_ _13"></span>Kodeksu <span class="_ _13"> </span>s<span class="ff6">półek<span class="_ _1"></span> <span class="_ _13"> </span></span>handlowych <span class="_ _13"></span>oraz </div><div class="t m0 x9f h14 yc5 ff1 fsa fc0 sc0 ls0 ws0">regulacjami <span class="_ _0"></span>ustawy z <span class="_ _4"></span>dnia 29 <span class="_ _4"></span>lipc<span class="_ _1"></span>a <span class="_ _0"></span>2005 <span class="_ _0"></span>r. <span class="_ _0"></span>o <span class="_ _0"></span>ofercie publicznej <span class="_ _0"></span><span class="ff6">i <span class="_ _0"></span>warunkach wprowadzania <span class="_ _0"></span>instrumentów </span></div><div class="t m0 x9f h14 y272 ff6 fsa fc0 sc0 ls0 ws0">finansowych <span class="_ _0"></span>do <span class="_ _4"></span>z<span class="_ _1"></span>organizow<span class="_ _1"></span>anego <span class="_ _4"></span>s<span class="_ _1"></span>ystemu <span class="_ _0"></span>obrotu <span class="_ _0"></span>oraz o <span class="_ _4"></span>spółkach pu<span class="_ _0"></span>blicznyc<span class="_ _1"></span>h<span class="_ _1"></span><span class="ff1"> <span class="_ _0"></span>(t.j. Dz.U. <span class="_ _4"></span>z <span class="_ _4"></span>2<span class="_ _1"></span>024 <span class="_ _0"></span>r., <span class="_ _0"></span>poz. </span></div><div class="t m0 x9f h14 y325 ff6 fsa fc0 sc0 ls0 ws0">620, z późn. zm.<span class="ff1">)<span class="_ _1"></span> </span></div><div class="t m0 x9f h1f y2f ff6 fsa fc0 sc0 ls0 ws0">Uchwały podjęte przez W<span class="_ _1"></span>alne Zgromadzenie są ważn<span class="_ _1"></span>e, bez względu na liczbę akc<span class="_ _1"></span>ji reprezentowanych </div><div class="t m0 x9f h14 y9a ff6 fsa fc0 sc0 ls0 ws0">na Walnym Zgromadze<span class="_ _1"></span>niu, o ile Kodek<span class="_ _1"></span>s Spółek Handlowy<span class="_ _1"></span>ch nie stanowi inaczej<span class="_ _1"></span>. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9f h14 y41d ff6 fsa fc0 sc0 ls0 ws0">Uchwał Walnego Zgrom<span class="_ _1"></span>adzenia wy<span class="_ _1"></span>magają: <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y1d9 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">rozpatrzenie <span class="_ _11"> </span>i <span class="_ _11"> </span>zatwi<span class="_ _1"></span>erdzenie <span class="_ _11"> </span>sprawoz<span class="_ _1"></span>dania <span class="_ _11"> </span>Zarząd<span class="_ _1"></span>u <span class="_ _11"> </span>z <span class="_ _11"> </span>działalnośc<span class="_ _1"></span>i <span class="_ _11"> </span>Spółki <span class="_"> </span><span class="ff1">oraz <span class="_ _11"> </span>sprawozdania </span></span></span></div><div class="t m0 xf h14 y593 ff6 fsa fc0 sc0 ls0 ws0">finansowego za ub<span class="_ _1"></span>iegły rok obrotowy, <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y594 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">podział zysków lub p<span class="_ _1"></span>okrycie strat, <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y595 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">udzielenie członkom orga<span class="_ _1"></span>nów Spółk<span class="_ _1"></span>i absolutorium z w<span class="_ _1"></span>ykonania przez n<span class="_ _1"></span>ich obowiązków,<span class="_ _b"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y596 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">wszelkie <span class="_ _1d"> </span>posta<span class="_ _1"></span>nowienia <span class="_ _19"> </span>wynikające <span class="_ _19"> </span>z <span class="_ _1d"> </span>ros<span class="_ _1"></span>zczeń <span class="_ _1d"> </span>o <span class="_ _19"> </span>naprawienie <span class="_ _1d"> </span>s<span class="_ _1"></span>zkody <span class="_ _19"> </span>wyrządzonej <span class="_ _1d"> </span>prz<span class="_ _1"></span>y </span></span></div><div class="t m0 xf h14 y597 ff6 fsa fc0 sc0 ls0 ws0">zawiązywaniu Spółki <span class="_ _1"></span>lub sprawowaniu<span class="_ _1"></span> zarz<span class="_ _1"></span>ądu albo na<span class="_ _1"></span>dzoru,<span class="ff1"> </span></div><div class="t m0 x1c h14 y598 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">zbycie <span class="_ _13"> </span>i <span class="_ _13"> </span>wydzierżawieni<span class="_ _1"></span>e <span class="_ _13"> </span>przedsiębiorstwa <span class="_ _13"> </span>lub <span class="_ _13"> </span>jego <span class="_ _13"> </span>z<span class="_ _1"></span>organizowanej <span class="_ _13"> </span>częś<span class="_ _1"></span>ci <span class="_ _13"> </span>oraz <span class="_ _13"> </span>ustanowien<span class="_ _1"></span>ie </span></span></div><div class="t m0 xf h14 y599 ff1 fsa fc0 sc0 ls5 ws0">na<span class="ls0"> nich ogranicz<span class="_ _1"></span>onego prawa rzecz<span class="_ _1"></span>owego,<span class="_ _1"></span> </span></div><div class="t m0 x1c h14 y27c ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">emisje obligacji zami<span class="_ _1"></span>ennych lub z praw<span class="_ _1"></span>em pierwszeńs<span class="_ _1"></span>twa,<span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y59a ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">nabycie <span class="_ _0"></span>własnych <span class="_ _0"></span>akcji w <span class="_ _4"></span>przypadku określonym <span class="_ _4"></span>w art.362 <span class="_ _0"></span>§ <span class="_ _0"></span>1 <span class="_ _4"></span>pk<span class="_ _1"></span>t <span class="_ _0"></span>2 <span class="_ _0"></span>Kodeksu spół<span class="_ _0"></span>ek handlowych,<span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y397 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">dokonywanie zmian w <span class="_ _1"></span>Statucie Spółki, <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y499 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">ustalanie zasad wy<span class="_ _1"></span>nagradzania Rady Nadzorc<span class="_ _1"></span>zej, <span class="_ _1"></span> </span></span></div><div class="t m0 x1c h14 y59b ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">podwyższenie lub obn<span class="_ _1"></span>iżenie kapitału zakładow<span class="_ _1"></span>ego, <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y59c ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">ustalanie terminów „dn<span class="_ _1"></span>ia prawa d<span class="_ _1"></span>o dywidendy” i „termi<span class="_ _1"></span>nu wypłaty dywide<span class="_ _1"></span>ndy”,<span class="_ _b"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1c h14 y59d ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">inne sprawy przew<span class="_ _1"></span>idziane Statutem i Ko<span class="_ _1"></span>deksem Spółek Hand<span class="_ _1"></span>lowych. <span class="_ _1"></span><span class="ff1"> </span></span></span></div><div class="t m0 x9f h1f y59e ff6 fsa fc0 sc0 ls0 ws0">Nabycie <span class="_ _1"></span>i z<span class="_ _1"></span>bycie <span class="_ _1"></span>nieruchom<span class="_ _1"></span>ości lu<span class="_ _1"></span>b udz<span class="_ _1"></span>iału <span class="_ _1"></span>w <span class="_ _1"></span>nieruchomoś<span class="_ _1"></span>ci oraz<span class="_ _1"></span> pra<span class="_ _1"></span>wa <span class="_ _1"></span>użytkowani<span class="_ _1"></span>a wi<span class="_ _1"></span>eczystego <span class="_ _1"></span>lub </div><div class="t m0 x9f h1f y59f ff6 fsa fc0 sc0 ls0 ws0">udziału <span class="_ _2"> </span>w <span class="_ _1c"> </span>prawie <span class="_ _2"> </span>uży<span class="_ _1"></span>tkowania <span class="_ _1c"> </span>wieczys<span class="_ _1"></span>tego <span class="_ _2"> </span>oraz <span class="_ _2"> </span>ob<span class="_ _1"></span>ciążenie <span class="_ _2"> </span>ogranicz<span class="_ _1"></span>onymi <span class="_ _2"> </span>pr<span class="_ _1"></span>awami <span class="_ _2"> </span>rzecz<span class="_ _1"></span>owymi </div><div class="t m0 x9f h1f y5a0 ff6 fsa fc0 sc0 ls0 ws0">nieruchomości <span class="_"> </span>lub <span class="_ _10"> </span>udziału <span class="_"> </span>l<span class="_ _0"></span>ub <span class="_ _10"> </span>pra<span class="_ _1"></span>wa <span class="_"> </span>użytkowania <span class="_ _10"> </span>wieczys<span class="_ _1"></span>tego <span class="_ _10"> </span>lub <span class="_"> </span>udzi<span class="_ _1"></span>ału <span class="_"> </span>w <span class="_ _10"> </span>prawie <span class="_"> </span>użytkowania </div><div class="t m0 x9f h14 y5a1 ff6 fsa fc0 sc0 ls0 ws0">wieczystego nieruch<span class="_ _1"></span>omości, nie wymaga <span class="_ _1"></span>uchwały Walnego<span class="_ _1"></span> Zgromadzenia. <span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 x9f h14 y5a2 ff6 fsa fc0 sc0 ls0 ws0">Zgodnie <span class="_ _11"> </span>ze <span class="_ _11"> </span>wspomnian<span class="_ _1"></span>ą <span class="_ _11"> </span>zasadą <span class="_ _11"> </span><span class="ff1">4.<span class="_ _1"></span>7 <span class="_ _11"> </span></span>„Dobrych <span class="_ _11"> </span>Prak<span class="_ _1"></span>tyk <span class="_ _11"> </span>Spółek <span class="_ _11"> </span>Notowa<span class="_ _1"></span>nych <span class="_ _11"> </span>na <span class="_ _11"> </span>GPW <span class="_ _11"> </span>2021<span class="_ _1"></span><span class="lsc">” <span class="_ _11"> </span></span>„Rada </div><div class="t m0 x9f h14 y5a3 ff6 fsa fc0 sc0 ls0 ws0">nadzorcza <span class="_ _4"></span>opiniuj<span class="_ _1"></span>e <span class="_ _4"></span>projekty <span class="_ _4"></span>uc<span class="_ _1"></span>hwał <span class="_ _4"></span>wnoszone <span class="_ _4"></span>prz<span class="_ _1"></span>ez <span class="_ _4"></span>zarząd <span class="_ _4"></span>do <span class="_ _0"></span>porządku <span class="_ _4"></span>obrad <span class="_ _4"></span>wa<span class="_ _1"></span>lnego <span class="_ _4"></span>zgromadze<span class="_ _1"></span>nia<span class="_ _1"></span><span class="ff1">.</span>”<span class="_ _1"></span><span class="ff1">  </span></div><div class="t m0 x9f h1f y4a ff6 fsa fc0 sc0 ls0 ws0">Obowiązujący <span class="_ _f"> </span>obecnie <span class="_ _f"> </span>Regulamin <span class="_ _f"> </span>Walnego <span class="_ _f"> </span>Zgromadzen<span class="_ _1"></span>ia <span class="_ _15"> </span>Sp<span class="_ _1"></span>ółki, <span class="_ _f"> </span>przyjęty <span class="_ _f"> </span>uchwałą <span class="_ _15"> </span>W<span class="_ _1"></span>alnego </div><div class="t m0 x9f h14 y5a4 ff6 fsa fc0 sc0 ls0 ws0">Zgromadzenia <span class="_ _13"> </span>WIKANA <span class="_ _14"> </span>S.A. <span class="_ _13"> </span>nr <span class="_ _14"></span>13/X/20<span class="_ _1"></span>10 <span class="_ _14"> </span>z <span class="_ _13"> </span>dnia <span class="_ _14"></span>7 <span class="_ _13"> </span>października <span class="_ _14"> </span>20<span class="_ _1"></span>10 <span class="_ _14"></span>r., <span class="_ _14"> </span>s<span class="_ _1"></span>tanowi <span class="_ _11"> </span><span class="ff1">w <span class="_ _14"></span><span class="lsa">sz</span></span>czególności,<span class="_ _1"></span> </div><div class="t m0 x9f h14 y5a5 ff6 fsa fc0 sc0 lsa ws0">że<span class="ff1 ls0"> <span class="ff6">korespondencja <span class="_ _12"></span>akc<span class="_ _1"></span>jonariuszy <span class="_ _14"></span>dotycząca <span class="_ _14"></span>Walnego <span class="_ _14"></span>Zgromadzenia <span class="_ _14"> </span>prz<span class="_ _1"></span>esyłana <span class="_ _14"></span>przez <span class="_ _12"></span>ak<span class="_ _1"></span>cjonariuszy </span></span></div><div class="t m0 x9f h1f y5a6 ff6 fsa fc0 sc0 ls0 ws0">powinna umożliwiać identyfikację akcjonariusza oraz potwierdzać jego up<span class="_ _0"></span>rawnienia jako akcjonariusza. </div><div class="t m0 x9f h14 y5a7 ff6 fsa fc0 sc0 ls0 ws0">Dokumenty przesy<span class="_ _1"></span>łane elektronicznie do <span class="_ _1"></span>Spółki powinny<span class="_ _1"></span> być zeskan<span class="_ _1"></span><span class="ff1">owan<span class="_ _1"></span>e do formatu PDF. <span class="_ _1"></span> </span></div><div class="t m0 x9f h14 y5a8 ff6 fsa fc0 sc0 ls0 ws0">Zgodnie <span class="_ _0"></span>z <span class="_ _0"></span>treścią Regulaminu, <span class="_ _0"></span>Walne Zgromadzenie <span class="_ _0"></span>może <span class="_ _0"></span>być odwołane <span class="_ _0"></span>tylko <span class="_ _0"></span>i <span class="_ _0"></span>wyłącznie <span class="_ _1"></span><span class="ff1 lsa">z <span class="_ _0"></span><span class="ls0">przypadku,<span class="_ _1"></span> </span></span></div><div class="t m0 x9f h1f y5a9 ff6 fsa fc0 sc0 ls0 ws0">gdy jego <span class="_ _0"></span>odbycie napotyka na<span class="_ _0"></span> nadzwyczajne przeszkody. W <span class="_ _4"></span>sy<span class="_ _1"></span>tuacji, gdy W<span class="_ _0"></span>alne Zgromadzenie zostało </div><div class="t m0 x9f h14 y5aa ff6 fsa fc0 sc0 ls0 ws0">zwołane <span class="_ _10"> </span>na <span class="_ _10"> </span>wniosek <span class="_"> </span>uprawnionych <span class="_ _10"> </span>podm<span class="_ _1"></span>iotów <span class="_ _10"> </span>lub <span class="_ _10"> </span>w<span class="_ _1"></span><span class="ff1"> <span class="_ _10"> </span></span>porządku <span class="_ _10"> </span>obrad <span class="_ _10"> </span>um<span class="_ _1"></span>ieszczone <span class="_ _10"> </span>są <span class="_ _10"> </span>sprawy <span class="_ _10"> </span>na<span class="_ _1"></span> </div><div class="t m0 x9f h14 y5ab ff6 fsa fc0 sc0 ls0 ws0">wniosek <span class="_ _4"></span>uprawn<span class="_ _1"></span>ionych <span class="_ _4"></span>podmiotów, <span class="_ _0"></span>odwołanie <span class="_ _4"></span>Wa<span class="_ _1"></span>lnego <span class="_ _4"></span>Zgroma<span class="_ _1"></span>dzenia <span class="_ _4"></span>wym<span class="_ _1"></span>aga <span class="_ _4"></span>zgody <span class="_ _4"></span>wn<span class="_ _1"></span>ioskodawców.<span class="_ _1"></span> <span class="_ _b"></span><span class="ff1"> </span></div><div class="t m0 x9f h1f y5ac ff6 fsa fc0 sc0 ls0 ws0">Pełnomocnictwo <span class="_"> </span>d<span class="_ _1"></span>o <span class="_"> </span>uczes<span class="_ _1"></span>tniczenia <span class="_"> </span>w<span class="_ _1"></span> <span class="_"> </span>Wal<span class="_ _1"></span>nym <span class="_"> </span>Zgromadzen<span class="_ _1"></span>iu <span class="_"> </span>Spółk<span class="_ _1"></span>i <span class="_"> </span>i <span class="_ _2"> </span>wykonywania <span class="_"> </span>praw<span class="_ _1"></span>a <span class="_"> </span>g<span class="_ _1"></span>łosu </div><div class="t m0 x9f h1f y5ad ff6 fsa fc0 sc0 ls0 ws0">wymaga <span class="_ _10"> </span>u<span class="_ _1"></span>dzielenia <span class="_"> </span>na <span class="_ _10"> </span>piśmie <span class="_"> </span>lub <span class="_ _10"> </span>w <span class="_"> </span>postaci <span class="_ _10"> </span>elektro<span class="_ _1"></span>nicznej. <span class="_"> </span>Udzielenie <span class="_ _10"> </span>pe<span class="_ _1"></span>łnomocnictwa <span class="_"> </span>w <span class="_ _10"> </span>postaci<span class="_ _1"></span> </div><div class="t m0 x9f h14 y5ae ff1 fsa fc0 sc0 ls0 ws0">elektronicznej <span class="_ _11"> </span>n<span class="_ _1"></span>ie <span class="_ _11"> </span>wym<span class="_ _1"></span>aga <span class="_ _11"> </span>opatrze<span class="_ _1"></span>nia <span class="_ _11"> </span>bezp<span class="_ _1"></span>iecznym <span class="_ _10"> </span>podpisem <span class="_ _10"> </span>elektroniczny<span class="_ _1"></span>m <span class="_ _11"> </span>w<span class="_ _b"></span>eryfikowanym <span class="_ _10"> </span>przy </div><div class="t m0 x9f h14 y481 ff6 fsa fc0 sc0 ls0 ws0">pomocy <span class="_ _b"></span>w<span class="_ _1"></span>ażnego<span class="ff1"> <span class="_ _12"></span>kwalifikowane<span class="_ _1"></span>go <span class="_ _b"></span>certyf<span class="_ _1"></span>ikatu. <span class="_ _b"></span>O<span class="_ _1"></span> <span class="_ _12"></span></span>udziele<span class="_ _1"></span>niu <span class="_ _b"></span>pełnom<span class="_ _1"></span>ocnictwa <span class="_ _12"></span>w <span class="_ _12"></span>postaci <span class="_ _b"></span>e<span class="_ _1"></span>lektronicznej </div><div class="t m0 x9f h1f y5af ff6 fsa fc0 sc0 ls0 ws0">należy zawiadomić S<span class="_ _1"></span>półkę przy<span class="_ _1"></span> wykorzystaniu środkó<span class="_ _1"></span>w komunikacji elektro<span class="_ _1"></span>nicznej w postac<span class="_ _1"></span>i informacji </div><div class="t m0 x9f h1f y5b0 ff6 fsa fc0 sc0 ls0 ws0">mailowej <span class="_ _b"></span>przesłanej <span class="_ _1"></span>na <span class="_ _b"></span>adres <span class="_ _b"></span>wskazany <span class="_ _1"></span>w <span class="_ _b"></span>ogłos<span class="_ _1"></span>zeniu <span class="_ _b"></span>o <span class="_ _1"></span>zwołaniu <span class="_ _b"></span>Walnego <span class="_ _1"></span>Zgrom<span class="_ _1"></span>adzenia, <span class="_ _b"></span>dokładając </div><div class="t m0 x9f h1f y5b1 ff6 fsa fc0 sc0 ls0 ws0">wszelkich <span class="_ _1"></span>starań, <span class="_ _1"></span>aby <span class="_ _1"></span>możliwa <span class="_ _1"></span>była <span class="_ _1"></span>skuteczna <span class="_ _1"></span>weryf<span class="_ _1"></span>ikacja <span class="_ _1"></span>ważnośc<span class="_ _1"></span>i pełnomoc<span class="_ _1"></span>nictwa. <span class="_ _1"></span>Pełnomocnictwo </div></div></div><div class="pi"></div></div>
<div id="pf2d" class="pf w0 h0"><div class="pc pc2d w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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UxKWb8d/ZH2++4/yevV98hF5QZbDz+3nmSn7moQ0waSfFH6nuonv3z7/pXKdXeu9OrR9uC9H/7kv3nxORds3uC0hnQOzIfjMhOL7oiUkyOtUPhT6zyd00e/MIMDYHl9Q2AUiYIH9x7Ys2/v2176sqLws61uUBShMHNSAILSrNRT4ScCOMAJEGDqkAEDGpMCCKeqDwkGiEC8QkopAswcEhxQtYHtwbbt3hbUgvcOMA8ArfVE9gqvgHfqTl1L4UxE7dSxpQK+Q0JEREREDD867cS+e42e/J9CRf6ZP4qs55iU3/3PImKnWssFVAF1yllkfnm5aHeW6lpGRldjvW128/G5kxdv2zDM6gscPjqXFaEMqT/cfOasCAQiIoZTO/oemYo0DWriMkxF8rDePD5+zvOeVwSnTSrW74CHF3GAGTKcKVRFBOJPfTsOcBBdvwQeYgoPODERcUCAM8ipQHSmAn204cwkiCAIADV4yQAETiFmouINfv0xBEAghoD1c2pM1g+wEV7vR0REREQMPzrN4XdqKg+PvXPPHlm9uT5tdqqtTk3tCQCFZPnuEk8HfM9pLGLOiyU57+xtX739cFm1o60WpTrEc87a1UR1VbXW4MjcgroATRp7u7edIeJOdaeZwGDmxGAwsdqtr0BVgXRDmJie9IDGHMqWJpjACcStf22qktcPjHEIThwemdJUc3jkrw4mZipuffOgAE7gYcEizNa/FweDOTXAufX759enIB8pUmeQ9VWwuj5fKOZs/ZF46CPNKgaYh2P7ERERERHDj04jfUz4AeLssTvSDCZi60erAPJIOT16Kfv6VQxy6kYDAyybOuckpxbCW3/geRPjkx/7/PVLK3PPvvSit73uDbNjrcJcL6UDx/T4Yl/KCUlpvOV3baqc4JH9ggZb3313Kp08xCACE1MvYqaSLUCh6h65Kv5Ua4mIiVuf7gOc2SOzmCIwNVnfk+hMnSVDMHGnlrhCxTK0BrxJIVCBAdmLqFqGM3FOoPACE6ggCczD26OLZFELPBCgTgwmgFMgmWRBi9N+RERERMTwo9OmGcayXVk28U7NBC7n7EMAALOmiS548X6YIsxKH1SzqXrvg2RxTjVrzmH930Nh63NbYjmPhgIj/t+8/Glv+f6nacaEhwcEOTUmRXn73Q8kCwilS00r5M2zE485MkgAVTUAPvg4bIqiMIVBRVS8F0NdD8tWBVHRPiRBAV8BITfmXJlibrWrnFOMg1AUMIj34ryDaTIzc2hybsSXIh7mzNSXHpaRI0JQCcipqfutViUCEfEi631cmxSANxNLue6FshQzOIEJgphpGg49KikrUYU1CKZaw7U40oiIiIiI4UenjVRtFZeQPRyciJm49Rk/M81FWTQ5xya64AEMY2wFH0Kw3BiiJZMQQnCwU9NtEKia5hR8qSl1nLS9i5qdDkNqJGfpTERUSfDtBx9urMgqpRia/taZyUdnxAwAPJwXwaCORSi1ERecWIapIUuQotsZ5ASzymVIVnjJllMuihY0VAGpn523UJUCQVbLCaqa8/qSUBURcarJFd5yLIoip5Rz8q5skjRIZfC+7OQcQ/ACFXMQKMQAlfWtg+pDgKk1DUJhIk2N4AtXBOSsw1UpCxNNTZIQPMcZERERETH86DTqw4kieK8ADF7EiwC6vtXNNHvvLUidspl1qkrWL1OHuhBsffGkijlvOLURzkQ1pVAEUZipE5gOnc8BTkSyJpFWnXDTbfeom4I5aG57O3P7JgeFyfpmQXWSFDGqhEINlRcBxDmDJG2QJYuJLwY5Dt14UvPeQ80FiLrKpBKkGIt21Yio5rIoTc1SKosAuJxSAlzVEtN6OKiKUMdUZ8murc4PE3xANHR9CJD140wF6uDWL6vwtn7hvDdBrS5Vo3A+GmCxlFB4hJBRpmHMZoX6tsj33uxORERERMTwo39h2SNmlOtnkghS1pZ33tZntsQMMWsEIM4J6pgk504Z4IKKr2OED8lchss4tStOko2VVX9gXmRg0stWtcZWTFperWnGRcXhyLHFlX6tKAEvpuefd+ZIa32vIAxikDrmLB6FSwY4NOsncSa1OOy2q8IHqMasltzRfrh3/6H9e/eWodq2cfbCM7duGitNUY6Vq6o9+Jb3qxEF0CqKmKwQiCt6qjFLBe9chZyzBLSLPYeXr7/r/jgY7toy+5Szd4WJthMpxQl0fdLPiXpN64faZCmHYgsqdz107Nv7jzWx2dZpP/uSs2enOpLNi9TwzpVJEDNaAZz0IyIiIiKGH502/+Gd715ZWk3Z1GS0sD9/16+0fExYn7BLSXMuuvfsm//7f3j/WCv86s/828luCzlm8cmchtKJe+Dgwu/+8V8naWWBSHzh08789z/2Q6GQu/ac/P13v3fNaypLNL2ff8ubn3fJTkMN6NziKlwRmyGkCGK7d24OIUDXT3OR5PDwiZXf+7P3nlhebVUt1dxyKa4tvOE1L3/dy68oglNIIz45fORz3/y9v/98L/vRVmj6K1WB3Vtn3/Xrbz9nU+fY8WPv+djVNzw4H3yReisXn73tN37hrZ1Cegmf+ty1H/jiDb49mleObZ/q/sY73r6a5G8+8Kkvf/POpVpgTb184pydu/7wt37uqTtHCzFRGIK59QvkG5WqkaIGDi/V7/yzf/zabXvKic0ra8OR/vEdWybe/uNveNGzz6qg7/3op6/+xl0WprO6D//uW2YmRjjYiIiIiIjhR6eHbjvnxtu+OpCJgR9r9+ePLQy6s4MeZkaDuGbOwtj+hPfdePBjdyycPelQtQTIGrMUKt5cGmR89ms33/BwMfCjcDHkhbf+yDla912obj589NoD9ZJ0pT021ju5barVAmKCWNo/t7wy6LdbY31BkPTcZ5yjQM6S60aq8vCK/Kf/+qVr9lgqZjT2R33q9Jbf+uoXv+iKF4amF6Nb1daCFP/p3Z/78k17lmWHBMnNIPiRoeHWg/kX/stH/vTXXr9rdvPVtx64c2UqhK72h9vOHK98CrDoi6vvW7juxASAKRuZH6QHlt3v/O+fuem+h4vuRtWBBG3t2HX3kv7a/3rVn//GK3fPFC1zliUFS67f0tSX6tDAPn7NzZ/6wp37jyzGsKXXbyftWFV9e7X8hd//0H9405U/+cPPufpbB285MbGaW6XViSs9iYiIiOgJyPERPGk885mXJSsb6Taua8XYgUNHRbR0SDmKKxPKO+8/+v6PXVW77tGTvbWhJYOIK5wUYtncQj99+Opb19yY60yrynm7tn7f5RdVZZlVv3NoaSilulaTfbs9snnzrAMK70JwD+xfsNDJJhrjeMtdftFmr8jeUqfc39N3/uU/XnPH/jU3UeeOpaKK+OX/+Y0//bZXdqrgWqN16N59eP4n3vFnV3/zgbXczsVII50BOmvoLudur9pw24He7/z9dfcsYu8ysu8OsitaI5u3zHqRrJoEDx0+GdUlc8NifNDd9nO/+8E7Hj4hIxubYixWs7GcGtQuutE79xz/4OevV7STOu8gkj1cdp2Fgfz8b/3tX330lnsO95f89Job67nuoBgZVNPLfjpOn/0H77nqM998eM+Jei0Xvuo4aHD8lSEiIiIihh+dPhecOVoWRTIHk8KX+w6fFClLADk1VtWu/d4PfjlLZVo2Wh2ZW0wGk+AsOuQM/9Frbn94JTTlaLbom4Wffv3zQ1aIM+f2HpqHD86JF904NVI6J4AXSznvO7YmrTGVEMS2jLcnCpQ5rZrd+PDhH/vV//zJm/eshSlxLQz604i/+KMv/ZErz58IEMnzSd5/zb0/+3vvv/1wPfQT8IU1PYehIqlH0e2oOYzMXn374Z/5g8+uFrMQ84g+DrZvGlETE7+4iqPH54PlQmRpgD3Lsm/V1PnCBi4NNZSCqlmrva9yOfGpL99xZFXhS81JNDt0VtH+xXf+7W37Vg4v2bCaikVHC68SxTVRxOBXVnOePfd333vt8VhlCbnuhdQrPWf8iIiIiIjhR6fPZBuT4xPOFU7VVI6cHIiUyBp8IeXYg4dX7/vOoSYJQsdC58CxOXVQgwjgsBbx+a/fFVszWYJDs3myfOHTz+86Vbgk/sjcYjaBqdN6++YNwcMAganzx+dXV2sFguS8ffMsEpxza+J/60/ff9v+1WF7k/qWy3VHes+5aNuPv+7SUVf72IPpGvyffuCa/autQTlTqzON40UzZkuT1XC8qF09X6AvqVapvnNoZaiFmgUkxN6OTRucSAPZd2ilN0xiIuKzVbEYS1IE7Y9ipaqPucFJn+uJ7rg66Zs/0XO333uoMWRkM6nhP/6VO2/5zkJdTFk55opKtF/EkyN6Ysovj2ClXQwRtFfnvXOD2o+6sgqF+EKC568MERERET3xcI/fk0cXmJ4Ye2gpObNsdmyxV5urgEalcf4r37pvtRH4VqMSpTw6v5KAYGJmg2RfuPa+b+9bsGKH86rD+SuuOH/UDT3EEGLGieV+k0W8erWts+PeoJYhLsPPLa7VjRYtc6Kz0xONQkT+/B++dN/B2o/uHGgLAq+Lz7pwwy//1Mt8s9YuU8yKovPxz99xMrb6KaBoe+23tTepS8++9KlPe9pu+HBsYfjl6+/ae/ykSKeY3NhbqrNGb3WFesvspABJ5Z7798BX5oqUnR+fzDEGG15yxsSLLztzemb65vvnP3n1Lb6zKcUoZdUfFHsePp4v3SlOGviliA996d5FHakblK3C61po5l5y2TnPvHDL2OjoiaX66m/cf+/Dcz1U2hoFRKEKTSKOSz2JiIiIiOFHp9EYsG3j9Df3HQM0w3/n2PLQXCGIrjxW44NX3ZSLkRR90WrVzeDhI70MmEgj4baHTvzJ331sgGnxpRvObe4O3vzqZ40W3sEScHxpMN9L5kvJsQy6e8tkIUjqsnNzi/HkygC+LIoiDdY27di6YnjPP375vZ++a1BstWIEzaDjlt70kgv+00+9rBP7bdczMwsjJ3rpfZ/+xmKsqo3b8spCKy/98Asv+s0ff/lEx/qNuuDV8NaXPOUd//k9N+9fXV0EQuVUilTvmB2bGW0ZNIm7/qY71LUiKgOKXJdx8bVXnveun3jhCHIh9vrn++H80uduP4ZqRJ2X0KmHCgOCW2r8b/7Zp294cF47U06jDOZmiv67ful1L7/87KBNq3DRwttedPEHvnj7//bRrx1OLSlKpKE51aLteYU7ERERET0BcfriyaPSdMaOyWTZoNnJQ3MrA1/WJrWTT33trv0L9WqtZXdEIRF+3/GFBETN0RV/84nr+25Kfdf6K1Oy+Ev/9jXnbZ+A84oQDXsPHGlQwJdOzOV69/ZNXuCcDFUePnw0ZnHe53pQtbu5vfFX/ujjf/6Jm9eKqTpCtBmX1Tc+b/dvv+3FI4PlMZ8b80MZXcnFF667c+/hxVB2B4sngq6+6Gnb3/kzL9vUTu3c29DCpGum3PDMcf+7v/CGKq4GzV6cOJFcP+uSCzsBBlnppQcfPhjNq2uXLrT6x5+x1f/2//T8CZdGQh4pZNyli8/e4Jyp9BBq0XTmrp2Ft56ma+/a94mvf9s607Gu29abiHO/93Ove+2zzxpL85NlU+Z+13ozrvezP3zZq15wSaeUUhrXrASr26Mj3nGPHxEREREx/Oj0kdybnRozqHhnwGqy5YhhiqsZn//azcm3umOTTV1nVXX+5NLyEIDY3Jp+6/6DCwNrIkZLO3tj94euPK/yyPAJPmfMnVyQUKiIhwWxjbOzquoEEThy/IS44L0vQmgGw8999a5PX3dHv7NpIFaM+KZ3bNs4funNL5tIq5Mdn5ukbqJnLRT+S9fdLr6Vm6ZdSBGXf+oNV7TzwJq1nGOTG5FceAuIZ2yfmp6cLMu2wpmqR37ahecFB5idOLlUR4PzJkUa9sat94Yrz99UpJbXlX5/YKLOp2wSDD7CBsHlbRs2eG9FKK751kNhfFtKqfTmBwvf/4JLX/Gcs9toqlYLauIrzdrpthZOrl7x7AtyaiQNWxgW1mzcOMthRkREREQMPzqdWsFmpiacM3EaNSWVw0WAZ8MAACAASURBVEdPmg833bn/nocORvgYGzF1PsCFEwtLwwh499Vv3Ta3GofmgxcXe6+84hKfNWjKZiZIOc8tLqesBpeztgvZNNOyrADMcHRuKWv2ztVNzEVx5317/NjWtVwgaGoWdm9uv+MnXztbpW7ldbVfhG42lyAnh3hw/5z5UjRLHp5/xoaLz9pUWO0LX7RG1JUqIeesOZvirLPPUVcaHIAyuLPO2OahAA7PzcMV2QSWuhX84MTLLz+v7SLMys5orZKdW61TzAoxWOwUsmObh+pQcfeD+1aHCQ4Bg80T5dt/7BU+JrGs0cx3a7SGKJq6Hhvr7N61tZBsKXrnnMUts+MwDjQiIiIieuLhHr8nUfih3LGp5ay2GCsPJD1yZG3CFb/6+x9YDdtV0a6XyrKzlioUoyf6C985an5zePdHrx1gNHlrFf3ZVnzd979gxKPIgFkydYW/66E1lCKxLWhtGdOJAs6cIhrCnkO1s14OMwktk+Wc4PN4kBTi2gvOnf6DX37TjlFXoaldV0ZHBeiqGvR9XzlxeDDSuJYXr/XcD7/0BeMGX014i2aA+ARfeNdqpZjz7GRr2DspnZnCtyfK0a2bqsI32dy+/YtNnmxEUfVlsPjmH7py+4ZJ51RMxhyaOIxo75tbqTHiopO8smWjdMbQV39wfvDwgYOuvb2xymn9mhddcuaGVgdJLMAHqK8AqVpeEfprO0fGx9zq0XJDrd1xLD1jphGu9CQiIiIihh+dRiKycapqBauzN7ic86G5+Wu/dkfPuimHEs1ogbXBamiPZEXM4aa79x06Ut9/eDVVY2WANEs/+iMv3NBF0CyqCMgKcXjowDEzEUinqrZvGRGFOIGZiO7ZdwDONSmbhOAUTpyEmGvnigsvOHt2vIiD/ljbK8we+RKTus988auNFPA+xzhWuUsvPq8l1qjCAeacQGAeSTQZCjiXson30tQ7d27utKGmcGHfof7aoHEjXc3NSMu9/rUvVjVx3glyM/DODWH7Dx/NyTlftgq/ZfOEE2TD/Xv2qq9iNufN4uDyS87xACxBBHaq6jxUBFVVBYfcNCgEPlhMu7fNcJgRERER0RMRl3o+mWg35IluoZDGvJWdew7E6+/Zv6YFipbF+vmXXbJ5YqS0JLFxRfuGW7/92a8/LJ1ZOG+5KXL/Vc+/xKVkcSAOBqfO9xQnF1fEBKbQuGXDjBmcwImH8ycWVsUXFqNDGusEbXrQxoWQUV39tTu/czC1Wx1nEkwLwBsM0pjbe+iwhSKriod3mJocFace0eBNnAOCJbGInMS7lX5jUqjBctw4M+0BJy5DjswthqLywXtJY91y64ZWVlVVGMxUfBhkWVhaFS+wrDlumJ0B4LycOLmgvjKVAPUaN0xPJ1UBDDCBCQTwyAKRUC73DHCwXAisaTbMTnOQERERERHDj06rnAsn22bGIT6bHzZ2410Hjg9kqMFi03bx1S+56Lxdm1CvSvCDoe45vPyNOx7ua8uZol69/KIzt034jsvBG0RStgzc+9DioFEFRLLL9bZNkx5Q1Qws9VK/MXUBORXIz3362Zsn29pfdpayFUfm++//2FUrA41JxEwsr8dVr9EkLkFUxAm63Xa7gmjjHVScQpypIMEUPmTDvkPH0OrArEDeuqHjDBAMFYdPLPmqq9mC5F1bZ2EQQVSFWCgKM5xYqlcGdQgBgKW0ZeOIAAL0mxStQNE2S5V33W63dG59QvKR7XtmliBumN2+g0fMl5Zz6bT0eXZ6kqOMiIiIiBh+dFoZWnC7ZsdEBKFyZfvgQm9YTcNC5eLFu6ae/5QNz7rozA4aS9mF0RMraVXHzHcD4phr3vaDz+7CgtaAwsyAJPj6TfcMLQjMI7d93rFxsnAKg0IOHD050BDVh6osMXjZpdt/4IoLt0yXVq+I+BzGPvK566+67q4khWaJ9VBTVNX+sIZzIoLgk6ovfOG9aoJmgzQpOZhYBlyWcv98vefAUV9UTpPX+ozNoy0HM1sdyqGFfpQy5xxy7/wzNiaF806cs5wdkBUHji8MNIhIcBYk7do80wJEta5dk+HKdqrrwvvCiQBJLQNqZjCDQaQ2v9DoDffsH+bSqWHYm+6WmyY7HGVERERExPCj00kRWh67Now6GACz7EKrSVIUaDcn3v7G72tle8Ezz3VWwzSZDKNkC0j1iPXe8NLnvvBpZ7asgQASDME7qRXX3Xpv41riC6ShxMEZ2zYHwDkXFQ8eOFKjslD50od66alnbPnpH3rOBZs7E2UNy73G2hvP/NP3XX1sqA2Cd6VZBnK3Ki0lJ6IxiwuLy721oTZW1OqbqIX3OcWsvtZyyYrPfO226Ko8HMBi0OGurZuQDHD75lb6WjTw5iTk3lnbxkuBwZz3XoCcVdzeYyejazUxQhAknbl9czCroJ1Kgg/a5LLsNlnml1fnVoZwlcKfeorQmN2JgfXFfeordyc3UvjCa71jdrwbwLNdiIiIiIjhR6eVD85sy0xLoDCTWHsvPriO1FvH7PLzt6Judm5tlYWDCAQOKppKG24ZcT/xphd1BBoHkGBSqHgxDBp858BRldIgTlNA3LpxVMxEkNUOzS1mV8EXomkkpK1jYbYV/uPPvHHU15VPoWofXRwe6/kv3njfaozZeRfEi3ZLqUSdJgd4X6Yse/cdMVehaJWFy7HJahZaw1AOPD5/3Z1Nlla3hdQUots2TLusInJ47mSUIpoE51xudm+eDQInzsycc4AZ5NCxFfUlBIpUemyeHisslmJj7bIUIOUmQ1155NiJ0GklcQaBwImK2FCdtMLff/yW+w/O18k5cS1nW2YmSmYfERERETH86DSTwjRvmppAThDnECXVLkcMFl7+3IsmqzTelqrA7IYZcwJALHtrqtx74WXnbx9HyKksvCIkKbKIwBaXev1o6rzl5MW2bdnUcklMzSDenVgYqCuzOUvNzGhrQyuNuN5FO/CiZz9F4ormJnQnBsXoBz77rVpCci5bFqSWz2fv2iEpBu+bOpkUN95+XxIZJBPAi4aiWotYibj6m/sfOrbsy1bs94NotyrGR1xwljUfn19KUmR1BnhJG2YmnUBEUoapwUwcDs/1EVoI3kzHx0baJUqnXptN05NOE5yEshPVf/2m+0JAk1XhDGZmgEZxt95//P2f/ALa01lamlVjs3nDlBfe4kdEREREDD86raIZYDu3bA0WnZgHNEWvgy2j8sZXvqAtQ+Q+DLMbJkxsfcav0HrMD9/y6udIjdIpICouy3rf2L59B105ohJM4SRf8dzLPMyJqqoX2X/kRHZegBQHZ+/cXEnTkTqt2b974/dtHA2Wm2JkbJjLuw8ufubae2uBijeLFfKPfP9LWmiQorjgypFPXHXtvQfm+yK1whXlakyLjX7sy/f+l3d/uG+lOm9p6J1t3jjbDrBce3EPH5jLIr4sTG2sXU6Pt00BQHMUp2oWDQeOnIjZpCjE7IytGwvAaRbY+WftLrSpvDOT7Ksvfu2mj1x1a19dA0STxtzQ3P1HFn/nj/5uiG7UQoqOGUrvdm6dcpo5zIiIiIjoiYj3+D2JfpbSJMj22ZHpuOjD1EqY9T5N6IO//jOvPXvDWAkb+GESO2Nnp3X/Qu03qA9FffLVz3/KORvHc4xShRyTt+RzElco/IGDixZbKAM0+GLt+c+7oF061MsIo2vJ33dgEA2uThNhsHPreBN9G3HDaN0aHfl3P/SCP3nPVb01B9das6k/+eANlz3zKWeOlWMa1flXPGvmv30w3z23sub9ahP6uumN7/zg61/xjKeeMdlttR44vPjBz96z/+h80nYSJAzRKZqm3rljY0BTlGaqBw8dV99A1kqHXRtn2qU0CQWs7aLZYFC1F1T2HDgpbtwkVWrnb+m0EVW6vSZ3J/xlF+z4+i0HMTras/KAbfv1v7vuUzc+9MMvvnhmcmy1bm67b+6D19yzstgpi45HiIbs28tradeOXW3rA2McaURERETE8KPTxkydK1slpkY6C4MefDvb8MKzd1z5nAuqDFVRh1JkemwkeGmG/VBqHC689IU/WHnUjQJeREQEYgZkw6G5XpQyigOk3W7NzrSAjFANzB2cx/xag2rUmpig0xsnQtHOMQLegJe98MK//cjHh7V3QZK6Qwsnf/+vPvDH73hjKWreFx7PuOSie79wRyhDrQI/enRt5S/+21Ud6XVHxg+djOXoZhRjUMC7nCOKytXN9OwoQmEpDuH3H1tEMaUQKDbNzASIE4jBO1FINllYsZgyvCukyv3VrRtmCpEcc6vy0eNZT9/5rdsfWMstdV0tq5zLa+8+dO+9Dwo0uXI1uqEfb5VtE59UnAjgpChmNszAhhxmRERERPRExKWeTyZexAmwYXoi5LrCoEyrr7zi0hEga4JL6z/vzVPjurbSKjN6c+fvnHzqedtErdsunZkIAIEEEzGPA8dOaNmCEyBOj7XHu1CTJK0B/N17DjfwcD6UIcOmpqcbiPl2RlDD1Gh42ZXPzPWKF/W+tKL9xeu/de0dD/R8y8x6vfjSlzyjLOEsipkqzHWin8jd3cf63dbk9uhCozmaZjgpR9GzUBRbNnVryKr6NYSjy31VcWbO8tbZ2WDwgBMxOEFpCCfmTpiqqJVaeCs2TkzCLDh4ZGf18y7duXv7iBOU7Q6Ss3I8l1MLOrrsJhd1NJYTZVVoalKsvTfNQ7N6bLQ7Nh6yFBxkRERERMTwo9NJzMOcGbZvmRl1/U46ed5seMWzL2gDAVFcDnA54pxt20ZdLAZHN7RW3/rqyydKK515ZNPofcgm5kKCaxQPHz6AYEF7lS1fsHWiLQAsGiLcl669wbmMuOrymov9nTu2RRVxpQAFMGb6tld+3/mzm6uB+GFVhU0mG//iPVcvxlIcJto4d9v0j7zi8mJ4om0Dr01q1MrJxWZCW1ubpMH6lfSe99yLXV4LGiXHTu6du2NDNkuhtffYUjRBGhbaa+eV87dPV0Aw8yJQMSs1F4cPHfIYtl1t/cWRYDu3blGNyA3ysC39C7aN/sef/tEdUwFrJyQPHUTRjuXs0I/nYsRcUQ7nr7j8wplRp71jY+Wgo8vPvOCMdgGI5zAjIiIiIoYfnU45ppyz99i2cbTIS2M2/5ZXPWNDSyVGJylbDCKlYdemqY6utNPxS8+dftXzn9rSaJrEzInXbCmpATHr4lpveeloK59spyOjwwNP3VaNqlYWvaCpmwfvvmXMr43piVbvwI6RdPbmbiXmLXptuhbHczpnonr3b7/93PHOyLAf+sNKw8MPHrrmyzdXVk/4OCHDX3jzla+6fMeMmx/V5VYwi0kMPg7H8sJLnzL7oT/5yZdd5Dr9faOrD20rl8aHB8+aGSksVg5HDh2odK2jJ8fj8bE4d/amqWAIgJhBxMyLyvzxk6X0u24u1A+Nl4vbt4x5qGUT84VJR/F9T938x7/0uqdMDifT0dFmocp9iYMQ+524PCvLv/y2l7z+BVsWH755S7vX6e2dyoevvHj7KICcOMyIiIiI6IlIzHhC/ZMl/Jqh+XIpyh17j+0/PtcMmxc968LN7WK0Qow9KYO3VtSwmPHZ62/LhX/a7s3nbp5q57oMrUffCBimJEWxVsd+Ez994x2Doh3gJ4JdsnXyoh0zkgYJxUIsrvrmPQsG74uxQrqSX/bcp49IDJZgCsvWLKgfr6uJa249tG9+TYJvhv3JMk+03asv3+69mJQD6yxkf+dDx75+20NfueXooZODzujUtonyx158xiuetbsM7u4H9z58bF41lM7JcPUHX/yMwobm/f2HV2546HjjilEvbrX36mdfODs2AjETFbOsvpdx0wP77j+50NOmNBsruq94zvlTbq2lEzBBaBQhqu/ndHxl+NEv33XjvXP75/u1uZ0bRp5y5sQrr3jKBTvG9+4/vvfAgZyRs3a8e/r5u8/YMO6b1aIzyZFGRERERAw/IiIiIiIi+teFSz2JiIiIiIgYfkRERERERMTwIyIiIiIiIoYfERERERERMfyIiIiIiIiI4UdEREREREQMPyIiIiIiImL4ERERERERMfyIiIiIiIiI4UdEREREREQMPyIiIiIiImL4EREREREREcOPiIiIiIiIGH5ERERERETE8CMiIqL/g737B4m6jwM4/r20Oi8IvEuNAomGsKGCCAMpEiQhKKiWhoYoaSkozFxcWmrsDzi0iRG1KArR4tCfJfIoCMSGooZqC5SOTMz6ZcO355An0nue4dG75/WaPvzsvsLHpTffOwVA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+FkBAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhZwUAAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAA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35l9dNKpebPx48fr6+v7+3t/fbtWwhh9+7do6OjpZzz8ePHhoaGOBcKhbVr19otAABUMDd+5eru3bu3b9++evXq2NjY6tWrQwj5fP7+/fulvPbWrVsxHYeHh1UfAABUPDd+5aT4Gb+qqqrv378Xnzc1Nb169SqEsG/fvsePHy96Tltb28OHD2tra+OfBAQAACqbG79ysm7dujhUVVXNf168tRsfHy/lnGfPnoUQdu7caaUAACD8WF42btwYhyRJ/vUhMzMznz9/DiE0NTVZKQAACD+Wl+Lv7UyS5MGDB3GenZ19/fp1nE+fPr3oIX19fXHYvHmzlQIAgPBjedm6deuWLVvi3NHR8eHDhxDCxYsXC4VCfNjZ2RmHM2fOpP7yt49x9vf3x2HTpk1/+kaZTCa+1s4BAED48V87evRoHN69e9fY2JhKpXp7e+OT/fv319fXL3pC/IBfCGHDhg32CQAAwo9lp7u7+09fOnXq1KIvn5mZKc51dXX2CQAA/wfVVlBestns1NTUwMDAyMjIwMBAkiStra179+49ePBgc3Nz8Z+1tbXV1NTEef47Nufm5i5cuBDn9evX/+m7nDt3Lv5ReAAAoAL4O34AAAAVzls9AQAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AMDPdu0fxOsygOP4+/vrd0XeWdyUyy0NJ01CghYElYqcEDi6tDQ6HhG1iZtOjtLU0hK4CNIdFv4Bh3IImqQbUpCghjgOrivr7vdtEppdUnm94BkeeKbP9oYHAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8DMBAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAACAJzY1wbNiY2PDCAAAPD2Wl5eN8KwYxnG0AgAAwHPMV08AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPiZAAAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAODJDCYAAAD+L9PdyV/zs+mjldOtX63eq1tVn9WF/757fL9w7MP7N778vD448da1b7/r0CcfH7/ezpvj3g/b+959ZXq78eTWZDq/9fVk3+G9uf23hvHt7RZ2d775ff7w0tz+Xx7cu3Llei3U9kJtL9Zm1Wpdqjo73+U/qp8WO7hZnX+tc79Vp5Zae1htvd6rP1fvv9HNe9XVQ53+sRqONN6tVt/p0p1q8VibN6qPVvpivTpQvz4+VeM4NgxDQ41V54fOjdWkZlXfDx0dqxdqr+rlSX/OqmntVp2atDar5uqfqouTPp1VL9bfVV9NOjOrXqpHVf8Ce95MQLkau50AAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">45<span class="ff5 fs6 ls0"> </span></div><div class="t m0 x9f h1f y91 ff6 fsa fc0 sc0 ls0 ws0">przesyłane <span class="_ _13"> </span>elektronicznie <span class="_ _13"> </span>do <span class="_ _13"> </span>Spółki <span class="_ _13"> </span>powinno <span class="_ _13"> </span>być <span class="_ _13"> </span>zeskanowane <span class="_ _13"> </span>do <span class="_ _13"> </span>formatu <span class="_ _13"> </span>PDF. <span class="_ _13"> </span>Spółka <span class="_ _13"> </span>podejmuje<span class="_ _1"></span> </div><div class="t m0 x9f h14 yc4 ff6 fsa fc0 sc0 ls0 ws0">odpowiednie <span class="_ _b"></span>działania <span class="_ _b"></span>s<span class="_ _1"></span>łużące <span class="_ _b"></span>identyfikacji <span class="_ _b"></span>akcj<span class="_ _1"></span>onariusz<span class="_ _1"></span>a <span class="_ _12"></span><span class="ff1 lsd">i <span class="_ _b"></span></span>pełnomocnika <span class="_ _b"></span>w <span class="_ _b"></span>c<span class="_ _1"></span>elu <span class="_ _b"></span>weryfikacji <span class="_ _b"></span>ważno<span class="_ _1"></span>ści </div><div class="t m0 x9f h1f yc5 ff6 fsa fc0 sc0 ls0 ws0">pełnomocnictwa udz<span class="_ _1"></span>ielonego <span class="_ _1"></span>w postaci elek<span class="_ _1"></span>tronicznej. Weryfikacj<span class="_ _1"></span>a moż<span class="_ _1"></span>e polegać <span class="_ _1"></span>na zwrotnym pytaniu<span class="_ _1"></span> </div><div class="t m0 x9f h14 y272 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">formie <span class="_ _12"></span>telefonicznej <span class="_ _12"></span>lub <span class="_ _14"></span>elektronicznej <span class="_ _12"></span>do <span class="_ _12"></span>akcjonariusz<span class="_ _1"></span>a <span class="_ _b"></span>i <span class="_ _12"></span>pełnomocnika <span class="_ _12"></span>w <span class="_ _12"></span>ce<span class="_ _1"></span>lu <span class="_ _12"></span>potwierdzenia <span class="_ _12"></span>fak<span class="_ _1"></span>tu </span></div><div class="t m0 x9f h14 y325 ff6 fsa fc0 sc0 ls0 ws0">udzielenia pełnomocn<span class="_ _1"></span>ictwa. <span class="ff1"> </span></div><div class="t m0 x9f h14 y2f ff6 fsa fc0 sc0 ls0 ws0">W zakresie sposobu i <span class="_ _0"></span>trybu głoso<span class="_ _1"></span>wania Regulami<span class="_ _1"></span>n stanowi, że<span class="ff1"> akcja zwyczajna daje prawo <span class="ls5">do</span> jednego </span></div><div class="t m0 x9f h14 y9a ff6 fsa fc0 sc0 ls0 ws0">głosu na Walnym Zgroma<span class="_ _1"></span>dzeniu. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9f h14 y41d ff6 fsa fc0 sc0 ls0 ws0">Głosowanie <span class="_ _14"></span>jest <span class="_ _14"></span>jawne, <span class="_ _14"></span>z <span class="_ _14"></span>tym <span class="_ _14"></span>że <span class="_ _14"></span>tajne <span class="_ _14"></span>głosowan<span class="_ _1"></span>ie <span class="_ _12"></span>za<span class="_ _1"></span>rządza <span class="_ _14"></span>się <span class="_ _12"></span>prz<span class="_ _b"></span><span class="ff1">y <span class="_ _14"></span>wyborach <span class="_ _14"></span>oraz <span class="_ _14"></span>nad <span class="_ _14"></span>wniosk<span class="_ _1"></span>ami </span></div><div class="t m0 x9f h14 y42c ff1 fsa fc0 sc0 ls0 ws0">o <span class="ff6">odwołanie <span class="_ _12"></span>członków <span class="_ _12"></span>org<span class="_ _1"></span>anów <span class="_ _12"></span>Spó<span class="_ _1"></span>łki <span class="_ _12"></span>lub <span class="_ _12"></span>likwidatorów, <span class="_ _12"></span>o <span class="_ _12"></span>p<span class="_ _1"></span>ociągniecie <span class="_ _12"></span>ich <span class="_ _12"></span>do <span class="_ _12"></span>odpow<span class="_ _1"></span>iedzialności, <span class="_ _12"></span>jak<span class="_ _1"></span> </span></div><div class="t m0 x9f h1f y170 ff6 fsa fc0 sc0 ls0 ws0">również <span class="_ _1e"> </span>w <span class="_ _f"> </span>s<span class="_ _1"></span>prawach <span class="_ _1e"> </span>osobowych. <span class="_ _1e"> </span>W <span class="_ _1e"> </span>sprawie <span class="_ _1e"> </span>wy<span class="_ _1"></span>boru <span class="_ _f"> </span>cz<span class="_ _1"></span>łonków <span class="_ _1e"> </span>Komisji <span class="_ _1e"> </span>Skrutacyjnej <span class="_ _1e"> </span>Walne </div><div class="t m0 x9f h14 y171 ff6 fsa fc0 sc0 ls0 ws0">Zgromadzenie moż<span class="_ _1"></span>e uchylić tajność<span class="_ _1"></span> głosowania. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9f h1f y401 ff6 fsa fc0 sc0 ls0 ws0">Uchwały <span class="_ _1"></span>Walnego <span class="_ _1"></span>Zgro<span class="_ _1"></span>madzenia <span class="_ _1"></span>zapadają<span class="_ _1"></span> <span class="_ _1"></span>bezwzględną<span class="_ _1"></span> wi<span class="_ _1"></span>ększością <span class="_ _1"></span>głosów,<span class="_ _1"></span> j<span class="_ _1"></span>eżeli <span class="_ _1"></span>Statut <span class="_ _1"></span>lub <span class="_ _b"></span>Kodeks </div><div class="t m0 x9f h1f y173 ff6 fsa fc0 sc0 ls0 ws0">Spółek <span class="_ _1"></span>H<span class="_ _1"></span>andlowych <span class="_ _b"></span>nie <span class="_ _1"></span>s<span class="_ _1"></span>tanowią <span class="_ _b"></span>inaczej. <span class="_ _b"></span>Bezwzględna <span class="_ _1"></span>wi<span class="_ _1"></span>ększość <span class="_ _b"></span>głosów <span class="_ _1"></span>oznac<span class="_ _1"></span>za <span class="_ _b"></span>więcej <span class="_ _1"></span>niż <span class="_ _b"></span>połowę<span class="_ _1"></span> </div><div class="t m0 x9f h14 y42e ff6 fsa fc0 sc0 ls0 ws0">głosów oddanych. G<span class="_ _1"></span>łosy oddane to glosy „z<span class="_ _1"></span>a”, „przeciw”<span class="_ _1"></span> lub „wstrzy<span class="_ _1"></span>mujące s<span class="_ _1"></span>ię”.<span class="ff1"> </span></div><div class="t m0 x9f h1f y42f ff6 fsa fc0 sc0 ls0 ws0">Walne <span class="_ _4"></span>Zgro<span class="_ _1"></span>madzenia <span class="_ _0"></span>Spółki <span class="_ _4"></span>są <span class="_ _4"></span>z<span class="_ _1"></span>woływane <span class="_ _4"></span>po<span class="_ _1"></span>przez <span class="_ _4"></span>p<span class="_ _1"></span>ublikację <span class="_ _0"></span>na <span class="_ _4"></span>stron<span class="_ _1"></span>ie <span class="_ _4"></span>interneto<span class="_ _1"></span>wej <span class="_ _4"></span>Spółk<span class="_ _1"></span>i <span class="_ _4"></span>ogłosz<span class="_ _1"></span>enia </div><div class="t m0 x9f h1f y20d ff6 fsa fc0 sc0 ls0 ws0">oraz <span class="_ _10"> </span>wys<span class="_ _1"></span>łanie <span class="_ _10"> </span>raportu<span class="_ _1"></span> <span class="_ _10"> </span>bież<span class="_ _1"></span>ącego <span class="_ _10"> </span>co <span class="_"> </span>najmniej <span class="_ _10"> </span>na <span class="_ _10"> </span>d<span class="_ _1"></span>wadzieścia <span class="_"> </span>sześć <span class="_ _10"> </span>dni <span class="_ _10"> </span>prz<span class="_ _1"></span>ed <span class="_ _10"> </span>terminem<span class="_ _1"></span> <span class="_ _10"> </span>walne<span class="_ _1"></span>go </div><div class="t m0 x9f h14 y430 ff1 fsa fc0 sc0 ls0 ws0">zgromadzenia.<span class="_ _1"></span> </div><div class="t m0 x9f h14 y1e7 ff6 fsa fc0 sc0 ls0 ws0">Dotychczasowe posiedzenia Walnego Zgromadzeni<span class="_ _1"></span>a obywały się <span class="_ _0"></span>w biurze Zarządu Spółki, <span class="_ _1"></span><span class="ff1 lsa">co<span class="ls0"> realizuje </span></span></div><div class="t m0 x9f h14 y397 ff6 fsa fc0 sc0 ls0 ws0">zasadę <span class="_ _13"> </span><span class="ff1">4.2 <span class="_ _13"></span></span>„Dobrych <span class="_ _13"> </span>Prak<span class="_ _1"></span>tyk <span class="_ _13"> </span>Spółek <span class="_ _13"> </span>Notowanych <span class="_ _13"> </span>na<span class="_ _1"></span> <span class="_ _13"> </span>GPW <span class="_ _13"> </span>2<span class="_ _1"></span><span class="ff1 ls5">021</span>” <span class="_ _13"> </span>(„Spółka <span class="_ _13"> </span>ust<span class="_ _1"></span>ala <span class="_ _13"> </span><span class="ff1">miejs<span class="_ _1"></span>ce <span class="_ _13"></span>i <span class="_ _13"></span>termin, </span></div><div class="t m0 x9f h14 y5b2 ff1 fsa fc0 sc0 ls0 ws0">a <span class="ff6">także <span class="_ _4"></span>f<span class="_ _1"></span>ormę <span class="_ _0"></span>walnego <span class="_ _0"></span>zgromadzenia <span class="_ _0"></span>w <span class="_ _0"></span>sposób <span class="_ _0"></span>umożliwiający<span class="_ _1"></span> <span class="_ _4"></span>udzi<span class="_ _1"></span>ał <span class="_ _4"></span>w obradach <span class="_ _4"></span>j<span class="_ _1"></span>ak <span class="_ _4"></span>naj<span class="_ _1"></span>większej <span class="_ _0"></span>liczbie </span></div><div class="t m0 x9f h14 y527 ff1 fsa fc0 sc0 ls0 ws0">akcjonariuszy. <span class="_ _10"> </span>W <span class="_ _11"> </span>tym <span class="_ _11"> </span>ce<span class="_ _1"></span>lu <span class="_ _11"> </span><span class="ff6">spółka<span class="_ _1"></span> <span class="_ _11"> </span>dokłada <span class="_ _11"> </span>rów<span class="_ _1"></span>nież <span class="_ _11"> </span>starań, <span class="_ _11"> </span>aby <span class="_ _10"> </span>odwołanie <span class="_ _11"> </span>w<span class="_ _1"></span>alnego <span class="_ _11"> </span>z<span class="_ _1"></span>gromadzenia,<span class="_ _1"></span> </span></div><div class="t m0 x9f h1f y5b3 ff6 fsa fc0 sc0 ls0 ws0">zmiana <span class="_ _1c"> </span>ter<span class="_ _1"></span>minu <span class="_ _1b"> </span>lub <span class="_ _1b"> </span>zarządzenie <span class="_ _1b"> </span>przerwy<span class="_ _1"></span> <span class="_ _1c"> </span>w <span class="_ _1a"> </span>obradach <span class="_ _1b"> </span>następowały <span class="_ _1b"> </span>wyłącz<span class="_ _1"></span>nie <span class="_ _1c"> </span>w <span class="_ _1b"> </span>uzasa<span class="_ _1"></span>dnionych </div><div class="t m0 x9f h1f y399 ff6 fsa fc0 sc0 ls0 ws0">przypadkach <span class="_"> </span>oraz <span class="_"> </span>by<span class="_ _1"></span> <span class="_"> </span>nie <span class="_"> </span>uniemożliw<span class="_ _1"></span>iały <span class="_"> </span>lu<span class="_ _1"></span>b <span class="_"> </span>nie <span class="_"> </span>ograniczały <span class="_ _2"> </span>akcjonariuszom <span class="_"> </span>wy<span class="_ _1"></span>konywania <span class="_"> </span>prawa<span class="_ _1"></span> </div><div class="t m0 x9f h14 y39a ff1 fsa fc0 sc0 ls5 ws0">do<span class="ls0"> uczestnictwa w <span class="_ _1"></span>walnym zgromadze<span class="_ _1"></span>niu.<span class="ff6">”<span class="_ _1"></span></span><span class="lsc">).</span> </span></div><div class="t m0 x9f h1f y5b4 ff6 fsa fc0 sc0 ls0 ws0">W <span class="_ _2"> </span>trakc<span class="_ _1"></span>ie <span class="_ _1c"> </span>Walnych <span class="_ _1c"> </span>Zgro<span class="_ _1"></span>madzeń <span class="_ _1c"> </span>był <span class="_ _1c"> </span>obecny <span class="_ _1c"> </span>co <span class="_ _1b"> </span>najmniej <span class="_ _1c"> </span>jeden <span class="_ _1c"> </span>cz<span class="_ _1"></span>łonek <span class="_ _1c"> </span>Zarządu, <span class="_ _1c"> </span>przygot<span class="_ _1"></span>owany </div><div class="t m0 x9f h14 y5b5 ff1 fsa fc0 sc0 ls5 ws0">do<span class="ls0"> udzielenia <span class="_ _1c"> </span>merytorycz<span class="_ _1"></span>nej <span class="_ _2"> </span>odpowiedzi <span class="_ _1c"> </span>na <span class="_ _2"> </span>pytan<span class="_ _1"></span>ia <span class="_ _2"> </span>zadawa<span class="_ _1"></span>ne <span class="_ _2"> </span>w <span class="_ _2"> </span>trakc<span class="_ _1"></span>ie <span class="_ _2"> </span>walnego <span class="_ _2"> </span>z<span class="_ _1"></span>gromadzenia,<span class="_ _1"></span> </span></div><div class="t m0 x9f h14 y5b6 ff1 fsa fc0 sc0 ls0 ws0">a <span class="ff6">ponadto <span class="_ _1d"> </span>n<span class="_ _1"></span>a <span class="_ _19"> </span>Walne <span class="_ _1d"> </span>Z<span class="_ _1"></span>gromadzenia <span class="_ _19"> </span>zapraszani <span class="_ _19"> </span>są <span class="_ _19"> </span>członkow<span class="_ _1"></span>ie <span class="_ _1d"> </span>R<span class="_ _b"></span>ady <span class="_ _1d"> </span>Nadzorcz<span class="_ _1"></span>ej <span class="_ _1d"> </span>Spółki, <span class="_ _19"> </span>któr<span class="_ _1"></span>e </span></div><div class="t m0 x9f h14 y5b7 ff1 fsa fc0 sc0 ls6 ws0">to<span class="ls0"> <span class="ff6">działania <span class="_ _1a"> </span>są<span class="_ _1"></span> <span class="_ _1a"> </span>zgodne<span class="_ _1"></span> <span class="_ _1a"> </span>z <span class="_ _1a"> </span>z<span class="_ _1"></span>asadą <span class="_ _1d"> </span></span>4.11<span class="_ _1"></span> <span class="_ _1a"> </span><span class="ff6">„Dobrych <span class="_ _1d"> </span>Praktyk <span class="_ _1d"> </span>Spółek <span class="_ _1a"> </span>Not<span class="_ _1"></span>owanych <span class="_ _1d"> </span>na<span class="_ _1"></span></span> <span class="_ _1a"> </span>GPW <span class="_ _1d"> </span>2021<span class="ff6 ls22">” </span></span></div><div class="t m0 x9f h14 y5b8 ff6 fsa fc0 sc0 ls0 ws0">(„Członkowie <span class="_ _14"> </span>z<span class="_ _1"></span>arządu <span class="_ _14"> </span>i <span class="_ _14"> </span>r<span class="_ _1"></span>ady <span class="_ _14"> </span>nadzorc<span class="_ _1"></span>zej <span class="_ _14"></span>biorą <span class="_ _14"></span>udzia<span class="_ _1"></span>ł <span class="_ _14"> </span>w<span class="_ _1"></span><span class="ff1"> <span class="_ _14"></span>obrad<span class="_ _1"></span>ach <span class="_ _14"></span>walnego <span class="_ _14"></span>z<span class="_ _1"></span>gromadzenia, <span class="_ _13"></span>w <span class="_ _14"></span>miejscu </span></div><div class="t m0 x9f h1f y5b9 ff6 fsa fc0 sc0 ls0 ws0">obrad <span class="_ _b"></span>lub <span class="_ _b"></span>za <span class="_ _b"></span>pośrednictwe<span class="_ _1"></span>m <span class="_ _b"></span>środków <span class="_ _b"></span>dwustronnej <span class="_ _b"></span>komun<span class="_ _1"></span>ikacji <span class="_ _b"></span>elektronicznej <span class="_ _b"></span>w <span class="_ _b"></span>cz<span class="_ _1"></span>asie <span class="_ _b"></span>rzeczywistym, </div><div class="t m0 x9f h14 y5ba ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">składzie <span class="_ _1"></span>umożliwiaj<span class="_ _1"></span>ącym <span class="_ _1"></span>wypowiedz<span class="_ _1"></span>enie <span class="_ _1"></span>się <span class="_ _1"></span>na <span class="_ _1"></span>tem<span class="_ _1"></span>at s<span class="_ _1"></span>praw <span class="_ _1"></span>będącyc<span class="_ _1"></span>h prz<span class="_ _1"></span>edmiotem<span class="_ _1"></span> obr<span class="_ _1"></span>ad <span class="_ _1"></span>walnego </span></div><div class="t m0 x9f h14 y5bb ff1 fsa fc0 sc0 ls0 ws0">zgromadzenia <span class="_ _10"> </span>or<span class="_ _1"></span>az <span class="_ _10"> </span>udziel<span class="_ _1"></span>enie <span class="_ _10"> </span>merytoryc<span class="_ _1"></span>znej <span class="_ _10"> </span>o<span class="_ _1"></span>dpowiedzi <span class="_ _10"> </span>n<span class="_ _1"></span>a <span class="_ _10"> </span>pytan<span class="_ _1"></span>ia <span class="_ _10"> </span>zadawane <span class="_ _10"> </span>w<span class="_ _1"></span> <span class="_ _10"> </span>tr<span class="_ _1"></span>akcie <span class="_ _10"> </span>walnego<span class="_ _1"></span> </div><div class="t m0 x9f h14 y5bc ff6 fsa fc0 sc0 ls0 ws0">zgromadzenia. <span class="_ _1"></span>Z<span class="_ _1"></span>arząd <span class="_ _1"></span>prez<span class="_ _1"></span>entuje <span class="_ _1"></span>ucz<span class="_ _1"></span>estnikom <span class="_ _1"></span>zwycza<span class="_ _1"></span>jnego <span class="_ _1"></span>waln<span class="_ _1"></span>ego <span class="_ _1"></span>zgromadz<span class="_ _1"></span>enia <span class="_ _1"></span>wy<span class="_ _1"></span>niki <span class="_ _1"></span>f<span class="_ _b"></span><span class="ff1">inansowe </span></div><div class="t m0 x9f h1f y5bd ff6 fsa fc0 sc0 ls0 ws0">spółki <span class="_ _1b"> </span>oraz <span class="_ _1b"> </span>inne <span class="_ _1b"> </span>istotne <span class="_ _1c"> </span>i<span class="_ _1"></span>nformacje, <span class="_ _1b"> </span>w <span class="_ _1b"> </span>tym <span class="_ _1b"> </span>niefinansowe, <span class="_ _1b"> </span>zawarte <span class="_ _1b"> </span>w <span class="_ _1b"> </span>spraw<span class="_ _1"></span>ozdaniu <span class="_ _1c"> </span>f<span class="_ _1"></span>inansowym<span class="_ _1"></span> </div><div class="t m0 x9f h1f y5be ff6 fsa fc0 sc0 ls0 ws0">podlegającym <span class="_ _b"></span>zatwierdze<span class="_ _1"></span>niu <span class="_ _b"></span>przez <span class="_ _b"></span>walne <span class="_ _b"></span>zgroma<span class="_ _1"></span>dzenie. <span class="_ _b"></span>Zarząd <span class="_ _b"></span>omaw<span class="_ _1"></span>ia <span class="_ _b"></span>istotne <span class="_ _b"></span>z<span class="_ _1"></span>darzenia <span class="_ _b"></span>dotyczące </div><div class="t m0 x9f h1f y5bf ff6 fsa fc0 sc0 ls0 ws0">minionego <span class="_ _0"></span>roku <span class="_ _0"></span>obrotowego, <span class="_ _0"></span>porównuje prezentowane <span class="_ _4"></span>dane z <span class="_ _4"></span>lata<span class="_ _1"></span>mi <span class="_ _0"></span>wcześniejsz<span class="_ _1"></span>ymi <span class="_ _0"></span>i <span class="_ _4"></span>wskazuj<span class="_ _1"></span>e <span class="_ _4"></span>st<span class="_ _1"></span>opień </div><div class="t m0 x9f h14 y4c9 ff6 fsa fc0 sc0 ls0 ws0">realizacji planów m<span class="_ _1"></span>inionego roku.<span class="_ _1"></span>”). <span class="ff1"> </span></div><div class="t m0 x12 h15 y5c0 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span>Opis zasad zmiany statutu WIKANA S.A.<span class="_ _1"></span> </div><div class="t m0 x9f h1f y5c1 ff6 fsa fc0 sc0 ls0 ws0">Zgodnie z <span class="_ _1"></span>§ <span class="_ _1"></span>25 ust. <span class="_ _1"></span>1 <span class="_ _1"></span>Statutu <span class="_ _1"></span>Spółki, <span class="_ _1"></span>dokonywanie <span class="_ _1"></span>zmian <span class="_ _1"></span>w St<span class="_ _1"></span>atucie <span class="_ _1"></span>Spółki wyma<span class="_ _1"></span>ga uchwa<span class="_ _1"></span>ły Waln<span class="_ _1"></span>ego </div><div class="t m0 x9f h14 y89 ff6 fsa fc0 sc0 ls0 ws0">Zgromadzenia Spó<span class="_ _1"></span>łki. Zgodnie z art. 43<span class="_ _1"></span>0 § 1<span class="ff1">-<span class="_ _1"></span> 5 Kodeksu s<span class="_ _1"></span></span>półek <span class="ff1">handlowych: <span class="_ _1"></span> </span></div><div class="t m0 x1c h14 y5c2 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">z<span class="ff6">miana statutu wymaga<span class="_ _1"></span> uchwały wal<span class="_ _1"></span>nego zgromadze<span class="_ _1"></span>nia i wpisu do rejestru; <span class="_ _b"></span></span> </span></span></div><div class="t m0 x1c h14 y5c3 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">z<span class="ff6">mianę <span class="_"> </span>statutu <span class="_ _10"> </span>zarząd<span class="_ _1"></span> <span class="_ _10"> </span>z<span class="_ _1"></span>głasza <span class="_"> </span>do <span class="_ _10"> </span>sądu <span class="_"> </span>rejestrowego. <span class="_"> </span>Zgłoszenie <span class="_ _10"> </span>z<span class="_ _1"></span>miany <span class="_"> </span>statutu <span class="_ _10"> </span>nie <span class="_"> </span>może </span></span></span></div><div class="t m0 xf h1f y38e ff6 fsa fc0 sc0 ls0 ws0">nastąpić <span class="_ _11"> </span>po <span class="_ _13"> </span>up<span class="_ _1"></span>ływie <span class="_ _13"> </span>tr<span class="_ _1"></span>zech <span class="_ _11"> </span>miesięcy <span class="_ _11"> </span>od <span class="_ _11"> </span>dnia <span class="_ _13"> </span>po<span class="_ _1"></span>wzięcia <span class="_ _11"> </span>uchw<span class="_ _1"></span>ały <span class="_ _11"> </span>przez <span class="_ _11"> </span>walne <span class="_ _11"> </span>zgromadzenie, </div><div class="t m0 xf h14 y5c4 ff1 fsa fc0 sc0 ls0 ws0">z <span class="ff6">uwzględnieniem art. <span class="_ _1"></span>431 § 4 i art. 455 § 5;<span class="_ _1"></span></span> </div></div></div><div class="pi"></div></div>
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"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">46<span class="ff5 fs6 ls0"> </span></div><div class="t m0 x1c h14 y91 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">r<span class="ff6">ównocześnie <span class="_ _15"> </span>z<span class="_ _1"></span> <span class="_ _15"> </span>wpisem<span class="_ _1"></span> <span class="_ _15"> </span>o <span class="_ _15"> </span>zmi<span class="_ _1"></span>anie <span class="_ _15"> </span>statutu <span class="_ _f"> </span>należy<span class="_ _1"></span> <span class="_ _15"> </span>wpisać <span class="_ _15"> </span>do <span class="_ _15"> </span>r<span class="_ _1"></span>ejestru <span class="_ _15"> </span>z<span class="_ _1"></span>miany <span class="_ _15"> </span>danyc<span class="_ _1"></span>h </span></span></span></div><div class="t m0 xf h14 yc4 ff1 fsa fc0 sc0 ls0 ws0">wymienionych w art. 31<span class="_ _1"></span>8 i art. 319;<span class="_ _1"></span> </div><div class="t m0 x1c h14 yec ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">d<span class="ff6">o zarejestrowania z<span class="_ _1"></span>mian statutu stosuj<span class="_ _1"></span>e się odpowiednio prz<span class="_ _1"></span>episy art. 327;<span class="_ _b"></span></span> </span></span></div><div class="t m0 x1c h14 y5c5 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">Walne <span class="_ _e"> </span>Z<span class="ff6">gromadz<span class="_ _1"></span>enie <span class="_ _e"> </span>mo<span class="_ _1"></span>że <span class="_ _e"> </span>upoważnić <span class="_ _15"> </span>radę <span class="_ _e"> </span>n<span class="_ _1"></span>adzorcz<span class="_ _1"></span>ą <span class="_ _e"> </span>do <span class="_ _e"> </span>ustalenia <span class="_ _15"> </span>jednolitego <span class="_ _15"> </span>tekstu </span></span></span></div><div class="t m0 xf h14 y5c6 ff1 fsa fc0 sc0 ls0 ws0">zmienionego <span class="_ _13"></span>statutu <span class="_ _13"></span>lub <span class="_ _14"></span>w<span class="_ _1"></span>prowadzeni<span class="_ _1"></span>a <span class="_ _13"></span>innych <span class="_ _14"></span>zmia<span class="_ _1"></span>n <span class="_ _13"></span>o <span class="_ _14"></span>charak<span class="_ _b"></span><span class="ff6">terze <span class="_ _14"> </span>re<span class="_ _1"></span>dakcyjnym <span class="_ _13"> </span>określonych </span></div><div class="t m0 xf h14 yef ff1 fsa fc0 sc0 ls0 ws0">w uchwale zgroma<span class="_ _1"></span>dzenia.<span class="_ _1"></span> </div><div class="t m0 x9f h3 y5c7 ff2 fs1 fc1 sc0 ls9 ws0">7.<span class="ls0"> <span class="_ _f"> </span><span class="ff3">Pozostałe inf<span class="_ _0"></span>ormacje<span class="ff2"> </span></span></span></div><div class="t m0 x12 h15 y5c8 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Postępowa<span class="_ _1"></span>nia <span class="_ _d"> </span>przed <span class="_ _16"> </span>sądem, <span class="_ _d"> </span>organem <span class="_ _16"> </span>właściwym <span class="_ _d"> </span>dla <span class="_ _16"> </span>postępowania </span></div><div class="t m0 xf h15 y5c9 ff3 fs6 fc0 sc0 ls0 ws0">arbitrażowego lub organem administracji publicznej<span class="ff2"> </span></div><div class="t m0 x9f h14 y5ca ff6 fsa fc0 sc0 ls0 ws0">Zgodnie <span class="_ _b"></span>z <span class="_ _12"></span>najlepszą <span class="_ _b"></span>wie<span class="_ _1"></span>dzą <span class="_ _12"></span>Emitenta, <span class="_ _b"></span>n<span class="_ _1"></span>a <span class="_ _b"></span>dzień <span class="_ _b"></span>sp<span class="_ _1"></span>orządzen<span class="_ _1"></span><span class="ff1">ia <span class="_ _b"></span>te<span class="_ _1"></span>go <span class="_ _b"></span>sprawozdani<span class="_ _1"></span>a, <span class="_ _b"></span>Emitent <span class="_ _12"></span>i <span class="_ _b"></span>j<span class="_ _1"></span>ednostki </span></div><div class="t m0 x9f h14 y5cb ff1 fsa fc0 sc0 ls5 ws0">od<span class="ls0"> <span class="ff6">niego <span class="_"> </span>zal<span class="_ _1"></span>eżne <span class="_"> </span>są <span class="_ _2"> </span>stronami <span class="_"> </span>postę<span class="_ _1"></span>powań <span class="_"> </span>t<span class="_ _1"></span>oczących <span class="_"> </span>się <span class="_ _2"> </span>przed <span class="_"> </span>sąd<span class="_ _1"></span>em, <span class="_"> </span>orga<span class="_ _1"></span>nem <span class="_"> </span>właściwym<span class="_ _1"></span> <span class="_"> </span>dla </span></span></div><div class="t m0 x9f h1f y68 ff6 fsa fc0 sc0 ls0 ws0">postępowania <span class="_ _10"> </span>arbitrażowe<span class="_ _1"></span>go <span class="_ _11"> </span>lub <span class="_ _10"> </span>organem <span class="_ _10"> </span>administr<span class="_ _1"></span>acji <span class="_ _10"> </span>publicznej, <span class="_ _11"> </span>który<span class="_ _1"></span>ch <span class="_ _10"> </span>łączna <span class="_ _10"> </span>wartość <span class="_ _10"> </span>wynosi: </div><div class="t m0 x9f h14 y447 ff1 fsa fc0 sc0 ls0 ws0">3 221 <span class="ff6">tys. zł z czego: <span class="_ _1"></span></span> </div><div class="t m0 x1c h14 y5cc ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">2 485 <span class="_ _0"></span><span class="ff6">tys. zł<span class="ff1"> </span>–<span class="ff1"> </span>stanowi <span class="_ _0"></span>łączną wartość postępowań dotyczących wierzytelności Spółki i<span class="ff1"> jednostek </span></span></span></span></div><div class="t m0 xf h14 y17a ff6 fsa fc0 sc0 ls0 ws0">od niej zależnych<span class="_ _1"></span><span class="ff1 ls6">; p</span>owództwa<span class="_ _1"></span><span class="ff1"> oceniane </span>są <span class="ff1">jak<span class="_ _1"></span>o zasadne.<span class="_ _1"></span> </span></div><div class="t m0 x1c h14 y4ed ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">736 <span class="_ _4"></span>tys. <span class="_ _0"></span>zł <span class="_ _0"></span>–<span class="ff1"> <span class="_ _4"></span><span class="ff6">s<span class="_ _1"></span>tanowi <span class="_ _0"></span>łączna <span class="_ _0"></span>wartość <span class="_ _0"></span>postępowań <span class="_ _0"></span>dotyczący<span class="_ _1"></span> <span class="_ _4"></span>z<span class="_ _1"></span>obowiązań <span class="_ _0"></span>Spółki <span class="_ _0"></span>i <span class="_ _4"></span>jednostek <span class="_ _0"></span>od<span class="_ _b"></span><span class="ff1"> niej </span></span></span></span></span></div><div class="t m0 xf h14 y5cd ff6 fsa fc0 sc0 ls0 ws0">zależnych; powództw<span class="_ _1"></span>a oceniane są jako <span class="_ _1"></span>niezasadne.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x12 h15 y5ce ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Podmiot uprawniony do badania sprawozdań finansowych</span> </div><div class="t m0 x9f h14 y5cf ff6 fsa fc0 sc0 ls0 ws0">Podmiotem <span class="_ _13"> </span>uprawnionym<span class="_ _1"></span> <span class="_ _13"> </span>do <span class="_ _13"> </span>badania <span class="_ _13"> </span>i <span class="_ _13"> </span>przeglądu <span class="_ _13"> </span>spr<span class="_ _1"></span>awozdań <span class="_ _13"> </span>finansowych <span class="_ _13"> </span>Spółki <span class="_ _13"> </span>za <span class="_ _11"> </span><span class="ff1">20<span class="_ _1"></span>24 <span class="_ _13"></span>rok <span class="_ _13"></span>jest </span></div><div class="t m0 x9f h14 y5d0 ff6 fsa fc0 sc0 ls0 ws0">wybrana <span class="_ _b"></span>na <span class="_ _b"></span>podstawie <span class="_ _b"></span>uchwały <span class="_ _b"></span>Rady <span class="_ _b"></span>Nadzorczej<span class="_ _1"></span> <span class="_ _b"></span>Jednostki <span class="_ _1"></span>D<span class="_ _1"></span>ominującej <span class="_ _12"></span><span class="ff1">fir<span class="_ _1"></span>ma <span class="_ _b"></span>audytorska: <span class="_ _b"></span>UH<span class="_ _1"></span>Y <span class="_ _b"></span>ECA </span></div><div class="t m0 x9f h14 y5d1 ff1 fsa fc0 sc0 ls0 ws0">Audyt <span class="_ _14"></span><span class="ff6">Spółka <span class="_ _14"></span>z <span class="_ _14"></span>ograniczon<span class="_ _1"></span>ą <span class="_ _12"></span>od<span class="_ _1"></span>powiedzialnością,<span class="_ _1"></span> <span class="_ _14"> </span>z<span class="_ _1"></span> <span class="_ _12"></span>k<span class="_ _1"></span>tórą <span class="_ _12"></span>S<span class="_ _1"></span>półka <span class="_ _14"></span>zawarła <span class="_ _14"></span>umowę <span class="_ _14"> </span>w <span class="_ _14"></span>dniu <span class="_ _13"> </span></span>18 <span class="_ _12"></span>s<span class="_ _1"></span>ierpnia </div><div class="t m0 x9f h14 y5d2 ff1 fsa fc0 sc0 ls5 ws0">202<span class="ls0">3 <span class="_ _0"></span><span class="lsc">r.<span class="ls0"> <span class="_ _0"></span>na <span class="_ _0"></span>okres <span class="ff6">obejmujący wykonanie <span class="_ _4"></span>czy<span class="_ _1"></span>nności <span class="_ _0"></span>będącyc<span class="_ _1"></span>h <span class="_ _0"></span>pr<span class="ff1">zedmiote<span class="_ _1"></span>m <span class="_ _0"></span>umowy, z <span class="_ _0"></span><span class="ff6">których <span class="_ _0"></span>najdłuższy </span></span></span></span></span></span></div><div class="t m0 x9f h14 y5d3 ff6 fsa fc0 sc0 ls0 ws0">dotyczy badania spr<span class="_ _1"></span>awozdania finansoweg<span class="_ _1"></span>o Spółki i <span class="_ _1"></span>Grupy. <span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9f h1f y513 ff6 fsa fc0 sc0 ls0 ws0">Wynagrodzenie <span class="_ _d"> </span>z <span class="_ _d"> </span>tytułu <span class="_ _d"> </span>badania <span class="_ _17"> </span>sk<span class="_ _1"></span>onsolidowanego <span class="_ _d"> </span>sprawoz<span class="_ _1"></span>dania <span class="_ _d"> </span>finansowego <span class="_ _d"> </span>Grupy <span class="_ _d"> </span>oraz </div><div class="t m0 x9f h14 y5d4 ff6 fsa fc0 sc0 ls0 ws0">jednostkowego spraw<span class="_ _1"></span>ozdania finansow<span class="_ _1"></span>ego Spółki za 202<span class="_ _1"></span><span class="ff1">4<span class="_ _1"></span> rok </span>zostało okreś<span class="_ _1"></span>lone następ<span class="_ _1"></span>ująco<span class="ff1">:<span class="_ _1"></span> </span></div><div class="t m0 x1c h14 y515 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0 ls5">47,5<span class="ls0"> <span class="ff6">tys. zł z ty<span class="_ _1"></span>tułu badania jednostkowe<span class="_ _1"></span>go sprawozda<span class="_ _1"></span>nia finansowego Spółki<span class="_ _1"></span> za<span class="_ _1"></span></span> <span class="_ _1"></span></span>202<span class="ls0">4 r.,<span class="_ _1"></span> </span></span></span></div><div class="t m0 x1c h14 y5d5 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0 ls5">26<span class="ls0"> <span class="_ _11"> </span><span class="ff6">tys. <span class="_ _11"> </span>zł <span class="_ _11"> </span>z <span class="_ _11"> </span>tyt<span class="_ _1"></span>ułu <span class="_ _11"> </span>badania <span class="_ _11"> </span>s<span class="_ _1"></span>konsolidowanego <span class="_ _11"> </span>spra<span class="_ _1"></span>wozdan<span class="_ _1"></span>ia <span class="_ _11"> </span>fina<span class="_ _1"></span>nsowe<span class="_ _1"></span>go <span class="_ _11"> </span>Grupy <span class="_ _11"> </span>Ka<span class="_ _1"></span>pitałowej </span></span></span></span></div><div class="t m0 xf h14 y4c5 ff1 fsa fc0 sc0 lsa ws0">za<span class="ls0"> <span class="ls5">202</span>4 r., </span></div><div class="t m0 x1c h14 y268 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">2<span class="ls5">3 <span class="_ _1"></span></span><span class="ff6">tys. <span class="_ _1"></span>z<span class="_ _1"></span>ł <span class="_ _1"></span>z <span class="_ _b"></span>tytułu <span class="_ _1"></span>świadcze<span class="_ _1"></span>nia <span class="_ _1"></span>usł<span class="_ _1"></span>ug <span class="_ _1"></span>polegaj<span class="_ _1"></span>ących <span class="_ _1"></span>na<span class="_ _1"></span> <span class="_ _1"></span>prz<span class="_ _1"></span>eglądzie <span class="_ _1"></span>jednos<span class="_ _1"></span>tkowego <span class="_ _b"></span>sprawozdania </span></span></span></div><div class="t m0 xf h14 y138 ff1 fsa fc0 sc0 ls0 ws0">finansowego za 202<span class="_ _1"></span>4 r., </div><div class="t m0 x1c h14 y5d6 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">15 <span class="_ _15"> </span><span class="ff6">tys<span class="_ _1"></span>. <span class="_ _f"> </span>zł <span class="_ _15"> </span>z<span class="_ _1"></span> <span class="_ _f"> </span>tytułu <span class="_ _15"> </span>ś<span class="_ _1"></span>wiadczenia <span class="_ _f"> </span>usług<span class="_ _1"></span> <span class="_ _15"> </span>p<span class="_ _1"></span>olegającyc<span class="_ _1"></span>h <span class="_ _15"> </span>na <span class="_ _f"> </span>przegl<span class="_ _1"></span>ądzie <span class="_ _f"> </span>skonsolidowanego </span></span></span></div><div class="t m0 xf h14 y5d7 ff1 fsa fc0 sc0 ls0 ws0">sprawozdania finansow<span class="_ _1"></span>ego za 20<span class="ls11">24</span> r.,  </div><div class="t m0 x1c h14 y5d8 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">7 <span class="ff6">tys. zł z tytułu świadcz<span class="_ _1"></span>enia usług atestacy<span class="_ _1"></span>jnych innych niż <span class="_ _1"></span>przegląd lub badan<span class="_ _1"></span>ie.<span class="_ _1"></span></span> </span></span></div><div class="t m0 x9f h1f y5d9 ff6 fsa fc0 sc0 ls0 ws0">Wynagrodzenie <span class="_ _d"> </span>z <span class="_ _d"> </span>tytułu <span class="_ _d"> </span>badania <span class="_ _17"> </span>sk<span class="_ _1"></span>onsolidowanego <span class="_ _d"> </span>sprawoz<span class="_ _1"></span>dania <span class="_ _d"> </span>finansowego <span class="_ _d"> </span>Grupy <span class="_ _d"> </span>oraz </div><div class="t m0 x9f h14 y5da ff6 fsa fc0 sc0 ls0 ws0">jednostkowego spraw<span class="_ _1"></span>ozdania finansow<span class="_ _1"></span>ego Spółki za 20<span class="_ _1"></span><span class="ff1">23<span class="_ _1"></span> rok </span>określono n<span class="_ _1"></span>astępująco<span class="_ _1"></span><span class="ff1">: </span></div><div class="t m0 x1c h14 y5db ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">4<span class="ls5">7,5</span> <span class="ff6">tys. zł z tytuł<span class="_ _1"></span>u badania jednostkowe<span class="_ _1"></span>go spr<span class="_ _1"></span>awozdania finansow<span class="_ _1"></span>ego Spółki za<span class="_ _1"></span></span> <span class="_ _1"></span><span class="ls5">202</span>3 r., </span></span></div><div class="t m0 x1c h14 y5dc ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0 ls5">26<span class="ls0"> <span class="_ _11"> </span><span class="ff6">tys. <span class="_ _11"> </span>zł <span class="_ _11"> </span>z <span class="_ _11"> </span>tyt<span class="_ _1"></span>ułu <span class="_ _11"> </span>badania <span class="_ _11"> </span>s<span class="_ _1"></span>konsolidowanego <span class="_ _11"> </span>spra<span class="_ _1"></span>wozdan<span class="_ _1"></span>ia <span class="_ _11"> </span>fina<span class="_ _1"></span>nsowe<span class="_ _1"></span>go <span class="_ _11"> </span>Grupy <span class="_ _11"> </span>Ka<span class="_ _1"></span>pitałowej </span></span></span></span></div><div class="t m0 xf h14 y5dd ff1 fsa fc0 sc0 lsa ws0">za<span class="ls0"> <span class="ls5">202</span>3 r., </span></div><div class="t m0 x1c h14 y5de ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">23 <span class="_ _1"></span><span class="ff6">tys. <span class="_ _1"></span>z<span class="_ _1"></span>ł <span class="_ _1"></span>z <span class="_ _1"></span>ty<span class="_ _1"></span>tułu <span class="_ _1"></span>ś<span class="_ _1"></span>wiadczenia <span class="_ _b"></span>usług <span class="_ _1"></span>polegając<span class="_ _1"></span>ych <span class="_ _1"></span>na <span class="_ _b"></span>przeglądzie <span class="_ _1"></span>j<span class="_ _1"></span>ednostkowego<span class="_ _b"></span></span> <span class="_ _1"></span>s<span class="_ _1"></span>prawozdania </span></span></div><div class="t m0 xf h14 y5df ff1 fsa fc0 sc0 ls0 ws0">finansowego za 20<span class="_ _1"></span><span class="ls11">23</span> <span class="lsc">r.</span>, </div></div></div><div class="pi"></div></div>
<div id="pf2f" class="pf w0 h0"><div class="pc pc2f w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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UxKWb8d/ZH2++4/yevV98hF5QZbDz+3nmSn7moQ0waSfFH6nuonv3z7/pXKdXeu9OrR9uC9H/7kv3nxORds3uC0hnQOzIfjMhOL7oiUkyOtUPhT6zyd00e/MIMDYHl9Q2AUiYIH9x7Ys2/v2176sqLws61uUBShMHNSAILSrNRT4ScCOMAJEGDqkAEDGpMCCKeqDwkGiEC8QkopAswcEhxQtYHtwbbt3hbUgvcOMA8ArfVE9gqvgHfqTl1L4UxE7dSxpQK+Q0JEREREDD867cS+e42e/J9CRf6ZP4qs55iU3/3PImKnWssFVAF1yllkfnm5aHeW6lpGRldjvW128/G5kxdv2zDM6gscPjqXFaEMqT/cfOasCAQiIoZTO/oemYo0DWriMkxF8rDePD5+zvOeVwSnTSrW74CHF3GAGTKcKVRFBOJPfTsOcBBdvwQeYgoPODERcUCAM8ipQHSmAn204cwkiCAIADV4yQAETiFmouINfv0xBEAghoD1c2pM1g+wEV7vR0REREQMPzrN4XdqKg+PvXPPHlm9uT5tdqqtTk3tCQCFZPnuEk8HfM9pLGLOiyU57+xtX739cFm1o60WpTrEc87a1UR1VbXW4MjcgroATRp7u7edIeJOdaeZwGDmxGAwsdqtr0BVgXRDmJie9IDGHMqWJpjACcStf22qktcPjHEIThwemdJUc3jkrw4mZipuffOgAE7gYcEizNa/FweDOTXAufX759enIB8pUmeQ9VWwuj5fKOZs/ZF46CPNKgaYh2P7ERERERHDj04jfUz4AeLssTvSDCZi60erAPJIOT16Kfv6VQxy6kYDAyybOuckpxbCW3/geRPjkx/7/PVLK3PPvvSit73uDbNjrcJcL6UDx/T4Yl/KCUlpvOV3baqc4JH9ggZb3313Kp08xCACE1MvYqaSLUCh6h65Kv5Ua4mIiVuf7gOc2SOzmCIwNVnfk+hMnSVDMHGnlrhCxTK0BrxJIVCBAdmLqFqGM3FOoPACE6ggCczD26OLZFELPBCgTgwmgFMgmWRBi9N+RERERMTwo9OmGcayXVk28U7NBC7n7EMAALOmiS548X6YIsxKH1SzqXrvg2RxTjVrzmH930Nh63NbYjmPhgIj/t+8/Glv+f6nacaEhwcEOTUmRXn73Q8kCwilS00r5M2zE485MkgAVTUAPvg4bIqiMIVBRVS8F0NdD8tWBVHRPiRBAV8BITfmXJlibrWrnFOMg1AUMIj34ryDaTIzc2hybsSXIh7mzNSXHpaRI0JQCcipqfutViUCEfEi631cmxSANxNLue6FshQzOIEJgphpGg49KikrUYU1CKZaw7U40oiIiIiI4UenjVRtFZeQPRyciJm49Rk/M81FWTQ5xya64AEMY2wFH0Kw3BiiJZMQQnCwU9NtEKia5hR8qSl1nLS9i5qdDkNqJGfpTERUSfDtBx9urMgqpRia/taZyUdnxAwAPJwXwaCORSi1ERecWIapIUuQotsZ5ASzymVIVnjJllMuihY0VAGpn523UJUCQVbLCaqa8/qSUBURcarJFd5yLIoip5Rz8q5skjRIZfC+7OQcQ/ACFXMQKMQAlfWtg+pDgKk1DUJhIk2N4AtXBOSsw1UpCxNNTZIQPMcZERERETH86DTqw4kieK8ADF7EiwC6vtXNNHvvLUidspl1qkrWL1OHuhBsffGkijlvOLURzkQ1pVAEUZipE5gOnc8BTkSyJpFWnXDTbfeom4I5aG57O3P7JgeFyfpmQXWSFDGqhEINlRcBxDmDJG2QJYuJLwY5Dt14UvPeQ80FiLrKpBKkGIt21Yio5rIoTc1SKosAuJxSAlzVEtN6OKiKUMdUZ8murc4PE3xANHR9CJD140wF6uDWL6vwtn7hvDdBrS5Vo3A+GmCxlFB4hJBRpmHMZoX6tsj33uxORERERMTwo39h2SNmlOtnkghS1pZ33tZntsQMMWsEIM4J6pgk504Z4IKKr2OED8lchss4tStOko2VVX9gXmRg0stWtcZWTFperWnGRcXhyLHFlX6tKAEvpuefd+ZIa32vIAxikDrmLB6FSwY4NOsncSa1OOy2q8IHqMasltzRfrh3/6H9e/eWodq2cfbCM7duGitNUY6Vq6o9+Jb3qxEF0CqKmKwQiCt6qjFLBe9chZyzBLSLPYeXr7/r/jgY7toy+5Szd4WJthMpxQl0fdLPiXpN64faZCmHYgsqdz107Nv7jzWx2dZpP/uSs2enOpLNi9TwzpVJEDNaAZz0IyIiIiKGH502/+Gd715ZWk3Z1GS0sD9/16+0fExYn7BLSXMuuvfsm//7f3j/WCv86s/828luCzlm8cmchtKJe+Dgwu/+8V8naWWBSHzh08789z/2Q6GQu/ac/P13v3fNaypLNL2ff8ubn3fJTkMN6NziKlwRmyGkCGK7d24OIUDXT3OR5PDwiZXf+7P3nlhebVUt1dxyKa4tvOE1L3/dy68oglNIIz45fORz3/y9v/98L/vRVmj6K1WB3Vtn3/Xrbz9nU+fY8WPv+djVNzw4H3yReisXn73tN37hrZ1Cegmf+ty1H/jiDb49mleObZ/q/sY73r6a5G8+8Kkvf/POpVpgTb184pydu/7wt37uqTtHCzFRGIK59QvkG5WqkaIGDi/V7/yzf/zabXvKic0ra8OR/vEdWybe/uNveNGzz6qg7/3op6/+xl0WprO6D//uW2YmRjjYiIiIiIjhR6eHbjvnxtu+OpCJgR9r9+ePLQy6s4MeZkaDuGbOwtj+hPfdePBjdyycPelQtQTIGrMUKt5cGmR89ms33/BwMfCjcDHkhbf+yDla912obj589NoD9ZJ0pT021ju5barVAmKCWNo/t7wy6LdbY31BkPTcZ5yjQM6S60aq8vCK/Kf/+qVr9lgqZjT2R33q9Jbf+uoXv+iKF4amF6Nb1daCFP/p3Z/78k17lmWHBMnNIPiRoeHWg/kX/stH/vTXXr9rdvPVtx64c2UqhK72h9vOHK98CrDoi6vvW7juxASAKRuZH6QHlt3v/O+fuem+h4vuRtWBBG3t2HX3kv7a/3rVn//GK3fPFC1zliUFS67f0tSX6tDAPn7NzZ/6wp37jyzGsKXXbyftWFV9e7X8hd//0H9405U/+cPPufpbB285MbGaW6XViSs9iYiIiOgJyPERPGk885mXJSsb6Taua8XYgUNHRbR0SDmKKxPKO+8/+v6PXVW77tGTvbWhJYOIK5wUYtncQj99+Opb19yY60yrynm7tn7f5RdVZZlVv3NoaSilulaTfbs9snnzrAMK70JwD+xfsNDJJhrjeMtdftFmr8jeUqfc39N3/uU/XnPH/jU3UeeOpaKK+OX/+Y0//bZXdqrgWqN16N59eP4n3vFnV3/zgbXczsVII50BOmvoLudur9pw24He7/z9dfcsYu8ysu8OsitaI5u3zHqRrJoEDx0+GdUlc8NifNDd9nO/+8E7Hj4hIxubYixWs7GcGtQuutE79xz/4OevV7STOu8gkj1cdp2Fgfz8b/3tX330lnsO95f89Job67nuoBgZVNPLfjpOn/0H77nqM998eM+Jei0Xvuo4aHD8lSEiIiIihh+dPhecOVoWRTIHk8KX+w6fFClLADk1VtWu/d4PfjlLZVo2Wh2ZW0wGk+AsOuQM/9Frbn94JTTlaLbom4Wffv3zQ1aIM+f2HpqHD86JF904NVI6J4AXSznvO7YmrTGVEMS2jLcnCpQ5rZrd+PDhH/vV//zJm/eshSlxLQz604i/+KMv/ZErz58IEMnzSd5/zb0/+3vvv/1wPfQT8IU1PYehIqlH0e2oOYzMXn374Z/5g8+uFrMQ84g+DrZvGlETE7+4iqPH54PlQmRpgD3Lsm/V1PnCBi4NNZSCqlmrva9yOfGpL99xZFXhS81JNDt0VtH+xXf+7W37Vg4v2bCaikVHC68SxTVRxOBXVnOePfd333vt8VhlCbnuhdQrPWf8iIiIiIjhR6fPZBuT4xPOFU7VVI6cHIiUyBp8IeXYg4dX7/vOoSYJQsdC58CxOXVQgwjgsBbx+a/fFVszWYJDs3myfOHTz+86Vbgk/sjcYjaBqdN6++YNwcMAganzx+dXV2sFguS8ffMsEpxza+J/60/ff9v+1WF7k/qWy3VHes+5aNuPv+7SUVf72IPpGvyffuCa/autQTlTqzON40UzZkuT1XC8qF09X6AvqVapvnNoZaiFmgUkxN6OTRucSAPZd2ilN0xiIuKzVbEYS1IE7Y9ipaqPucFJn+uJ7rg66Zs/0XO333uoMWRkM6nhP/6VO2/5zkJdTFk55opKtF/EkyN6Ysovj2ClXQwRtFfnvXOD2o+6sgqF+EKC568MERERET3xcI/fk0cXmJ4Ye2gpObNsdmyxV5urgEalcf4r37pvtRH4VqMSpTw6v5KAYGJmg2RfuPa+b+9bsGKH86rD+SuuOH/UDT3EEGLGieV+k0W8erWts+PeoJYhLsPPLa7VjRYtc6Kz0xONQkT+/B++dN/B2o/uHGgLAq+Lz7pwwy//1Mt8s9YuU8yKovPxz99xMrb6KaBoe+23tTepS8++9KlPe9pu+HBsYfjl6+/ae/ykSKeY3NhbqrNGb3WFesvspABJ5Z7798BX5oqUnR+fzDEGG15yxsSLLztzemb65vvnP3n1Lb6zKcUoZdUfFHsePp4v3SlOGviliA996d5FHakblK3C61po5l5y2TnPvHDL2OjoiaX66m/cf+/Dcz1U2hoFRKEKTSKOSz2JiIiIiOFHp9EYsG3j9Df3HQM0w3/n2PLQXCGIrjxW44NX3ZSLkRR90WrVzeDhI70MmEgj4baHTvzJ331sgGnxpRvObe4O3vzqZ40W3sEScHxpMN9L5kvJsQy6e8tkIUjqsnNzi/HkygC+LIoiDdY27di6YnjPP375vZ++a1BstWIEzaDjlt70kgv+00+9rBP7bdczMwsjJ3rpfZ/+xmKsqo3b8spCKy/98Asv+s0ff/lEx/qNuuDV8NaXPOUd//k9N+9fXV0EQuVUilTvmB2bGW0ZNIm7/qY71LUiKgOKXJdx8bVXnveun3jhCHIh9vrn++H80uduP4ZqRJ2X0KmHCgOCW2r8b/7Zp294cF47U06jDOZmiv67ful1L7/87KBNq3DRwttedPEHvnj7//bRrx1OLSlKpKE51aLteYU7ERERET0BcfriyaPSdMaOyWTZoNnJQ3MrA1/WJrWTT33trv0L9WqtZXdEIRF+3/GFBETN0RV/84nr+25Kfdf6K1Oy+Ev/9jXnbZ+A84oQDXsPHGlQwJdOzOV69/ZNXuCcDFUePnw0ZnHe53pQtbu5vfFX/ujjf/6Jm9eKqTpCtBmX1Tc+b/dvv+3FI4PlMZ8b80MZXcnFF667c+/hxVB2B4sngq6+6Gnb3/kzL9vUTu3c29DCpGum3PDMcf+7v/CGKq4GzV6cOJFcP+uSCzsBBlnppQcfPhjNq2uXLrT6x5+x1f/2//T8CZdGQh4pZNyli8/e4Jyp9BBq0XTmrp2Ft56ma+/a94mvf9s607Gu29abiHO/93Ove+2zzxpL85NlU+Z+13ozrvezP3zZq15wSaeUUhrXrASr26Mj3nGPHxEREREx/Oj0kdybnRozqHhnwGqy5YhhiqsZn//azcm3umOTTV1nVXX+5NLyEIDY3Jp+6/6DCwNrIkZLO3tj94euPK/yyPAJPmfMnVyQUKiIhwWxjbOzquoEEThy/IS44L0vQmgGw8999a5PX3dHv7NpIFaM+KZ3bNs4funNL5tIq5Mdn5ukbqJnLRT+S9fdLr6Vm6ZdSBGXf+oNV7TzwJq1nGOTG5FceAuIZ2yfmp6cLMu2wpmqR37ahecFB5idOLlUR4PzJkUa9sat94Yrz99UpJbXlX5/YKLOp2wSDD7CBsHlbRs2eG9FKK751kNhfFtKqfTmBwvf/4JLX/Gcs9toqlYLauIrzdrpthZOrl7x7AtyaiQNWxgW1mzcOMthRkREREQMPzqdWsFmpiacM3EaNSWVw0WAZ8MAACAASURBVEdPmg833bn/nocORvgYGzF1PsCFEwtLwwh499Vv3Ta3GofmgxcXe6+84hKfNWjKZiZIOc8tLqesBpeztgvZNNOyrADMcHRuKWv2ztVNzEVx5317/NjWtVwgaGoWdm9uv+MnXztbpW7ldbVfhG42lyAnh3hw/5z5UjRLHp5/xoaLz9pUWO0LX7RG1JUqIeesOZvirLPPUVcaHIAyuLPO2OahAA7PzcMV2QSWuhX84MTLLz+v7SLMys5orZKdW61TzAoxWOwUsmObh+pQcfeD+1aHCQ4Bg80T5dt/7BU+JrGs0cx3a7SGKJq6Hhvr7N61tZBsKXrnnMUts+MwDjQiIiIieuLhHr8nUfih3LGp5ay2GCsPJD1yZG3CFb/6+x9YDdtV0a6XyrKzlioUoyf6C985an5zePdHrx1gNHlrFf3ZVnzd979gxKPIgFkydYW/66E1lCKxLWhtGdOJAs6cIhrCnkO1s14OMwktk+Wc4PN4kBTi2gvOnf6DX37TjlFXoaldV0ZHBeiqGvR9XzlxeDDSuJYXr/XcD7/0BeMGX014i2aA+ARfeNdqpZjz7GRr2DspnZnCtyfK0a2bqsI32dy+/YtNnmxEUfVlsPjmH7py+4ZJ51RMxhyaOIxo75tbqTHiopO8smWjdMbQV39wfvDwgYOuvb2xymn9mhddcuaGVgdJLMAHqK8AqVpeEfprO0fGx9zq0XJDrd1xLD1jphGu9CQiIiIihh+dRiKycapqBauzN7ic86G5+Wu/dkfPuimHEs1ogbXBamiPZEXM4aa79x06Ut9/eDVVY2WANEs/+iMv3NBF0CyqCMgKcXjowDEzEUinqrZvGRGFOIGZiO7ZdwDONSmbhOAUTpyEmGvnigsvOHt2vIiD/ljbK8we+RKTus988auNFPA+xzhWuUsvPq8l1qjCAeacQGAeSTQZCjiXson30tQ7d27utKGmcGHfof7aoHEjXc3NSMu9/rUvVjVx3glyM/DODWH7Dx/NyTlftgq/ZfOEE2TD/Xv2qq9iNufN4uDyS87xACxBBHaq6jxUBFVVBYfcNCgEPlhMu7fNcJgRERER0RMRl3o+mWg35IluoZDGvJWdew7E6+/Zv6YFipbF+vmXXbJ5YqS0JLFxRfuGW7/92a8/LJ1ZOG+5KXL/Vc+/xKVkcSAOBqfO9xQnF1fEBKbQuGXDjBmcwImH8ycWVsUXFqNDGusEbXrQxoWQUV39tTu/czC1Wx1nEkwLwBsM0pjbe+iwhSKriod3mJocFace0eBNnAOCJbGInMS7lX5jUqjBctw4M+0BJy5DjswthqLywXtJY91y64ZWVlVVGMxUfBhkWVhaFS+wrDlumJ0B4LycOLmgvjKVAPUaN0xPJ1UBDDCBCQTwyAKRUC73DHCwXAisaTbMTnOQERERERHDj06rnAsn22bGIT6bHzZ2410Hjg9kqMFi03bx1S+56Lxdm1CvSvCDoe45vPyNOx7ua8uZol69/KIzt034jsvBG0RStgzc+9DioFEFRLLL9bZNkx5Q1Qws9VK/MXUBORXIz3362Zsn29pfdpayFUfm++//2FUrA41JxEwsr8dVr9EkLkFUxAm63Xa7gmjjHVScQpypIMEUPmTDvkPH0OrArEDeuqHjDBAMFYdPLPmqq9mC5F1bZ2EQQVSFWCgKM5xYqlcGdQgBgKW0ZeOIAAL0mxStQNE2S5V33W63dG59QvKR7XtmliBumN2+g0fMl5Zz6bT0eXZ6kqOMiIiIiBh+dFoZWnC7ZsdEBKFyZfvgQm9YTcNC5eLFu6ae/5QNz7rozA4aS9mF0RMraVXHzHcD4phr3vaDz+7CgtaAwsyAJPj6TfcMLQjMI7d93rFxsnAKg0IOHD050BDVh6osMXjZpdt/4IoLt0yXVq+I+BzGPvK566+67q4khWaJ9VBTVNX+sIZzIoLgk6ovfOG9aoJmgzQpOZhYBlyWcv98vefAUV9UTpPX+ozNoy0HM1sdyqGFfpQy5xxy7/wzNiaF806cs5wdkBUHji8MNIhIcBYk7do80wJEta5dk+HKdqrrwvvCiQBJLQNqZjCDQaQ2v9DoDffsH+bSqWHYm+6WmyY7HGVERERExPCj00kRWh67Now6GACz7EKrSVIUaDcn3v7G72tle8Ezz3VWwzSZDKNkC0j1iPXe8NLnvvBpZ7asgQASDME7qRXX3Xpv41riC6ShxMEZ2zYHwDkXFQ8eOFKjslD50od66alnbPnpH3rOBZs7E2UNy73G2hvP/NP3XX1sqA2Cd6VZBnK3Ki0lJ6IxiwuLy721oTZW1OqbqIX3OcWsvtZyyYrPfO226Ko8HMBi0OGurZuQDHD75lb6WjTw5iTk3lnbxkuBwZz3XoCcVdzeYyejazUxQhAknbl9czCroJ1Kgg/a5LLsNlnml1fnVoZwlcKfeorQmN2JgfXFfeordyc3UvjCa71jdrwbwLNdiIiIiIjhR6eVD85sy0xLoDCTWHsvPriO1FvH7PLzt6Judm5tlYWDCAQOKppKG24ZcT/xphd1BBoHkGBSqHgxDBp858BRldIgTlNA3LpxVMxEkNUOzS1mV8EXomkkpK1jYbYV/uPPvHHU15VPoWofXRwe6/kv3njfaozZeRfEi3ZLqUSdJgd4X6Yse/cdMVehaJWFy7HJahZaw1AOPD5/3Z1Nlla3hdQUots2TLusInJ47mSUIpoE51xudm+eDQInzsycc4AZ5NCxFfUlBIpUemyeHisslmJj7bIUIOUmQ1155NiJ0GklcQaBwImK2FCdtMLff/yW+w/O18k5cS1nW2YmSmYfERERETH86DSTwjRvmppAThDnECXVLkcMFl7+3IsmqzTelqrA7IYZcwJALHtrqtx74WXnbx9HyKksvCIkKbKIwBaXev1o6rzl5MW2bdnUcklMzSDenVgYqCuzOUvNzGhrQyuNuN5FO/CiZz9F4ormJnQnBsXoBz77rVpCci5bFqSWz2fv2iEpBu+bOpkUN95+XxIZJBPAi4aiWotYibj6m/sfOrbsy1bs94NotyrGR1xwljUfn19KUmR1BnhJG2YmnUBEUoapwUwcDs/1EVoI3kzHx0baJUqnXptN05NOE5yEshPVf/2m+0JAk1XhDGZmgEZxt95//P2f/ALa01lamlVjs3nDlBfe4kdEREREDD86raIZYDu3bA0WnZgHNEWvgy2j8sZXvqAtQ+Q+DLMbJkxsfcav0HrMD9/y6udIjdIpICouy3rf2L59B105ohJM4SRf8dzLPMyJqqoX2X/kRHZegBQHZ+/cXEnTkTqt2b974/dtHA2Wm2JkbJjLuw8ufubae2uBijeLFfKPfP9LWmiQorjgypFPXHXtvQfm+yK1whXlakyLjX7sy/f+l3d/uG+lOm9p6J1t3jjbDrBce3EPH5jLIr4sTG2sXU6Pt00BQHMUp2oWDQeOnIjZpCjE7IytGwvAaRbY+WftLrSpvDOT7Ksvfu2mj1x1a19dA0STxtzQ3P1HFn/nj/5uiG7UQoqOGUrvdm6dcpo5zIiIiIjoiYj3+D2JfpbSJMj22ZHpuOjD1EqY9T5N6IO//jOvPXvDWAkb+GESO2Nnp3X/Qu03qA9FffLVz3/KORvHc4xShRyTt+RzElco/IGDixZbKAM0+GLt+c+7oF061MsIo2vJ33dgEA2uThNhsHPreBN9G3HDaN0aHfl3P/SCP3nPVb01B9das6k/+eANlz3zKWeOlWMa1flXPGvmv30w3z23sub9ahP6uumN7/zg61/xjKeeMdlttR44vPjBz96z/+h80nYSJAzRKZqm3rljY0BTlGaqBw8dV99A1kqHXRtn2qU0CQWs7aLZYFC1F1T2HDgpbtwkVWrnb+m0EVW6vSZ3J/xlF+z4+i0HMTras/KAbfv1v7vuUzc+9MMvvnhmcmy1bm67b+6D19yzstgpi45HiIbs28tradeOXW3rA2McaURERETE8KPTxkydK1slpkY6C4MefDvb8MKzd1z5nAuqDFVRh1JkemwkeGmG/VBqHC689IU/WHnUjQJeREQEYgZkw6G5XpQyigOk3W7NzrSAjFANzB2cx/xag2rUmpig0xsnQtHOMQLegJe98MK//cjHh7V3QZK6Qwsnf/+vPvDH73hjKWreFx7PuOSie79wRyhDrQI/enRt5S/+21Ud6XVHxg+djOXoZhRjUMC7nCOKytXN9OwoQmEpDuH3H1tEMaUQKDbNzASIE4jBO1FINllYsZgyvCukyv3VrRtmCpEcc6vy0eNZT9/5rdsfWMstdV0tq5zLa+8+dO+9Dwo0uXI1uqEfb5VtE59UnAjgpChmNszAhhxmRERERPRExKWeTyZexAmwYXoi5LrCoEyrr7zi0hEga4JL6z/vzVPjurbSKjN6c+fvnHzqedtErdsunZkIAIEEEzGPA8dOaNmCEyBOj7XHu1CTJK0B/N17DjfwcD6UIcOmpqcbiPl2RlDD1Gh42ZXPzPWKF/W+tKL9xeu/de0dD/R8y8x6vfjSlzyjLOEsipkqzHWin8jd3cf63dbk9uhCozmaZjgpR9GzUBRbNnVryKr6NYSjy31VcWbO8tbZ2WDwgBMxOEFpCCfmTpiqqJVaeCs2TkzCLDh4ZGf18y7duXv7iBOU7Q6Ss3I8l1MLOrrsJhd1NJYTZVVoalKsvTfNQ7N6bLQ7Nh6yFBxkRERERMTwo9NJzMOcGbZvmRl1/U46ed5seMWzL2gDAVFcDnA54pxt20ZdLAZHN7RW3/rqyydKK515ZNPofcgm5kKCaxQPHz6AYEF7lS1fsHWiLQAsGiLcl669wbmMuOrymov9nTu2RRVxpQAFMGb6tld+3/mzm6uB+GFVhU0mG//iPVcvxlIcJto4d9v0j7zi8mJ4om0Dr01q1MrJxWZCW1ubpMH6lfSe99yLXV4LGiXHTu6du2NDNkuhtffYUjRBGhbaa+eV87dPV0Aw8yJQMSs1F4cPHfIYtl1t/cWRYDu3blGNyA3ysC39C7aN/sef/tEdUwFrJyQPHUTRjuXs0I/nYsRcUQ7nr7j8wplRp71jY+Wgo8vPvOCMdgGI5zAjIiIiIoYfnU45ppyz99i2cbTIS2M2/5ZXPWNDSyVGJylbDCKlYdemqY6utNPxS8+dftXzn9rSaJrEzInXbCmpATHr4lpveeloK59spyOjwwNP3VaNqlYWvaCpmwfvvmXMr43piVbvwI6RdPbmbiXmLXptuhbHczpnonr3b7/93PHOyLAf+sNKw8MPHrrmyzdXVk/4OCHDX3jzla+6fMeMmx/V5VYwi0kMPg7H8sJLnzL7oT/5yZdd5Dr9faOrD20rl8aHB8+aGSksVg5HDh2odK2jJ8fj8bE4d/amqWAIgJhBxMyLyvzxk6X0u24u1A+Nl4vbt4x5qGUT84VJR/F9T938x7/0uqdMDifT0dFmocp9iYMQ+524PCvLv/y2l7z+BVsWH755S7vX6e2dyoevvHj7KICcOMyIiIiI6IlIzHhC/ZMl/Jqh+XIpyh17j+0/PtcMmxc968LN7WK0Qow9KYO3VtSwmPHZ62/LhX/a7s3nbp5q57oMrUffCBimJEWxVsd+Ez994x2Doh3gJ4JdsnXyoh0zkgYJxUIsrvrmPQsG74uxQrqSX/bcp49IDJZgCsvWLKgfr6uJa249tG9+TYJvhv3JMk+03asv3+69mJQD6yxkf+dDx75+20NfueXooZODzujUtonyx158xiuetbsM7u4H9z58bF41lM7JcPUHX/yMwobm/f2HV2546HjjilEvbrX36mdfODs2AjETFbOsvpdx0wP77j+50NOmNBsruq94zvlTbq2lEzBBaBQhqu/ndHxl+NEv33XjvXP75/u1uZ0bRp5y5sQrr3jKBTvG9+4/vvfAgZyRs3a8e/r5u8/YMO6b1aIzyZFGRERERAw/IiIiIiIi+teFSz2JiIiIiIgYfkRERERERMTwIyIiIiIiIoYfERERERERMfyIiIiIiIiI4UdEREREREQMPyIiIiIiImL4ERERERERMfyIiIiIiIiI4UdEREREREQMPyIiIiIiImL4EREREREREcOPiIiIiIiIGH5ERERERETE8CMiIqL/g737ja2yvBs4fp32tKV15Z8D4yqjG/GQIgvits4GRyYIbpr9MdiBQ10gQxc22IgZZc6C0RTJ3MD4B5K5yRZfuIgMGRMSYiTLAEUpKRLQdXMyxGaGDanFFVbOuZ8Xd54zMkopPtlj75vP59XVc+7rvPjRF3xzXz03AMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMLPCAAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAAJAyWSNIkFGjRvV9wYoVK2bPnt33Na+++up111137NixfD5fXV29c+fOcePGmS0AAAg/BoTDhw/3fUFnZ2cf7xYKhZkzZz7zzDOnX3/FFVcsX778hz/8ofECAEBaOeqZKhUVFX28+5Of/CSuvkwmc8kll1RXV8evNzc3//a3vzU9AABIq0wURaaQFM3NzWe+2NraumXLlhDChAkT2tra+tg+cuTII0eOhBDuvvvulpaWnp6e8vLy+K3Kysp//vOfJgwAAKnkqGeS3H///We+2NjYGC/mzJnTx958Ph9XX/HKsrKyp5566pZbbgkhdHd3v/322zU1NYYMAADCj4GlpaVl/fr1cf59+9vf7uPK0tLSo0eP7tmzZ9++fZ/4xCfiF4t/NHjJJZdUVVWZJwAApJKjngm2du3auXPnhhBGjx598ODB89obRdHevXsnTpwY/7hs2bJ7773XSAEAQPgxgBQKhSFDhhw/fjyEsGfPnmLC9UdnZ+fQoUOLP44bN27//v1GCgAAaeVbPZPqiSeeiKtv8uTJ51V9IYSOjo7iurS09NZbbzVPAAAQfgw48Td5hhBmzJhxvnvffffdhQsXzps3L4SQz+fvvvvu0aNHnzhxwlQBACCVHPVMqvLy8p6enhDCiy++ePXVV3+wD9m2bdu0adPy+XwIYcWKFU1NTQYLAADCjwHh+eefnzZtWgihqqrq3XffLT6O7wO48847f/azn8XrEydO9P0IeAAAIIkc9UykJUuWxIumpqb+V18URSdOnPiPB7WPHz++uD516pTZAgCA8OPDd/LkydbW1ng9ZcqUfu5avXp1SUlJZWVldXX16YH38ssv//u3ocTvAwAApJCjnsnzwgsvTJ06NYQwfPjwf/zjH71e89xzz+3evTteL1u2LITw3nvvffSjH43/LLClpWXRokU9PT0//elPH3zwwe7u7hBCQ0PD9u3b4/ZraWmJ4zDeCwAACD/+X91xxx2PP/54CKG+vn7Xrl29XjN//vw1a9bE60KhkMlkQgiLFi166KGHer0+l8u1tbVVVlbGP1ZVVcU16NcDAABSwNG+5NmwYUO8qK2tPa+Ns2bN6vX1bDa7ffv2YvUBAAApkzWCxLn99tvjRUNDw9mumTp1ajHk4tt9IYTPfe5zf/nLX5599tmdO3du3LixvLz8xhtvvPzyy7/xjW+MGDHi9O0LFy6MD4UCAAAp4KgnAABAyjnqCQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPyMAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAHDByBpBgnz961/v+4Lbbrvty1/+cj8/7e9///uIESNCCGVlZV1dXRUVFSYMAADCjw/ZunXr+r7gC1/4Qv8/7amnnjJSAAC4EDjqmSqlpaX9vLKjo2PlypUmBgAAF4JMFEWmkBS9HvV88803d+/eHUIYM2bMn//85/58ThRFl112WUdHR/yjo54AAJBujnomydNPP33mi7NmzYrD78477+zn52zdurVYfQAAQOo56plghULh5z//efyHf1dfffV3v/vd/uw6depUc3NzCKGmpsYMAQBA+DGgbdy4cd68eYVCYcSIES+++GJlZWV/ds2bN++VV14JIcydO9cMAQBA+DFw5fP5b33rW/F6+fLl/dy1bdu2X/7ylyGE+vr666+/3hgBAED4MXBt2rTp6NGjIYQJEyb0897d3r17p0yZEkKora3dvHmzGQIAgPBjQPvNb34TL2677baSkn79O65atSpeLFmy5OKLLzZDAAAQfgxoGzZsiBef+tSn+nP9kSNHfvWrX4UQSkpKGhsbDRAAAC4cHueQSC+//PLx48dDCBUVFZMnT+7Plk9/+tPx4sYbb1y9enUI4dChQ/ErhULhgQceyGazU6dObWhoMF4AAEgZD3BPpIaGhpdeeimuuN/97nfnvD6Kov4cB/3xj3/8gx/8wHgBACBlHPVMpLj6QggLFiwwDQAAoG+OeibP66+/Hi8GDx587bXX9nrN1q1b29ra4vXixYszmUz80PbTvfXWW/GjHUpLSxcvXpzNZovnPFetWtXT0xPvNXAAAEg6Rz2TZ8GCBY8++mgIoa6u7sCBA71eM3/+/DVr1sTrQqGQyWTOvGbHjh3XXHNNCKGsrKyrq6uioqL4VlVVVXd3dwjBrwcAAKSAo57J88orr8SLYcOGmQYAACD8UmjXrl3xYvz48aYBAACck6OeAAAAKeeOHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADRDRHDwAAIABJREFUAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/IwAAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAXBCyRpAUtTcsNQQAAAaOg5vvM4SkcMcPAABA+AEAAJBkmSiKTAEAACDF3PEDAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAD4L8kaQVK0t7cbAgAAA0culzOEpHDHDwAAIOUyURSZAgAAQIq54wcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAAPBfkjWCpGhvbzcEAAAGjlwuZwhJkYmiyBQAAABSzFFPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAMAHkTWCpGhvbzcEAAAGjlwuZwhJkYmiyBQAAABSzFFPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAMAHkTWCpGhvbzcEAAAGjlwuZwhJkYmiyBQAAABSzFFPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAMAHkTWCpGhvbzcEAAAGjlwuZwhJkYmiyBQAAABSzFFPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAACA/5KsESRFe3u7IQAAMHDkcjlDSAp3/AAAAFIuE0WRKQAAAKSYO34AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAi/xMucy+rVq/v+hKamprPtvfXWW00YAACEH4n361//2hAAAED4kdh/y5KSyy67rI8LCoXCoUOHDAoAAC40WSNIkF6z7aGHHlq5cmUI4Utf+tJXvvKVPrYfP368uN66detFF110+rsjR440YQAAEH58yEaNGnXmi1u2bIkXM2fO7Hv7wYMH40VFRcW0adPMEwAALhCOeibbpk2bXnvttRDCsGHDZs+e3c/wu/TSS40OAAAuHO74Jdhjjz22ePHiEMLYsWPXr19fUnKOjH/jjTfiRRRFS5cufemll4YMGZLL5T7/+c9/8YtfNE8AAEirTBRFppBEXV1dQ4cOLRQKIYS33nqr7691id1zzz0tLS29/BJkMqtWrfre975nqgAAkEqOeibVxo0b4+qrra3tT/WFEP71r3/1+noURd///vf37t1rqgAAIPwYQPbv3x8vbrrppn5u2blzZ7wYP378m2+++c4771xxxRXFd6+77jq3fwEAIJUc9UykfD7/8Y9/vKOjI4Swbt26m2++uT+7Dhw40NraeuzYsZkzZxYf3rBy5cq77rqreEFdXZ3xAgCA8OPD9+qrr06YMCFev//++1VVVR/4o44cOVKMwKeffrqxsdF4AQAgZRz1TKTVq1fHi/Hjx/9fqi+EUF5eXlyfOHHCbAEAQPgxIGzbti1enPPZff/hvffe+9Of/nS2d6urq80WAADSx3P8kuedd95pb28PIWSz2bOFX1dXVz6fj9dDhw4NIeTz+aqqqviLPTds2PC1r30tfvfRRx8t7vrsZz8bLzo7O+MzwPFeAAAg0dzxS55nnnkmXlx66aWjRo3q9ZqmpqZh/ytOuNLS0nHjxsXvfuc732lra+vq6po1a9Y999wTvzhnzpyampriJ8d7TRsAAFLAHb/k2bdvX7z42Mc+dl4bb7rppra2thBCR0fHxIkTBw0adPof9RX/bhAAAEgZd/ySZ926dfHik5/85HltXLBgwek/Fqsvm82+/vrrgwYNMlsAAEgld/ySZ968efGivr7+bNdMnz598ODB8TqTycSLYcOGdXd3P/nkk7///e9feOGFrq6uSZMmXXXVVV/96lfHjh17+va77rqrp6fHqAEAIB08xw8AACDlHPUEAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAISfEQAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAUiBrBAkyatSovi9YsWLF7Nmzz/k5Dz/88H333Xfs2LFsNnvRRRdt3769rq7OeAEAQPjx4Tt8+HDfF3R2dvZ9QRRFDzzwwI9+9KP4x3w+f/LkyWnTpr3xxhsVFRUmDAAAqeSoZ6r0HW9Hjhypq6uLqy+TyYwYMSK+/u233x4zZsyhQ4cMEAAAUikTRZEpJEVzc/OZL7a2tm7ZsiWEMGHChLa2tj62L1++vHiv7/DhwzU1NceOHaurq/vb3/4WQhg2bNjRo0cNGQAA0sdRzyS5//77z3yxsbExXsyZM6fv7QcOHIgXt9xyS01NTQhh6NChc+fOXb58eQjhIx/5SD6fLy0tNWcAAEgZd/ySraWlpbm5OYqixsbGJ598so+jnlEUlZWV5fP5EMLKlSsXLVoUv57P5/P5fHl5uWECAIDwY8BZu3bt3LlzQwijR48+ePBg3xf39PQU627z5s1Hjx595JFHLr744kmTJi1ZsqSkxF97AgCA8GOAKRQKQ4YMOX78eAhhz549EydO7Pv6rq6uwYMHx+sZM2asX7+++NakSZO2b99upAAAkFbu8yTVE088EVff5MmTz1l9IYS//vWvxfWzzz5bWlpaX18f/7hjx44rr7zyj3/8o6kCAIDwYwCJv8kzhDBjxozz3Xv55Ze///77u3btiqIofij83r17x40b5/YvAAAIPwaQTZs2xYvijbv+u/nmm4tfA/PYY4/Fi0KhEN9CBAAAhB8fvueff76npyeEUFVVddVVV/Vny5gxY4rr4cOHF9fXXnttcf3aa6+ZLQAACD8GhCVLlsSLpqamfj6JYdCgQb2+ns3++1mOHuoAAADCjwHh5MmTra2t8XrKlCn93JXJZEaOHBmvOzs7T/+0XiMQAABIDf/RT54dO3bEi+HDh19zzTW9XvPcc8/t3r07Xi9btixefPOb33zwwQdDCL/4xS8+85nPTJ8+ff/+/UuXLo3fra6uHjt2bLxuaWk5derU6XsBAIDk8hy/5Lnjjjsef/zxEEJ9ff2uXbt6vWb+/Plr1qyJ14VCIZPJhBDa2trO9uCHsrKyffv2FcOvqqqqu7s7hODXAwAAUsBRz+TZsGFDvKitrT2vjVdeeeXZ7uCtXbu2WH0AAEDKOOqZPLfffnu8aGhoONs1U6dOraysjNfx7b7YvffeO2fOnIcffvgPf/hDa2trLpebPn36DTfccP3115++feHChfG3hgIAACngqCcAAEDKOeoJAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/IwAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AP6nvfsJjTKx4zj8nXQ0xmijoFQQEQtaFHWlYlulqDW1uiG4RoR66MFeBAX/bGqpBzEEEbYnEZFYPPRS0MJGEGpX0mKV9NCGICqKNKgtSqUligrWZE0m08PLBqlFZA9tRp4HAr95Z+Y9/JLLh3nnDQAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8atGrV6/a29ubmppKpVKpVFqwYMH9+/e/xHkWL15cnOHx48e2CgAA77FStVq1hRpy586dJUuWvHl89+7dp06dKpVK73ieu3fvLly4sJgHBwdnzZpltwAA8L7yiV8tqVarO3fuLObGxsa1a9eOR2BXV9fx48ff8Tw9PT3Lly+3TwAAEH5MOPfu3evr6yvm7u7uq1ev3r59u729vThy7ty5dzlJd3d3S0vL0NCQfQIAgPBjwrly5Uox1NfXb9q0qZibm5uLYXBw8O1vf/jw4bJly7Zv316pVCwTAACEHxPRypUri+H17/KNjIwUQ1NT09vffubMmVu3biWZO3fuwYMH7RMAAIQfE86KFSuKuhseHj5x4kSlUqlUKqdPny6ebWtre5eTzJs3r7+/f+/evfYJAADCjwmnVCrt37+/mA8cOFAul8vl8qVLl4ojGzZsePvbZ8+efePGjQcPHsyZM8cyAQBA+DFB7dq1680bcjY0NHR0dKxevfrt7927d6+beQIAgPBjomttbb1582aSKVOmtLW1rVq1KsnQ0FBnZ2dnZ6f9AAAAwq+2PXr06Pr168V8+fLl8+fP9/X1HThwoDjS1dVlRQAAgPCrbevWrSuGjRs3jl/YefTo0fr6+iRPnjzp6emxJQAAQPjVsLt37xbDtm3bxg9OmzatCL8kFy5csCUAAED41bCGhoZiGBgYGD84Njb28uXLYnbvFgAA4E1lK6ghLS0t3d3dSU6ePLlly5b169cn6erqGh0dTTJ58uTW1tbilRcvXuzv7y/mI0eOvP4P39/FsWPHinN2dHRYOwAA1LpStVq1hVoxNjbW2Ng4PDxcPJwxY8bw8PD4wx07dpw9e7aY9+zZM36vl0qlUlf3nx/tPnjwYP78+cU8ODg4a9as15+dOnXq0NBQEn8eAADwHnCpZ039turqDh06NP7w2bNn49WXpK2tzYoAAIA3udSzxhw+fHjp0qXXrl3r7e3t7e1Nsnnz5jVr1mzdunXZsmXjL2tubh7/QuB/vc5z+vTp7e3txTz+ynH79u0bGRmxbQAAeD+41BMAAOA951JPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4WQEAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAA/wtlK6gVAwMDlgAAwMSxaNEiS6gVpWq1agsAAADvMZd6AgAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCzwoAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAvpySFQAAAP8v5dG64cax8uebP8qlC0nWJ1eS5FDyyeuv++LxJxt+9NfLv/pF0vr97/zm93/KBz/9SXNPXn6zWrn2Yuq6r5avpvqD53Xlxue/rZu6sjJp+pVSdfWLTBt9+bsnjSvnTZr+97/d+fTTnmRa8mJa8mJm8jRJPk6OJ8nuxnT9K8lfZuYbT5N0fi0d/0zy4bx89jDJ86+n6X6S7y3OH+4kufBBPrqRpPStVPuSfPzdHP9jkpkb8vRykh9vzi8vJZmT/OOLnySpVqsplUoQRFssAAAASElEQVQpJdUk6Sylo5qkLhlLkj+X8u1qkq8klSRpqMvQWJJyMpokH9bls7Ekk5KRJPl5XX42lmRy8ipJfl2XH44lqU8+T5J/AxsJj4lG0PqBAAAAAElFTkSuQmCC"/><div class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">47<span class="ff5 fs6 ls0"> </span></div><div class="t m0 x1c h14 y91 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">15 <span class="_ _15"> </span><span class="ff6">tys<span class="_ _1"></span>. <span class="_ _f"> </span>zł <span class="_ _15"> </span>z<span class="_ _1"></span> <span class="_ _f"> </span>tytułu <span class="_ _15"> </span>ś<span class="_ _1"></span>wiadczenia <span class="_ _f"> </span>usług<span class="_ _1"></span> <span class="_ _15"> </span>p<span class="_ _1"></span>olegającyc<span class="_ _1"></span>h <span class="_ _15"> </span>na <span class="_ _f"> </span>przegl<span class="_ _1"></span>ądzie <span class="_ _f"> </span>skonsolidowanego<span class="_ _b"></span></span> </span></span></div><div class="t m0 xf h14 yc4 ff1 fsa fc0 sc0 ls0 ws0">sprawozdania finansow<span class="_ _1"></span>ego za 202<span class="_ _1"></span>4 <span class="lsc">r.<span class="ls6">, </span></span> </div><div class="t m0 x1c h14 yec ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">7 <span class="ff6">tys. zł z tytułu ś<span class="_ _1"></span>wiadczenia usług at<span class="_ _1"></span>estacyjn<span class="_ _1"></span>ych innych niż <span class="_ _1"></span>przegląd lub badan<span class="_ _1"></span>ie.</span> </span></span></div><div class="t m0 x9f h14 y5e0 ff6 fsa fc0 sc0 ls0 ws0">Powyższe kwoty są k<span class="_ _1"></span>wotami netto.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x12 h15 y5e1 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Zagadnienia dotyczące ś<span class="_ _1"></span>rodowiska naturalnego</span> </div><div class="t m0 x9f h1f y5e2 ff6 fsa fc0 sc0 ls0 ws0">Grupa <span class="_ _11"> </span>Kapitałowa, <span class="_ _13"> </span>w<span class="_ _1"></span> <span class="_ _13"> </span>z<span class="_ _1"></span>wiązku <span class="_ _11"> </span>z <span class="_ _13"> </span>prowadzoną <span class="_ _11"> </span>działalnoś<span class="_ _1"></span>cią <span class="_ _13"> </span>operac<span class="_ _1"></span>yjną, <span class="_ _13"> </span>j<span class="_ _1"></span>est <span class="_ _13"> </span>co <span class="_ _11"> </span>prawda <span class="_ _11"> </span>obowiązana<span class="_ _1"></span> </div><div class="t m0 x9f h14 y5e3 ff6 fsa fc0 sc0 ls0 ws0">uwzględnić <span class="_ _10"> </span>wymogi <span class="_ _10"> </span>ochro<span class="_ _1"></span>ny <span class="_ _11"> </span>środow<span class="_ _1"></span>iska <span class="_ _10"> </span><span class="ff1">na <span class="_ _10"> </span>obszarze <span class="_ _10"> </span>prowadzenia<span class="_ _1"></span> <span class="_ _11"> </span>prac, <span class="_ _10"> </span>w<span class="_ _1"></span> <span class="_ _11"> </span>ty<span class="_ _1"></span>m <span class="_ _11"> </span>przed<span class="_ _1"></span>e <span class="_ _11"> </span>ws<span class="_ _1"></span>zystkim </span></div><div class="t m0 x9f h14 y5e4 ff6 fsa fc0 sc0 ls0 ws0">ochronę gleby, <span class="_ _0"></span>zieleni, natu<span class="_ _1"></span>ralnego ukształtowania terenu i<span class="ff1"> <span class="_ _0"></span><span class="ff6">stosunków wodnyc<span class="_ _1"></span>h, <span class="_ _0"></span>jednak dotychczas nie </span></span></div><div class="t m0 x9f h14 y5e5 ff6 fsa fc0 sc0 ls0 ws0">wystąpiły <span class="_ _1c"> </span>oko<span class="_ _1"></span>liczności <span class="_ _1b"> </span>sku<span class="_ _1"></span>tkujące <span class="_ _1b"> </span>pojawieniem <span class="_ _1b"> </span>się <span class="_ _1b"> </span>po <span class="_ _1c"> </span>stronie <span class="_ _1a"> </span><span class="ff1">Grupy <span class="_ _1b"> </span></span>istotny<span class="_ _1"></span>ch <span class="_ _1c"> </span>z<span class="_ _1"></span>obowiązań<span class="ff1"> <span class="_ _1b"> </span>oraz </span></div><div class="t m0 x9f h14 y5e6 ff1 fsa fc0 sc0 ls0 ws0">odszkodo<span class="ff6">wań zwi<span class="_ _1"></span>ązanych z o<span class="_ _1"></span>chroną środowisk<span class="_ _1"></span>a naturalnego.<span class="_ _1"></span></span> </div><div class="t m0 x12 h15 y5e7 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span>Informacja<span class="_ _1"></span> o zatrudnieniu </div><div class="t m0 x9f h14 y5e8 ff1 fsa fc0 sc0 ls0 ws0">Informacja <span class="_ _4"></span>o <span class="_ _0"></span>stanie <span class="_ _4"></span>zatrudn<span class="_ _1"></span>ienia <span class="_ _4"></span>w <span class="_ _0"></span><span class="ff6">Grupie <span class="_ _0"></span>Kapitałowej <span class="_ _0"></span><span class="ff1">w<span class="ff6">g <span class="_ _4"></span>stanu <span class="_ _0"></span>na <span class="_ _4"></span>dzień <span class="_ _4"></span>3<span class="_ _1"></span>1 <span class="_ _4"></span>grudn<span class="_ _1"></span>ia <span class="_ _4"></span>20<span class="_ _1"></span><span class="ff1">24 r. <span class="_ _4"></span>prz<span class="_ _1"></span>edstawia </span></span></span></span></div><div class="t m0 x9f h14 y5e9 ff6 fsa fc0 sc0 ls0 ws0">tabela poniżej.<span class="ff1"> <span class="_ _1"></span> </span></div><div class="t m0 x9f h14 y5ea ff1 fsa fc0 sc0 ls0 ws0">Tabela: Zatrudnienie w <span class="_ _1"></span><span class="ff6">Grupie <span class="_ _1"></span>Kapitałowej </span>na<span class="_ _1"></span> dzie<span class="ff6">ń 31<span class="_ _1"></span>.12.202</span>4 <span class="lsc">r.</span> </div></div><div class="c x9f yd1 w60 h25"><div class="t m0 x3b h14 y5eb ff1 fsa fc0 sc0 ls0 ws0"> </div></div><div class="c xa3 yd1 w61 h25"><div class="t m0 x45 h13 y5eb ff2 fsa fc0 sc0 ls0 ws0">Grupa K<span class="ff3">apitałow<span class="_ _1"></span>a</span> </div></div><div class="c xa4 yd1 w61 h25"><div class="t m0 xa5 h13 y5eb ff2 fsa fc0 sc0 ls0 ws0">WIKANA S.A.<span class="_ _1"></span> </div></div><div class="c x9f y5ec w60 h25"><div class="t m0 x3b h14 y1cb ff6 fsa fc0 sc0 ls0 ws0">Umowa o pracę <span class="_ _1"></span><span class="ff1"> </span></div></div><div class="c xa3 y5ec w61 h25"><div class="t m0 x42 h14 y1cb ff1 fsa fc0 sc0 ls5 ws0">37<span class="ls0"> </span></div></div><div class="c xa4 y5ec w61 h25"><div class="t m0 x1b h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">9 </div></div><div class="c x9f y5ed w60 h25"><div class="t m0 x3b h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">Umowa zlecenia<span class="_ _1"></span> </div></div><div class="c xa3 y5ed w61 h25"><div class="t m0 x1b h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">5 </div></div><div class="c xa4 y5ed w61 h25"><div class="t m0 x1b h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x9f y5ee w60 h25"><div class="t m0 x3b h14 y1cb ff6 fsa fc0 sc0 ls0 ws0">Umowa o dzieło<span class="_ _1"></span><span class="ff1"> </span></div></div><div class="c xa3 y5ee w61 h25"><div class="t m0 x1d h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">- </div></div><div class="c xa4 y5ee w61 h25"><div class="t m0 x1d h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">- </div></div><div class="c x9f y280 w60 h27"><div class="t m0 x3b h14 y1cb ff6 fsa fc0 sc0 ls0 ws0">Pracownicy umysłow<span class="_ _1"></span>i<span class="ff1"> </span></div></div><div class="c xa3 y280 w61 h27"><div class="t m0 x42 h14 y1cb ff1 fsa fc0 sc0 ls5 ws0">27<span class="ls0"> </span></div></div><div class="c xa4 y280 w61 h27"><div class="t m0 x1b h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">9 </div></div><div class="c x9f y5ef w60 h25"><div class="t m0 x3b h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">Pracownicy fizycz<span class="_ _1"></span>ni </div></div><div class="c xa3 y5ef w61 h25"><div class="t m0 x42 h14 y1cb ff1 fsa fc0 sc0 ls5 ws0">10<span class="ls0"> </span></div></div><div class="c xa4 y5ef w61 h25"><div class="t m0 x1d h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">- </div></div><div class="c x9f y5f0 w60 h25"><div class="t m0 x3b h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xa3 y5f0 w61 h25"><div class="t m0 x42 h14 y1cb ff1 fsa fc0 sc0 ls5 ws0">20<span class="ls0"> </span></div></div><div class="c xa4 y5f0 w61 h25"><div class="t m0 x1b h14 y1cb ff1 fsa fc0 sc0 ls0 ws0">8 </div></div><div class="c x9f y5f1 w60 h5d"><div class="t m0 x3b h14 y4bb ff6 fsa fc0 sc0 ls0 ws0">Mężczyźni<span class="ff1"> </span></div></div><div class="c xa3 y5f1 w61 h5d"><div class="t m0 x42 h14 y4bb ff1 fsa fc0 sc0 ls5 ws0">17<span class="ls0"> </span></div></div><div class="c xa4 y5f1 w61 h5d"><div class="t m0 x1b h14 y4bb ff1 fsa fc0 sc0 ls0 ws0">1 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x12 h15 y5f2 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Osią<span class="_ _1"></span>gnięcia w dziedzinie bad<span class="_ _0"></span>ań i rozwoju<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x9f h14 y286 ff1 fsa fc0 sc0 ls0 ws0">Z <span class="_ _10"> </span>uwagi <span class="_ _10"> </span><span class="ff6">na <span class="_ _10"> </span>charakter <span class="_ _10"> </span>dzi<span class="_ _1"></span>ałalności <span class="_ _10"> </span>co <span class="_ _10"> </span>do <span class="_ _10"> </span>zasady <span class="_ _10"> </span>ż<span class="_ _1"></span>adna <span class="_ _11"> </span>z<span class="_ _1"></span> <span class="_"> </span>jednostek <span class="_ _11"> </span>wc<span class="_ _1"></span>hodząc<span class="_ _1"></span>ych <span class="_ _10"> </span>w <span class="_ _10"> </span>skład <span class="_ _10"> </span>Grupy </span></div><div class="t m0 x9f h14 y5f3 ff6 fsa fc0 sc0 ls0 ws0">Kapitałowej nie prow<span class="_ _1"></span>adziła w ok<span class="_ _1"></span>resie sprawozdawcz<span class="_ _1"></span>ym<span class="ff1"> prac b<span class="_ _1"></span>adawczo</span>–<span class="ff1">r<span class="_ _1"></span>ozwojowyc<span class="_ _1"></span>h.  </span></div><div class="t m0 x12 h15 y5f4 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Wsparcie działań edukacyjnych i sportowych<span class="_ _1"></span></span> </div><div class="t m0 x9f h14 y5f5 ff1 fsa fc0 sc0 ls0 ws0">Nie dotyczy. </div><div class="t m0 x9f h3 y5f6 ff2 fs1 fc1 sc0 ls9 ws0">8.<span class="ls0"> <span class="_ _f"> </span><span class="ff3">Oświadcze<span class="_ _0"></span>nia Zarządu WIKANA<span class="_ _0"></span> S.A.<span class="ff2"> </span></span></span></div><div class="t m0 x12 h15 y5f7 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Oświ<span class="_ _1"></span>adczenie Zarządu WIKANA S.A. o rzetelności sprawozdań</span> </div><div class="t m0 x9f h14 y31e ff6 fsa fc0 sc0 ls0 ws0">Zarząd <span class="_ _14"></span>WIKANA <span class="_ _14"> </span>S.<span class="_ _1"></span>A. <span class="_ _14"></span>oświadcza, <span class="_ _14"> </span>ż<span class="_ _1"></span>e<span class="ff1"> <span class="_ _14"></span>wedl<span class="_ _1"></span>e <span class="_ _14"></span>jego <span class="_ _14"></span>najle<span class="_ _1"></span>pszej <span class="_ _14"></span>wiedzy, <span class="_ _13"></span>roczne <span class="_ _13"></span>sprawozdania <span class="_ _14"></span>finansowe<span class="_ _1"></span> </span></div><div class="t m0 x9f h14 y5f8 ff6 fsa fc0 sc0 ls0 ws0">odpowiednio <span class="_ _0"></span>Jednostki <span class="_ _0"></span>Dominującej<span class="_ _1"></span> <span class="_ _4"></span>oraz Grupy <span class="_ _0"></span>Kapitałowej <span class="_ _0"></span>WIKANA<span class="_ _1"></span><span class="ff1"> <span class="_ _4"></span>z<span class="_ _1"></span>a <span class="_ _4"></span>2<span class="_ _1"></span>024 <span class="_ _0"></span>rok <span class="_ _0"></span><span class="ff6">i <span class="_ _4"></span>dane<span class="_ _1"></span> <span class="_ _4"></span>poró<span class="_ _1"></span>wnywalne </span></span></div><div class="t m0 x9f h14 y320 ff6 fsa fc0 sc0 ls0 ws0">sporządzone <span class="_"> </span>zostały <span class="_ _10"> </span>zgod<span class="_ _1"></span>nie <span class="_ _10"> </span>z <span class="_"> </span>obowiązującymi <span class="_"> </span><span class="ff1">zasadam<span class="_ _1"></span>i <span class="_ _10"> </span>rac<span class="_ _1"></span>hun</span>kowośc<span class="_ _1"></span>i <span class="_ _10"> </span>ora<span class="_ _1"></span>z <span class="_"> </span>że<span class="ff1"> <span class="_ _10"> </span></span>odzwierciedlają<span class="_ _1"></span> </div><div class="t m0 x9f h14 y321 ff1 fsa fc0 sc0 ls0 ws0">w <span class="ff6">sposób prawdziwy, rzetelny i jasny sytuację majątkową i<span class="_ _0"></span> finansową oraz wynik <span class="_ _0"></span>finansowy <span class="_ _1"></span>Spó<span class="_ _1"></span>łki oraz </span></div><div class="t m0 x9f h14 y198 ff6 fsa fc0 sc0 ls0 ws0">Grupy Kapitałowej WI<span class="_ _1"></span>KANA.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9f h14 y5f9 ff6 fsa fc0 sc0 ls0 ws0">Zarząd <span class="_ _11"> </span>WIKANA <span class="_ _11"> </span>S.A. <span class="_ _11"> </span>oświadcza <span class="_ _11"> </span>ponadto, <span class="_ _11"> </span>że<span class="ff1"> <span class="_ _11"> </span></span>spraw<span class="_ _1"></span>ozdanie <span class="_ _11"> </span>Zarządu <span class="_ _11"> </span>z <span class="_ _11"> </span>działalności <span class="_ _10"> </span>Spółki <span class="_ _11"> </span>i<span class="ff1"> <span class="_ _11"> </span>Grupy </span></div><div class="t m0 x9f h14 y5fa ff6 fsa fc0 sc0 ls0 ws0">Kapitałowej <span class="_"> </span>W<span class="_ _1"></span>IKANA <span class="_"> </span>z<span class="_ _1"></span>awiera <span class="_ _2"> </span>prawdziwy <span class="_ _2"> </span>obraz <span class="_"> </span>rozwoj<span class="_ _1"></span>u <span class="_"> </span>i <span class="_"> </span>os<span class="_ _1"></span>iągnięć <span class="_ _2"> </span>oraz <span class="_"> </span>syt<span class="_ _1"></span>uacji <span class="_ _1c"> </span>Spółki <span class="_ _2"> </span>i <span class="_"> </span><span class="ff1">Gru<span class="_ _1"></span>py </span></div><div class="t m0 x9f h14 y5fb ff6 fsa fc0 sc0 ls0 ws0">Kapitałowej WIKANA, <span class="_ _1"></span>w tym opis po<span class="_ _1"></span>dstawowych <span class="_ _1"></span>zagr<span class="_ _1"></span>ożeń i ryzyk<span class="_ _1"></span>a.<span class="ff1"> </span></div></div></div><div class="pi"></div></div>
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class="c x0 y1 w2 h0"><div class="t m0 x11 hb y25 ff4 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y26 ff3 fs0 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _0"></span>z działalności <span class="_ _0"></span>za okres 01.01.202<span class="ff2">4-31.12.2024<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c xb y27 w3 hd"><div class="t m0 xc he y28 ff2 fs8 fc0 sc0 ls3 ws0">Wikana S.A.<span class="ls0"> </span></div></div><div class="c xb y29 w3 hf"><div class="t m0 xd h10 y2a ff1 fs8 fc0 sc0 ls4 ws0">20<span class="ls0">-</span>703 Lublin, ul. Cisowa<span class="ls0"> 1<span class="_ _1"></span>1  |  tel. 81 444 64 80  |  fax. 8<span class="_ _1"></span>1 444 64 62  |  info@wikan<span class="_ _1"></span>a.pl </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h11 y2b ff1 fs9 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h12 y2c ff1 fs9 fc0 sc0 lsf ws0">48<span class="ff5 fs6 ls0"> </span></div><div class="t m0 x12 h15 y118 ff2 fs6 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3">Informacja<span class="_ _1"></span> <span class="_ _16"> </span>Zarządu<span class="_ _0"></span> <span class="_ _16"> </span>Spółki <span class="_ _16"> </span>nt. <span class="_ _16"> </span>firmy <span class="_ _d"> </span>audytorskiej <span class="_ _16"> </span>przeprowadzającej </span></div><div class="t m0 xf h15 y119 ff2 fs6 fc0 sc0 ls0 ws0">badanie rocznych <span class="ff3">sprawozdań </span>finansowych </div><div class="t m0 x9f h14 y11a ff6 fsa fc0 sc0 ls0 ws0">Zarząd Spółki, <span class="ff1">n<span class="_ _1"></span>a podstawie<span class="_ _1"></span> </span>oświadczenia R<span class="_ _1"></span>ady Nadzorcz<span class="_ _1"></span>ej Spółki, <span class="ff1">n<span class="_ _1"></span>iniejszym <span class="_ _1"></span></span>informuje, że:<span class="ff1"> </span></div><div class="t m0 x1c h14 y5fc ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">dokonanie <span class="_ _2"> </span>wybor<span class="_ _1"></span>u <span class="_ _2"> </span>fir<span class="_ _1"></span>my <span class="_ _2"> </span>audytors<span class="_ _1"></span>kiej, <span class="_ _2"> </span>prz<span class="_ _1"></span>eprowadzaj<span class="_ _1"></span>ącej <span class="_ _2"> </span>badanie <span class="_ _1c"> </span>rocznego <span class="_ _1c"> </span>jednostkowe<span class="_ _1"></span>go </span></span></div><div class="t m0 xf h14 y5fd ff1 fsa fc0 sc0 ls0 ws0">sprawozdania <span class="_ _17"> </span>finanso<span class="_ _1"></span>wego <span class="_ _17"> </span>WIKANA <span class="_ _17"> </span>S.A.<span class="_ _1"></span> <span class="_ _17"> </span>i <span class="_ _17"> </span>rocznego <span class="_ _17"> </span>skonsolidowan<span class="_ _1"></span>ego <span class="_ _17"> </span>sprawozdan<span class="_ _1"></span>ia </div><div class="t m0 xf h14 y4ea ff6 fsa fc0 sc0 ls0 ws0">finansowego <span class="_ _b"></span>Grupy <span class="_ _b"></span>Kapitałowej <span class="_ _b"></span>WIKANA <span class="_ _b"></span>za <span class="_ _b"></span>rok <span class="_ _b"></span>obrotowy <span class="_ _b"></span>z<span class="_ _1"></span>akończ<span class="_ _1"></span>ony <span class="_ _b"></span>w <span class="_ _1"></span>d<span class="_ _1"></span>niu <span class="_ _b"></span>31 <span class="_ _b"></span>grudnia <span class="_ _b"></span>202<span class="ff1">4 </span></div><div class="t m0 xf h1f y61 ff6 fsa fc0 sc0 ls0 ws0">roku, <span class="_ _c"> </span>nastąpiło <span class="_ _28"> </span>z <span class="_ _c"> </span>poszanowaniem <span class="_ _28"> </span>przepisów <span class="_ _c"> </span>pra<span class="_ _1"></span>wa <span class="_ _28"> </span>powszechnie <span class="_ _c"> </span>obowiązująceg<span class="_ _1"></span>o </div><div class="t m0 xf h14 y5fe ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">wewnętrznych <span class="_ _1d"> </span>regulacji <span class="_ _1d"> </span>WIKANA <span class="_ _1d"> </span>S.A. <span class="_ _1d"> </span>(dalej <span class="_ _1d"> </span>też <span class="_ _1d"> </span>„Spółk<span class="_ _1"></span>a”)<span class="_ _1"></span>, <span class="_ _1a"> </span>w <span class="_ _1d"> </span>tym <span class="_ _1d"> </span>dotycząc<span class="_ _1"></span>ych <span class="_ _1d"> </span>wyboru </span></div><div class="t m0 xf h14 y5ff ff1 fsa fc0 sc0 ls0 ws0">i <span class="ff6">procedury <span class="_ _1a"> </span>wyboru <span class="_ _1a"> </span>firmy <span class="_ _1a"> </span>audytorskiej, <span class="_ _1a"> </span>obowiązują<span class="_ _1"></span>cych <span class="_ _1a"> </span>na <span class="_ _1a"> </span>dzień <span class="_ _1b"> </span>dok<span class="_ _1"></span>onania <span class="_ _1a"> </span>wybo<span class="_ _b"></span></span>ru <span class="_ _1b"> </span>firmy </div><div class="t m0 xf h14 y2e3 ff1 fsa fc0 sc0 ls0 ws0">audytorskiej w <span class="_ _1"></span>S<span class="ff6">półce;</span> </div><div class="t m0 x1c h14 y600 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">jako <span class="_ _15"> </span>firma <span class="_ _15"> </span>a<span class="_ _1"></span>udytorska <span class="_ _15"> </span>d<span class="_ _1"></span>o <span class="_ _15"> </span>badania <span class="_ _f"> </span>rocznego <span class="_ _15"> </span>jed<span class="_ _1"></span>nostkowego <span class="_ _15"> </span>sprawoz<span class="_ _1"></span>dania <span class="_ _f"> </span>finansowego </span></span></div><div class="t m0 xf h14 y601 ff1 fsa fc0 sc0 ls0 ws0">WIKANA S.A. <span class="_ _1c"> </span>i <span class="_ _2"> </span>rocz<span class="_ _1"></span>nego <span class="_ _1c"> </span>skonsolidowa<span class="_ _1"></span>nego <span class="_ _2"> </span>spraw<span class="_ _1"></span>ozdania <span class="_ _1c"> </span>finansow<span class="_ _1"></span><span class="ff6">ego <span class="_ _1c"> </span>Grupy <span class="_ _1c"> </span>Kapitałowej </span></div><div class="t m0 xf h14 y602 ff1 fsa fc0 sc0 ls0 ws0">WIKANA <span class="_ _13"> </span>za rok <span class="_ _11"> </span>obrotowy <span class="_ _13"> </span><span class="ff6">zakończ<span class="_ _1"></span>ony <span class="_ _13"> </span>w <span class="_ _13"> </span>dniu <span class="_ _13"> </span>31 <span class="_ _13"> </span>gru<span class="_ _1"></span>dnia <span class="_ _13"> </span>202<span class="_ _1"></span></span>4 <span class="_ _13"> </span><span class="ff6">roku <span class="_ _13"> </span>zos<span class="_ _1"></span>tała <span class="_ _13"> </span>wybrana <span class="_ _13"> </span>w <span class="_ _13"> </span>dniu </span></div><div class="t m0 xf h14 y603 ff1 fsa fc0 sc0 ls5 ws0">16<span class="ls0"> czerwca <span class="_ _1"></span>20<span class="_ _1"></span>23 <span class="ff6">r. <span class="_ _1"></span>przez<span class="_ _1"></span> <span class="_ _1"></span>Radę <span class="_ _1"></span>N<span class="_ _1"></span>adzorczą, <span class="_ _b"></span>działającą <span class="_ _1"></span>na <span class="_ _b"></span>podstawie <span class="_ _1"></span></span>n<span class="_ _1"></span>a <span class="_ _1"></span>podstawie<span class="_ _1"></span> <span class="_ _1"></span>art. <span class="_ _b"></span>66 ust. <span class="_ _b"></span>4 </span></div><div class="t m0 xf h14 y604 ff1 fsa fc0 sc0 ls0 ws0">ustawy <span class="_ _b"></span>z <span class="_ _b"></span>dnia <span class="_ _b"></span>29 <span class="_ _b"></span><span class="ff6">września <span class="_ _b"></span>1994 <span class="_ _b"></span>r. <span class="_ _b"></span>o <span class="_ _b"></span>rachunkowoś<span class="_ _1"></span>ci <span class="_ _b"></span>(t.j. <span class="_ _b"></span>Dz.U. <span class="_ _b"></span>2023 <span class="_ _b"></span>poz. <span class="_ _b"></span>120) <span class="_ _b"></span>oraz <span class="_ _b"></span>§ <span class="_ _1"></span>4<span class="_ _1"></span>0 <span class="_ _b"></span>ust. <span class="_ _b"></span>3 </span></div><div class="t m0 xf h14 yf ff1 fsa fc0 sc0 ls0 ws0">Statutu <span class="_ _0"></span>WIKANA S.A., <span class="_ _4"></span>w trybie <span class="_ _4"></span>z <span class="ff6">art. <span class="_ _0"></span>388 <span class="_ _0"></span>§ <span class="_ _0"></span><span class="ff1">3 <span class="ff6">K<span class="_ _0"></span>odeksu spółek <span class="_ _4"></span>han<span class="_ _1"></span>dlowych <span class="_ _0"></span>oraz § <span class="_ _4"></span><span class="ff1">2<span class="_ _1"></span>9 ust. <span class="_ _4"></span>3 Statutu </span></span></span></span></div><div class="t m0 xf h14 y605 ff6 fsa fc0 sc0 ls0 ws0">Spółki, <span class="_ _1"></span><span class="ff1">f<span class="_ _1"></span>irma <span class="_ _b"></span>audytorska: <span class="_ _1"></span>U<span class="_ _1"></span>HY <span class="_ _1"></span>EC<span class="_ _1"></span>A <span class="_ _b"></span>Audyt <span class="_ _1"></span></span>Spó<span class="_ _1"></span>łka <span class="_ _1"></span>z <span class="_ _b"></span>ograniczoną <span class="_ _b"></span>odpowiedz<span class="_ _1"></span>ialnością <span class="_ _b"></span>z <span class="_ _1"></span>siedzibą </div><div class="t m0 xf h14 y606 ff1 fsa fc0 sc0 ls0 ws0">w Warszawie (K<span class="_ _1"></span>RS: 0000487588<span class="_ _1"></span>, NIP:  <span class="_ _16"> </span>6751492461, <span class="_ _1b"> </span>wp<span class="_ _1"></span>isana <span class="_ _1b"> </span>na <span class="_ _1b"> </span>li<span class="ff6">stę <span class="_ _1b"> </span>f<span class="_ _1"></span>irm <span class="_ _1b"> </span>audytorsk<span class="_ _1"></span>ich <span class="_ _1b"> </span>–<span class="_ _1"></span></span> </div><div class="t m0 xf h14 y607 ff1 fsa fc0 sc0 ls0 ws0">numer w rejestrze <span class="_ _1"></span>3886; </div><div class="t m0 x1c h14 y608 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">firma <span class="_ _16"> </span>audyt<span class="_ _1"></span>orska, <span class="_ _1f"> </span><span class="ff6">oraz <span class="_ _1f"> </span>członkowie <span class="_ _16"> </span>z<span class="_ _1"></span>espołu <span class="_ _1f"> </span>wykonując<span class="_ _1"></span>ego <span class="_ _16"> </span>badanie <span class="_ _1f"> </span>spełnia<span class="_ _1"></span>li <span class="_ _16"> </span>warunki </span></span></span></div><div class="t m0 xf h14 y609 ff1 fsa fc0 sc0 ls5 ws0">do<span class="ls0"> <span class="ff6">sporządzenia bezstronnego i<span class="_ _0"></span> niezależnego <span class="_ _0"></span>spraw<span class="_ _1"></span>ozdania z <span class="_ _4"></span>bada<span class="_ _1"></span>nia rocznego <span class="_ _4"></span>j<span class="_ _1"></span>ednostkowego<span class="_ _1"></span> </span></span></div><div class="t m0 xf h14 y60a ff1 fsa fc0 sc0 ls0 ws0">sprawozdania <span class="_ _17"> </span>finanso<span class="_ _1"></span>wego <span class="_ _17"> </span>WIKANA <span class="_ _17"> </span>S.A.<span class="_ _1"></span> <span class="_ _17"> </span>i <span class="_ _17"> </span>rocznego <span class="_ _17"> </span>skonsolidowan<span class="_ _1"></span>ego <span class="_ _17"> </span>sprawozdan<span class="_ _1"></span>ia </div><div class="t m0 xf h14 y60b ff6 fsa fc0 sc0 ls0 ws0">finansowego <span class="_ _b"></span>Grupy <span class="_ _b"></span>Kapitał<span class="_ _1"></span><span class="ff1">owej <span class="_ _b"></span>WIKA</span>NA <span class="_ _b"></span>za <span class="_ _b"></span>rok <span class="_ _b"></span>obrotowy <span class="_ _b"></span>zakończony <span class="_ _b"></span>w <span class="_ _b"></span><span class="ff1">dni<span class="_ _1"></span>u <span class="_ _b"></span>31 <span class="_ _b"></span>grudnia <span class="_ _b"></span>2024 </span></div><div class="t m0 xf h14 y60c ff6 fsa fc0 sc0 ls0 ws0">roku zgodni<span class="_ _1"></span>e z <span class="_ _1"></span>obowiązują<span class="_ _1"></span>cymi przep<span class="_ _1"></span>isami, s<span class="_ _1"></span><span class="ff1">t<span class="_ _1"></span>andardami <span class="_ _1"></span>wykonywan<span class="_ _1"></span>ia zawo<span class="_ _1"></span>du i <span class="_ _b"></span>zasadami <span class="_ _1"></span>etyki </span></div><div class="t m0 xf h14 y60d ff1 fsa fc0 sc0 ls0 ws0">zawodowej; </div><div class="t m0 x1c h14 y60e ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="ff6 fc0">są <span class="_ _11"> </span>przestrzegane <span class="_ _11"> </span>obowiąz<span class="_ _1"></span>ujące <span class="_ _11"> </span>przepisy <span class="_ _11"> </span>związane<span class="_ _1"></span><span class="ff1"> <span class="_ _11"> </span></span>z <span class="_ _11"> </span>rotacją <span class="_ _11"> </span>firmy <span class="_ _11"> </span>audytorsk<span class="_ _1"></span>iej <span class="_ _11"> </span>i <span class="_ _11"> </span><span class="ff1">kluczowego </span></span></span></div><div class="t m0 xf h14 y60f ff6 fsa fc0 sc0 ls0 ws0">biegłego rewidenta oraz o<span class="_ _1"></span>bowiązkowym<span class="_ _1"></span>i okresami kar<span class="_ _1"></span>encji,<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x1c h14 y610 ffc fsa fc1 sc0 ls0 ws0">▪<span class="ff1"> <span class="_ _16"> </span><span class="fc0">WIKANA <span class="_ _14"></span>S.A. <span class="_ _14"></span>pos<span class="_ _1"></span>iada <span class="_ _14"></span><span class="ff6">poli<span class="_ _1"></span>tykę <span class="_ _14"></span>w <span class="_ _12"></span>z<span class="_ _1"></span>akresie <span class="_ _14"></span>wyb<span class="_ _1"></span>oru <span class="_ _14"></span>fir<span class="_ _1"></span>my <span class="_ _14"></span>audytorsk<span class="_ _1"></span>iej <span class="_ _12"></span>oraz<span class="_ _1"></span> <span class="_ _14"></span>polityk<span class="_ _1"></span>ę <span class="_ _12"></span>w<span class="_ _1"></span></span> <span class="_ _14"></span>zakresi<span class="_ _1"></span>e </span></span></div><div class="t m0 xf h1f y611 ff6 fsa fc0 sc0 ls0 ws0">świadczenia <span class="_ _b"></span>na rzecz<span class="_ _1"></span> <span class="_ _1"></span>Spółki <span class="_ _b"></span>przez <span class="_ _1"></span>firmę <span class="_ _1"></span>audytors<span class="_ _1"></span>ką, <span class="_ _1"></span>podm<span class="_ _1"></span>iot <span class="_ _1"></span>powiąz<span class="_ _1"></span>any <span class="_ _1"></span>z <span class="_ _1"></span>fir<span class="_ _1"></span>mą <span class="_ _1"></span>audytors<span class="_ _1"></span>ką <span class="_ _1"></span>lub </div><div class="t m0 xf h1f y612 ff6 fsa fc0 sc0 ls0 ws0">członka <span class="_ _1a"> </span>j<span class="_ _1"></span>ego <span class="_ _1a"> </span>siec<span class="_ _1"></span>i <span class="_ _1a"> </span>dodat<span class="_ _1"></span>kowych <span class="_ _1d"> </span>usług <span class="_ _1a"> </span>n<span class="_ _1"></span>iebędących <span class="_ _1d"> </span>badaniem, <span class="_ _1a"> </span>w <span class="_ _1d"> </span>ty<span class="_ _1"></span>m <span class="_ _1a"> </span>us<span class="_ _1"></span>ług <span class="_ _1a"> </span>warunkow<span class="_ _1"></span>o </div><div class="t m0 xf h14 y5a2 ff6 fsa fc0 sc0 ls0 ws0">zwolnionych z zakazu św<span class="_ _1"></span>iadczenia prz<span class="_ _1"></span>ez firmę audytor<span class="_ _1"></span>ską.<span class="_ _1"></span><span class="ff1"> </span></div><div class="t m0 x9f h9 y4f5 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9f h9 y613 ff1 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9f h13 y614 ff3 fsa fc0 sc0 ls0 ws0">Piotr Kwaśniewski <span class="_ _1"></span><span class="ff2"> <span class="_ _29"> </span></span>Paweł Chołota<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x9f h14 y615 ff1 fsa fc0 sc0 ls0 ws0">/Prezes <span class="ff6">Zarządu/<span class="_ _1"></span></span> <span class="_ _2a"> </span><span class="ff6">/Członek Zarządu/<span class="_ _1"></span></span> </div><div class="t m0 x9f h14 y616 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x9f h14 y617 ff1 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x9f h13 y4c9 ff2 fsa fc0 sc0 ls0 ws0">Lublin, dnia <span class="ls5">15<span class="_ _1"></span></span> kwietnia 2<span class="_ _1"></span>025 <span class="ls21">r.</span> </div></div></div><div class="pi"></div></div>
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