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 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
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 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
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nzn//7H+cCBJYDgLYzXYACHGgegiCSHubopkJ8iGU+TA9TCLNgiCLNDGke5ti2mfQwJO0Jza+F/Jp/OfIVg3Cw+DDTdePHy+lJAAAsjcEQPAnfw/M63wAIfQYg+iP+q6tDDIyoUyBTiEWhv8UPTxYt8AoMncbvgDlXDAAV7AC99P10J16ZAhzAC+aBCGgDGbAKrAebwZfATvBVsB8cAm/qDz7ct+G++7Z0P/b19vTuR5sWbNsevGe1mV+u04DHt9sXTC8IBhekqW53MmpVVae7c+2+PXse2LFy6TcPtsYf2WWxb8widtGSLL4DW3s9tb0Hd/X27jpI7QgI8vzm5sbADhC5OJmKTJ6f1CyOVCQSUc9PqpNaCrPqJGHnPsY4GCmX6m/K4+8Y/L/G4x2xNgRakon4vEpZUykdlbLaz91Rv7O8s//OeuiO+av/R12IJpPRo4RcS8QSsSDhim1xfJ1KxGIJtJHQ2VrSgL5za+zs6WgyHjcGwzdJX3ELodfI4KOEo45hEsW14m8TidhHuAKPYyZLJnscE/hGPNIyuxpz349Gk8hXGVTkMHOZvPbPyWiyGTMEGogAhcG3gdmlowhOsVwePafXAIaeooDA0VMQuHiWmULUP6EYMMHnYDNwhtUv0rPpTnU63TGbBhnMqzOYxKL+Co4hoMGMjxqf0RlwE/jocfxf4AwG5t8wY/jvTODYmYFw9xCLlt3XPYwAk0c/1UU+zQqmRXSaXQRhZGoWI3v2k0zdkNvobcS9CLCC+DZlWsS002nQjsdRaYR8EMK3BUH8lv/EoDMcxqvKpTvUgjqFp5hSr4BMpkOd/WTdpu4RhgYQqmk13dMTi9a9BgCnszwCwJnJ1E7GI9FYTw2lJTQRtiRsn7Z9lHzpXdhHmeCK4rmZa8Wjk5NYhq3UCNpvyCCCvyUyvA5A6fpIIJRk8qXreqDxrqTIChwDaAgYhhWvmHieohDg+LSgmA6bkClfGtdtkpI0XYQUnUZQl7QkdJn7X3aSpYfJjqqz4Vza2Fiy2Nk0JlCzpFLkwcgOh+t0M6Q5ATAs4kFZAHXCkTIEwGunEgZ9Jj658PexySg1Ah1Xrxb/UKaG3sELWO+9WA4F1MNOIodu8XnhMt5d70EQaapHAbzjbrVUBGZghjrIAkfpcyyzWOG/wO0S1HVv1tHoM0GvLkmoy+RTVUwFRcHUabTkS9O62Wxmu0y13npVFsU81EezqiBJZQb3YUaXs6oP+rDfMmYA+dIXo2QSgyHzYObGqNlsMNdGyXyAbDeeBnM5z+ItBJJh48I7h2m6Us0VMDEQmjEAuuyA3krVcTzLMzzN06zLWetErCiYBUmgWJvdaq+xU2wd5fBDi4yJk3f7oV3Q/CAcxhs/H1/fgrm6IaDmqcRoH+BhPWaG+yDCSghnwlgF2JfHHXaH3WKzIhk1hPzx1rYlsCXZOK+xwf8C/K8f936z59GvdR58dnKgOARTz/4wtqLjeF/nqeI7zJit/p4Hiu9OvFwsvvLl+KnW2Io//OiTa/M9RGcQDALAKlhnKrWBaGyEny+WdxFh5nWimCFEDOp1wJe+0EWyXbwsaagL5UtXRgmDMXpFbyKc2UK6GcVMmXA44U2iDHgTEkSW7L+okj0X8Z6fJaNEFW/2J6MVzVyvamamrJkI3uBJg2BLGx9Xz58fJ149HDaQGgZ1ZSvXvZxPFNku1qCUQWmDMgbl86XP9QbCIbMxgiVaRrKBHQNBgkE5sgKidp4AwEu4RgaafYIlqRiEMVMAyiLgeYgEIjiZzWCMSc6hLLAAFWV1CRh/BNgqnIxpASSyTEemDdhk0umyMLmyNMYFDFqnHwJI4a2ojqf3mZ8wv4m30rzGvEah7qJD0gK5m7qf3ic9Jh+ReBExfEpqldejddRyTuc7pKWyMIieo45xx/iT1Msca0GKLEcZZGUYxJslKcrwmOXNG5WNUIcI8bxJEEVJkmWV6Gmb5bAFWcbQSWyDsWHGx+dh7FWzCTvBsn0JQtmsTFnBp5sPiVAcw2LLUMRjUR4XCgR3C9iIqwYNDIPGhv5aFviU3SpU8yj7mo/ZxhxmKOx/T45oi3ucYRf2rdi7OmeJgRVqXWoB12rnVKdyxBelDb9VvWvVQuEI0xw+8o2JI81OUsSiYN0ZcdO6M557e7vfAObSTYzYDwAqfdDe3t4D150x476me3vPoGVn9A29GNBS6fqQLJDOZVuM6oWz/pS8wJ+S8phtS8nxNoN9dSFuXZgq66lnT38O9OdgrqcHEH1JIk5gGJk380gx7DVh3JmyzUK7o7UN+rUGDTZAbRAG4f1Ru6sFfgky54rZnxa7mbGbnz+7esPfUzM3VtJv32yhP77pM3zpCexLT2G7dIIAOmT4Ur9FlKGl1d3r3cF/xUubVAOwBuUMGsRRwPBneNHTBmOuMmKVseRL/zZiqU3i8upIYF5SI/X6eUm1UiqVEvf/bqS+sdyPx6uVkvTrazATkte61/o2iVvcX3HvMT0mH1AGhL9WjkuvKHnlsvypomIj82mKVdMUTTGbLHXIX2sXWIumSmbGaTLZHbUuj+NnpfE5/h/HMGI8DgfwB0jEAE6nosi853+EDM+ckOGphoxXs55G+Xk2X7psOBK26uIx87HuIoKzLNkiNucL7g4eDlLBgBMZcB7NOqsBxCmYpXLccP7JuFH2hIA1jP3/Ch8Ni0+WY281gHSUI0jOCCGuKWclhhAwkyhiSWEXgaN0OhXBvgFqjtQRuTnMfEPFwIa58NyLuIochqwu8LqSUtRFmmURQSbsN3Asly7qta6UFnClLPiRdXdKDVjx48WPrQLjcE/dsMnlyFNxXexzuQBUMIxhANdvhZ2MRtaUqgQfD7RZWQ5HIAdsoJrRvMYwdEF/3IhBDf4T6KmJdw7++r2Opq57QGn6l12PbF7oX/ev8MTAsc7jLxWjzNj6Nw88/0F9KNi5t9gPY9/9XrvIze6lEm0HVj38BMH7ytJl6iOMdw3UoxoD718XEC2FpKS0XGJarC3uzeg+YaN1k3snPg89ZHrQus097r3AvF/ze9elmkvWzxx/dF2q/9hb8tq93nBt2p6uXVe72/uMl2tGQanZvgi1SOvQCmmldY17s5CVdkqX2E/tN+C0rEIbJYuqAurcIqcBweamRCd2ZNeBRKCFYebEvAE/jJEEBOeqCBzNgpCmYHTeHqqUpm8hVamO04NZJaSq5zWoarq2TTus0V5dFFFXOcPRLARnGslqNAI0jZVlTI1cRyMRTCQo02RVZUm9HHO0amzRzlVXdzarPWrhK0mQxVyBt6UM77NZS5BTK23EXxCkL87+nHuX+4grcbSXy3DrOYrzkHVxToJuzkNWwBkBjTMbfqbWiJYuT3LDHHDn+sPhDgLn2TkgzfVj741LnHampwjSCzjw4UcjCSf21TlI/GjdEGXLUxFd6KNEKMtAEOtwdbRP5BQjAQ1nEpaUkQD5W9iGQDNGm6U1Ebc7cEYNrfZEvJXAL8BS7Q9NHHp/764L39l2LDIy6/vJ3n0/PPn4YyeeeOF7N196EVJP3Xs3km+sRJZ3fv2LX/3LOxPl3GcAA+9X9BKgQc5A3OJIDVRp2EAn6WX0JnoH/SjNmjTexJukGs0kAYqHopvlIAsEU9MzPOQDvhpYgwJa1YNo1d3XqruvhSAgybmaaE1eJUdoHzgPPsYHGaK+avKja0ThgK66lEomRPQNCCrsinIrpeAN99JpWTVxOzs1VGBkqFNqbnoPPuNkMgV8mMU/I8UH6ltHZCNC5vbgPPM1IEDWRLFinmod7mM5Yu3xeCVkJWxLID7QcmRXOdamDfxgyV9m7t+6ZOnSxVutHrrxRP/qRS/PW5XZtmf2QuU7AlP3p78jMHU3XmS+XP6OYHx7AP/fO5duf3sAxTG48vY7/J/xDg+ujfFz3lH/jHdU8NmYWnkH/AgA/jTzHkiCXfrygRjcH4NNC9oXoK4GuLIBrqqFK11ZF1rhhAMmuN8Em+h2GtUlfKDR1wQU0SeBZo/b79dYj52SUZMZ8CAzMYHVkUhEEgUY+bAQVz8sqIV4LJq7ffm1ZDNqCMjIhjOFhC2xhErEPchRKUnjrX56bTj77c17B3sbxs/y7p7+gdUdT+7pqefnPXTg6Y5H8t9dO477u/cO9jRQa4+8/rX45md/vnMGO9bfJjbfHfKu+OqGZX33NOlH/3N05h/nDjByDnwWoJ+k+/GabWCRHmg3w+UsXIYgHVQVn4IUxWELAd7HI14I84ItDPLUfGLYWK5cAQeLXMGQqsbvA5oK7oJtifgS1IKXHoaD8DQMQH/x0+Lloj42vevo1nB8+/cfLND9xf8oThX/vXjxhcTDL/Y9Mrj1rlvnEiaC12IDJ/Qtg1Z4wAq7rXCNFVotlhBNWWnKQh8Rj4tonwh3ijArwhU4I5WkEMNaGVZinmLgAQa2K6sVtJceoBGtKgzNUbYQQg6WCwGTDx+bKSsxgvmjDA15gShqIpOYiBNp4licQgJHYqIeFfziCBPGoRjmblWdt+qxqL9Ba8D5HaY44/NArDfYBhNM5DRb/MnTxdP0achCi7WOR6LHAV0F6umZvdTzM9vp/ll78gGfd2caXby1/29hmR3YS3TrC6124nGCKnEbWhC4VbfPTbndQsDJh4DgE5Bgs1qdYY4z+cJEjGFoIkIQ08dr1xJYjtkJzdBLHD9ayjjp+3H4psKQrJVgCwd1G47p/rIn9dNvTb0f+ovM2tgPxpB7+z/sTp965fG/mt0KFz/5zONPFs/AttZVYa2o0v2+Nfu7v33CTsf+DnZmt6/fBP4bxRQihHicY2BkYGBgZ2BIbnwyJZ7f5ivTfA4GEHhgHqEBo//v+v9CgIH1MpDL8f8fSBQAZH4OaAB4nGNgZGBgvfz/BQODAMP/Xf+fCDAwAEWQAe98AKeEByoAAAB4nO3bMQrCMBTG8S8hKbq5e5Lu4uAhHL2AZ/AO4iC4iHRyzubUIzh4gC7eIYaOVihIQKv/H3xT3ssLGbLF3jVTYquUUjKnGMxOchetChm1a2Wbs71qqS/ga+37aopK2xd9hxzz3Vrzd/rSHW9yzAcAAACGyk9j+PQZAGAIjGIYpUzEuwkAAAAAAAAAAAAAAAD8k/FCx5z7uab7x+qZr7s17tbfBwAAfskDzDgbJwAAAHic7cKxDUBAAEDRO4RjFoXKCEpRXWEEtVJpABMYQW0uhUohEdcQIVGQ3M97Qoh4l4lclrLbTI5+z02OvMXw63vBcE0VAICPVcAPtapXIwAAAAAAAOwUpg81J7MRaQAAYI8Vyl4JxwAAAAEAABGaAIAAEAAAAAAAAgAQAEAAhgAABRcDUAAAAAB4nLUZTY8jR7Vm7clult1lRQIK2U14ilB2BnVmZhOkTWYBqcfuGTvx2Fbbs5PJJSp3l8e929Pd6m6vNeLCmTMnToC4ROIAEheQEAJ+AFKiwBnEhVMQZw6896q63fZ8kKxEJu5+9erV+673qmuFEJtXtsWK4P9WvnwFDLwiVmvfMfAVcbXmGrgmXqv9xMB1pPmzgVfFjdpnBn5OrNavGfiquF9PDXxNvFT/i4GfF87q9w188+r1F/6KnFfqNZR14+W/M7yK8O2X/8Xwc4S/c4Xhq4S/c5vhawy/xvDzqOirrCHBK+J6bcvAV8St2o6Ba6JZ+8DAdaT5k4FXxUu1Tw38HOL/Y+CrYlS/ZeBrYqv+cwM/L35Y/8zAN2+9uPoHhq+znt9m+Eusm5Z7g/FDhm8xPGL4Nul2J2H4BYS/cucHDL/IND9i+KvM52cMf43xv2b467z2jwzfYZqPGX6Faf7B8DcY/jfD3yT6u9o/32JY+/ANhoHga6z/XfbbNZZ193sE39D4DsNsy90PxEcCxJtiS9wXDxAaiolQ+N4XsYjwl4tTkTCmgaMUYXpKxAdMsYEztgjxD4SLuGNcn4uMRwrfCqmf4tNnypviOv9aiBnhjBIzxPZYQoSyC1kdlHCK/KfIC5B3jHwD4SHsIZzgXFrKgtKCLfEWQq+XowfCYj0kckiQFlCuRDnEwxNPDO27OJoglmanqGdW2kW+CNiW8EJ9xuwPEDs4HuEMYSV7Y9FGzSc2lgJLmeKsx/bSaIy8Z7g2ZcwUqXz2HiC+iEkbdSLvBLwuYv8+5PWKKZQ4QZnkbZ+fYDQqaIHxGWLIf0kZxbkdNJ+jFgGuzNAL4iN4c+v+AxhOFOzHUZyfJgoacZrEqcyDONoAOwzBDY4neQauylT6VPkbcPP6zestNUrVDHqJioa0qiNP42kOYXwceODFyWlKq4AEbL0Fr9PrgQWuDJMJtGTkxd4TxL4bTyJoTf2MZA0nQQZhlc84TmEnGIWBJ0MwEpEmRqGQxdPUU/ga5zOZKphGvkohJ0vaQ+gEnooy9RAypUCdjJTvKx9CjQVfZV4aJGQiy/BVLoMwQ4fY7DuKsbDTQOKLMv0YIxZy9ISrjqehRGB5D21X1sLSKhBrSB9wZOIyH9aRiXH6NgsDwxzW9gMvjcm09fNUesSpk5XhfYChpC0hHqk0I5sebGxtnbewqqHOWckZSHve5/wibZ9wLo+fqV5oSRQkCXkqfXUi0ycQjy9OMfGFpYiLeJ0NClTKTpOZzJBJhKGhwjTGv8Bs0jc4aDFusIB92uWZCWIohBkXmz4rkfJMwK4b4HO+mcmh98U74m0sUWVogbdHM5WzIDqG3niMOQhvgBuPggi6gTeJQ5lZ0Jd5GniBhIHkTM7g/jtvE5szaUMFYYo2Jbz9dSEYs905F7YjLj7AwTzlYqOLQ14WvIKacDGXXSpLZJtiO32mS0xhtDhNIpaTsPV6rWe4KDOWzDthT5wgVc5ztGrEehSFbrlo5WaFLqHpGcy4tMEqx/OiedY7CY99XOPh2DIFlBqVlmuVcpYt0JGfsZ88binn+WxmLA242YTcVooWuOx7WhMytIb06wtF/HzuWodn9W21RRR5nnJTKPK22ETnWVBIP6vXw0oOkCXalpzlFdsz5bZyyvkTo5cibqXyQkt17smFrNItMTZPbZWGqTknpkWTtkU0Cz5ESQeBy3JUH2ciE5k592KHBMbLKR8aAq4FuYltcbgpitWYK0PIlhaeXsxsi6MjGfZNLpxt98u7YY2PPWTrttjEP8VllWQ84aauOLISceSlY6Qo5jYNzw+XjhDrZgfPK0ZWeq3Q5osc0j7noQjuLvHoFDzglTKjHyNOx6rIHMUHytAcpuYZftlBr8jMiw97RfT65Q7KKv1Tx11ngzLyjjmnIxN/i+1OzUFM1yCqEJJjoGNd5LPOr8R0BC2B+oo+eEVltkgxP/Au17X/QzxKL0m2PTY9rKgjPmOm6Bu9V+btFrhLhiZv1godL46voL64cOTFiK9XfORztwkX6s1ZGy/hx1U44HUF9flVzlqqcoXvl1eT13Rdrdpd6DX/HJnvnHlHKmJocd2PWcq4HKtKhlD90hHKkNu802qtR6yLMh1rWsayWk90DDdNxDPeKWGpQ7G3F3Pp83u12um1ldWOs5jTc0/M2I8nzxjHoivQ51JkPKMqGvj8JJlzvzxGCq/SQ/JLarLuAD5bUHS+7TPVXCLXmCvP+R+h+kxZdJy5j4quNvdTta4srsq4Xuh4jYzt5/dfeUFU09IDGWdqxNz1TtJduNrdnzULqr2uJRym6IldHB1i93QZ00YcnYddnHmEoyZim4i5hxQDM3+PI3bIPamFdAfc7zQPF59dHB9xrdsVwGMavYf0XeRFax3xPstwkNuAKV3mvY/YDr4dQ0crGog5wDHBe1wNtbwurtKf1W3TH7WmQ8RDaeGiVm2WWGi2jyMX+bfMrI2828yP9Cf5uwx3Sz13jaY2+4g4E88GatThEWEP8N1HugHLt9lmrW2XbdjFeW2LwxqQ5A1jq6Yj/zwyMxQj0q+Df3OrbPZBi7WZ+6+B7z5qTvz3cHbInaKHK5ts6YC95xifkbUdHs2t0pFqsDXkVfJBE+F9/O2VvnP5qXVxK9wWfXfI83MqbZ9tng32XI9HOhoNHg05VjRrmVi6bMey1EPORIepbLZ4UGbILmev1r7ITi2jV9FEy6PYVnUpshou2SOaSzF/YCJ91i/kdZt9QnoNSskXccYv5vJ6ALJpkoSB8mEcR/kGHMVTOJGnMM0U5HSdQmjIY/BSJXNlgR9kSShPLZCRD0ka4KyHJArfMoNEpSdBniO70SlfpRQXJjlOZBCnBTAmCRa9+cKlVCdJY3/q5RbQVRGutWhNIQC/d2cT/OCtaDZDoUHkhVOf7pUK7eMoPIW1YF1f3FTIkcNl2up7HvrMTlVGn9N0KTAXQMtLXg/ZA2sBSsnVCd0gpAFK9eNZFMbSX/Se1K5SKZkToyh8TvNkmoOvyEyimagwWfToBtjRqSGngCBD9M8kGAWo8wZdotFFxjgOw5jvBoyzLRjJDLWNo/I2qwjD2iTPk+3NTRVtzIInQaL8QG7E6fEmjTaR8kNz77WOAebEyEg1YnP+Rd15F2wfG4oOUXxCjn4co1XkHPVUhXGiHb54lUfOXLjMI/P6FKCMb6TQdnSDwnXHqUTv+BaMU6Uog7yJTI/RavIz+gujigwgHuUyiMgtkq8Ti1z7/HaQSjLLYi+QlCN+7E1PMCpS3/oFIfpmjTgu2AsDc5/4yTpr5Cu6zdKROJcOZkE+IXQl5SyTcqR9MR0GmKtaNvFK9Z0qSuCNRBZacBL7wZjeih2STNGgbMKbFlmPprSBM0KaPEELN9HwTIUhcaBoGy+dq6re9ChSbxzjaVZiNolPLrGRtsI0jVAZxQz8GLKYdXmsvLxIsXkm4wbwA95820Way1H8VFUuhqM4p43DGtFWS+a5YqayiUS7Rmph/8qKqSkpkOWYTnTliFtYb/fLXKB3XcuBQW93eGi7DrQH0Hd7j9pNpwn37AGO71lw2B62egdDQArX7g6PoLcLdvcI3mt3mxY47/ddZzCAngvt/X6n7SCu3W10Dprt7h7s4LpubwidNu5HZDrsAQk0rNrOgJjtO26jhUN7p91pD48s2G0Pu8RzF5na0LfdYbtx0LFd6B+4/d7AQfFNZNttd3ddlOLsO93hBkpFHDiPcACDlt3psCj7ALV3Wb9Gr3/ktvdaQ2j1Ok0HkTsOambvdBwtCo1qdOz2vgVNe9/ec3hVD7m4TGa0O2w5jEJ5Nv7fGLZ7XTKj0esOXRxaaKU7LJcetgeOBbbbHpBDdt0esid34ooeM8F1XUdzIVfDQkSQhMYHA2euS9OxO8hrQIurxNgLu3zwPdH33PyhfbpyE4+xj/EY/E/ERAvzA3Nw9vmw6wtR+3HtV7Xf1X6Pv9/Uflv7hVjmOB9J/iC7aP5vS9T0wbwoz0i8kH/IVwdL8/VX6/fr79X36t/F5ztL8iKWcTE/Gkn8rKFLOPKDoM+BlV+u/LQm+PNI/4tAylfYpOf/4nXh6L9YKni1AHicbNpDmC1rtKXhHTaPbWuvMYPHtm3btm3btm3btm2bdes+NUd0KhuZ0Zqj9f3ZeceYY/7355+/xpw65v/zU5z5P7+MMeYYyzANy7ANx3ANz/CNwAiNyIiNxEiNzMiNwiiNcYxxjfGM8Y0JjAmNiYyJjUmMSY3JjMmNKYwpjamMqY1pjGmN6YzpjRmMGY2ZjJmNWYxZjdmM2Y05jLHGyIAhRmXURmO0Rmf0xpzGXMbcxjzGvMZ8xvzGAsaCxkLGwsYixqLGYsbixhLGksZSxtLGMsayxnLG8sYKxorGSsbKxirGqsZqxurGGsaaxlrG2sY6xrrGesb6xgbGhsZGxsbGJsamxmbG5sYWxpbGVsbWxjbGtsZ2xvbGDsaOxk7GzsYuxq7Gbsbuxh7GnsZext7GPsa+xn7G/sYBxoHGQcbBxiHGocZhxuHGEcaRxlHG0cYxxrHGccbxxgnGicZJxsnGKcapxmnG6cYZxpnGWcbZxjnGucZ5xvnGBcaFxkXGxcYlxqXGZcblxhXGlcZVxtXGNca1xnXG9cYNxo3GTcbNxi3GrcZtxu3GHcadxl3G3cY9xr3Gfcb9xgPGg8ZDxsPGI8ajxmPG48YTxpPGU8bTxjPGs8ZzxvPGC8aLxkvGy8YrxqvGa8brxhvGm8ZbxtvGO8a7xnvG+8YHxofGR8bHxifGp8ZnxufGF8aXxlfG18Y3xrfGd8b3xg/Gj8ZPxs/GL8avxm/G78Yfxp/GX8bfxj/Gv8Z/5hjTME3TMm3TMV3TM30zMEMzMmMzMVMzM3OzMEtzHHNcczxzfHMCc0JzInNicxJzUnMyc3JzCnNKcypzanMac1pzOnN6cwZzRnMmc2ZzFnNWczZzdnMOc6w5MmGKWZm12Zit2Zm9Oac5lzm3OY85rzmfOb+5gLmguZC5sLmIuai5mLm4uYS5pLmUubS5jLmsuZy5vLmCuaK5krmyuYq5qrmaubq5hrmmuZa5trmOua65nrm+uYG5obmRubG5ibmpuZm5ubmFuaW5lbm1uY25rbmdub25g7mjuZO5s7mLuau5m7m7uYe5p7mXube5j7mvuZ+5v3mAeaB5kHmweYh5qHmYebh5hHmkeZR5tHmMeax5nHm8eYJ5onmSebJ5inmqeZp5unmGeaZ5lnm2eY55rnmeeb55gXmheZF5sXmJeal5mXm5eYV5pXmVebV5jXmteZ15vXmDeaN5k3mzeYt5q3mbebt5h3mneZd5t3mPea95n3m/+YD5oPmQ+bD5iPmo+Zj5uPmE+aT5lPm0+Yz5rPmc+bz5gvmi+ZL5svmK+ar5mvm6+Yb5pvmW+bb5jvmu+Z75vvmB+aH5kfmx+Yn5qfmZ+bn5hfml+ZX5tfmN+a35nfm9+YP5o/mT+bP5i/mr+Zv5u/mH+af5l/m3+Y/5r/mf9T/5W6ZlWbblWK7lWb4VWKEVWbGVWKmVWblVWKU1jjWuNZ41vjWBNaE1kTWxNYk1qTWZNbk1hTWlNZU1tTWNNa01nTW9NYM1ozWTNbM1izWrNZs1uzWHNdYaWbDEqqzaaqzW6qzemtOay5rbmsea15rPmt9awFrQWsha2FrEWtRazFrcWsJa0lrKWtpaxlrWWs5a3lrBWtFayVrZWsVa1VrNWt1aw1rTWsta21rHWtdaz1rf2sDa0NrI2tjaxNrU2sza3NrC2tLaytra2sba1trO2t7awdrR2sna2drF2tXazdrd2sPa09rL2tvax9rX2s/a3zrAOtA6yDrYOsQ61DrMOtw6wjrSOso62jrGOtY6zjreOsE60TrJOtk6xTrVOs063TrDOtM6yzrbOsc61zrPOt+6wLrQusi62LrEutS6zLrcusK60rrKutq6xrrWus663rrButG6ybrZusW61brNut26w7rTusu627rHute6z7rfesB60HrIeth6xHrUesx63HrCetJ6ynraesZ61nrOet56wXrResl62XrFetV6zXrdesN603rLett6x3rXes963/rA+tD6yPrY+sT61PrM+tz6wvrS+sr62vrG+tb6zvre+sH60frJ+tn6xfrV+s363frD+tP6y/rb+sf61/rPHmMbtmlbtm07tmt7tm8HdmhHdmwndmpndm4XdmmPY49rj2ePb09gT2hPZE9sT2JPak9mT25PYU9pT2VPbU9jT2tPZ09vz2DPaM9kz2zPYs9qz2bPbs9hj7VHNmyxK7u2G7u1O7u357Tnsue257Hnteez57cXsBe0F7IXthexF7UXsxe3l7CXtJeyl7aXsZe1l7OXt1ewV7RXsle2V7FXtVezV7fXsNe017LXttex17XXs9e3N7A3tDeyN7Y3sTe1N7M3t7ewt7S3sre2t7G3tbezt7d3sHe0d7J3tnexd7V3s3e397D3tPey97b3sfe197P3tw+wD7QPsg+2D7EPtQ+zD7ePsI+0j7KPto+xj7WPs4+3T7BPtE+yT7ZPsU+1T7NPt8+wz7TPss+2z7HPtc+zz7cvsC+0L7Ivti+xL7Uvsy+3r7CvtK+yr7avsa+1r7Ovt2+wb7Rvsm+2b7FvtW+zb7fvsO+077Lvtu+x77Xvs++3H7AftB+yH7YfsR+1H7Mft5+wn7Sfsp+2n7GftZ+zn7dfsF+0X7Jftl+xX7Vfs1+337DftN+y37bfsd+137Pftz+wP7Q/sj+2P7E/tT+zP7e/sL+0v7K/tr+xv7W/s7+3f7B/tH+yf7Z/sX+1f7N/t/+w/7T/sv+2/7H/tf9zxjiGYzqWYzuO4zqe4zuBEzqREzuJkzqZkzuFUzrjOOM64znjOxM4EzoTORM7kziTOpM5kztTOFM6UzlTO9M40zrTOdM7MzgzOjM5MzuzOLM6szmzO3M4Y52RA0ecyqmdxmmdzumdOZ25nLmdeZx5nfmc+Z0FnAWdhZyFnUWcRZ3FnMWdJZwlnaWcpZ1lnGWd5ZzlnRWcFZ2VnJWdVZxVndWc1Z01nDWdtZy1nXWcdZ31nPWdDZwNnY2cjZ1NnE2dzZzNnS2cLZ2tnK2dbZxtne2c7Z0dnB2dnZydnV2cXZ3dnN2dPZw9nb2cvZ19nH2d/Zz9nQOcA52DnIOdQ5xDncOcw50jnCOdo5yjnWOcY53jnOOdE5wTnZOck51TnFOd05zTnTOcM52znLOdc5xznfOc850LnAudi5yLnUucS53LnMudK5wrnaucq51rnGud65zrnRucG52bnJudW5xbnduc2507nDudu5y7nXuce537nPudB5wHnYech51HnEedx5zHnSecJ52nnKedZ5xnneec550XnBedl5yXnVecV53XnNedN5w3nbect513nHed95z3nQ+cD52PnI+dT5xPnc+cz50vnC+dr5yvnW+cb53vnO+dH5wfnZ+cn51fnF+d35zfnT+cP52/nL+df5x/nf/cMa7hmq7l2q7juq7n+m7ghm7kxm7ipm7m5m7hlu447rjueO747gTuhO5E7sTuJO6k7mTu5O4U7pTuVO7U7jTutO507vTuDO6M7kzuzO4s7qzubO7s7hzuWHfkwhW3cmu3cVu3c3t3Tncud253Hndedz53fncBd0F3IXdhdxF3UXcxd3F3CXdJdyl3aXcZd1l3OXd5dwV3RXcld2V3FXdVdzV3dXcNd013LXdtdx13XXc9d313A3dDdyN3Y3cTd1N3M3dzdwt3S3crd2t3G3dbdzt3e3cHd0d3J3dndxd3V3c3d3d3D3dPdy93b3cfd193P3d/9wD3QPcg92D3EPdQ9zD3cPcI90j3KPdo9xj3WPc493j3BPdE9yT3ZPcU91T3NPd09wz3TPcs92z3HPdc9zz3fPcC90L3Ivdi9xL3Uvcy93L3CvdK9yr3avca91r3Ovd69wb3Rvcm92b3FvdW9zb3dvcO9073Lvdu9x73Xvc+9373AfdB9yH3YfcR91H3Mfdx9wn3Sfcp92n3GfdZ9zn3efcF90X3Jfdl9xX3Vfc193X3DfdN9y33bfcd9133Pfd99wP3Q/cj92P3E/dT9zP3c/cL90v3K/dr9xv3W/c793v3B/dH9yf3Z/cX91f3N/d39w/3T/cv92/3H/df9z9vjGd4pmd5tud4rud5vhd4oRd5sZd4qZd5uVd4pTeON643nje+N4E3oTeRN7E3iTepN5k3uTeFN6U3lTe1N403rTedN703gzejN5M3szeLN6s3mze7N4c31ht58MSrvNprvNbrvN6b05vLm9ubx5vXm8+b31vAW9BbyFvYW8Rb1FvMW9xbwlvSW8pb2lvGW9ZbzlveW8Fb0VvJW9lbxVvVW81b3VvDW9Nby1vbW8db11vPW9/bwNvQ28jb2NvE29TbzNvc28Lb0tvK29rbxtvW287b3tvB29HbydvZ28Xb1dvN293bw9vT28vb29vH29fbz9vfO8A70DvIO9g7xDvUO8w73DvCO9I7yjvaO8Y71jvOO947wTvRO8k72TvFO9U7zTvdO8M70zvLO9s7xzvXO88737vAu9C7yLvYu8S71LvMu9y7wrvSu8q72rvGu9a7zrveu8G70bvJu9m7xbvVu8273bvDu9O7y7vbu8e717vPu997wHvQe8h72HvEe9R7zHvce8J70nvKe9p7xnvWe8573nvBe9F7yXvZe8V71XvNe917w3vTe8t723vHe9d7z3vf+8D70PvI+9j7xPvU+8z73PvC+9L7yvva+8b71vvO+977wfvR+8n72fvF+9X7zfvd+8P70/vL+9v7x/vX+88f4xu+6Vu+7Tu+63u+7wd+6Ed+7Cd+6md+7hd+6Y/jj+uP54/vT+BP6E/kT+xP4k/qT+ZP7k/hT+lP5U/tT+NP60/nT+/P4M/oz+TP7M/iz+rP5s/uz+GP9Uc+fPErv/Ybv/U7v/fn9Ofy5/bn8ef15/Pn9xfwF/QX8hf2F/EX9RfzF/eX8Jf0l/KX9pfxl/WX85f3V/BX9FfyV/ZX8Vf1V/NX99fw1/TX8tf21/HX9dfz1/c38Df0N/I39jfxN/U38zf3t/C39Lfyt/a38bf1t/O393fwd/R38nf2d/F39Xfzd/f38Pf09/L39vfx9/X38/f3D/AP9A/yD/YP8Q/1D/MP94/wj/SP8o/2j/GP9Y/zj/dP8E/0T/JP9k/xT/VP80/3z/DP9M/yz/bP8c/1z/PP9y/wL/Qv8i/2L/Ev9S/zL/ev8K/0r/Kv9q/xr/Wv86/3b/Bv9G/yb/Zv8W/1b/Nv9+/w7/Tv8u/27/Hv9e/z7/cf8B/0H/If9h/xH/Uf8x/3n/Cf9J/yn/af8Z/1n/Of91/wX/Rf8l/2X/Ff9V/zX/ff8N/03/Lf9t/x3/Xf89/3P/A/9D/yP/Y/8T/1P/M/97/wv/S/8r/2v/G/9b/zv/d/8H/0f/J/9n/xf/V/83/3//D/9P/y//b/8f/1/wvGBEZgBlZgB07gBl7gB0EQBlEQB0mQBlmQB0VQBuME4wbjBeMHEwQTBhMFEweTBJMGkwWTB1MEUwZTBVMH0wTTBtMF0wczBDMGMwUzB7MEswazBbMHcwRjg1GAQIIqqIMmaIMu6IM5g7mCuYN5gnmD+YL5gwWCBYOFgoWDRYJFg8WCxYMlgiWDpYKlg2WCZYPlguWDFYIVg5WClYNVglWD1YLVgzWCNYO1grWDdYJ1g/WC9YMNgg2DjYKNg02CTYPNgs2DLYItg62CrYNtgm2D7YLtgx2CHYOdgp2DXYJdg92C3YM9gj2DvYK9g32CfYP9gv2DA4IDg4OCg4NDgkODw4LDgyOCI4OjgqODY4Jjg+OC44MTghODk4KTg1OCU4PTgtODM4Izg7OCs4NzgnOD84LzgwuCC4OLgouDS4JLg8uCy4MrgiuDq4Krg2uCa4PrguuDG4Ibg5uCm4NbgluD24LbgzuCO4O7gruDe4J7g/uC+4MHggeDh4KHg0eCR4PHgseDJ4Ing6eCp4NngmeD54LngxeCF4OXgpeDV4JXg9eC14M3gjeDt4K3g3eCd4P3gveDD4IPg4+Cj4NPgk+Dz4LPgy+CL4Ovgq+Db4Jvg++C74Mfgh+Dn4Kfg1+CX4Pfgt+DP4I/g7+Cv4N/gn+D/8IxoRGaoRXaoRO6oRf6YRCGYRTGYRKmYRbmYRGW4TjhuOF44fjhBOGE4UThxOEk4aThZOHk4RThlOFU4dThNOG04XTh9OEM4YzhTOHM4SzhrOFs4ezhHOHYcBQilLAK67AJ27AL+3DOcK5w7nCecN5wvnD+cIFwwXChcOFwkXDRcLFw8XCJcMlwqXDpcJlw2XC5cPlwhXDFcKVw5XCVcNVwtXD1cI1wzXCtcO1wnXDdcL1w/XCDcMNwo3DjcJNw03CzcPNwi3DLcKtw63CbcNtwu3D7cIdwx3CncOdwl3DXcLdw93CPcM9wr3DvcJ9w33C/cP/wgPDA8KDw4PCQ8NDwsPDw8IjwyPCo8OjwmPDY8Ljw+PCE8MTwpPDk8JTw1PC08PTwjPDM8Kzw7PCc8NzwvPD88ILwwvCi8OLwkvDS8LLw8vCK8MrwqvDq8Jrw2vC68PrwhvDG8Kbw5vCW8NbwtvD28I7wzvCu8O7wnvDe8L7w/vCB8MHwofDh8JHw0fCx8PHwifDJ8Knw6fCZ8NnwufD58IXwxfCl8OXwlfDV8LXw9fCN8M3wrfDt8J3w3fC98P3wg/DD8KPw4/CT8NPws/Dz8Ivwy/Cr8Ovwm/Db8Lvw+/CH8Mfwp/Dn8Jfw1/C38Pfwj/DP8K/w7/Cf8N/wv2hMZERmZEV25ERu5EV+FERhFEVxlERplEV5VERlNE40bjReNH40QTRhNFE0cTRJNGk0WTR5NEU0ZTRVNHU0TTRtNF00fTRDNGM0UzRzNEs0azRbNHs0RzQ2GkWIJKqiOmqiNuqiPpozmiuaO5onmjeaL5o/WiBaMFooWjhaJFo0WixaPFoiWjJaKlo6WiZaNlouWj5aIVoxWilaOVolWjVaLVo9WiNaM1orWjtaJ1o3Wi9aP9og2jDaKNo42iTaNNos2jzaItoy2iraOtom2jbaLto+2iHaMdop2jnaJdo12i3aPdoj2jPaK9o72ifaN9ov2j86IDowOig6ODokOjQ6LDo8OiI6MjoqOjo6Jjo2Oi46PjohOjE6KTo5OiU6NTotOj06IzozOis6OzonOjc6Lzo/uiC6MLoouji6JLo0uiy6PLoiujK6Kro6uia6Nrouuj66Iboxuim6ObolujW6Lbo9uiO6M7oruju6J7o3ui+6P3ogejB6KHo4eiR6NHosejx6Inoyeip6OnomejZ6Lno+eiF6MXopejl6JXo1ei16PXojejN6K3o7eid6N3ovej/6IPow+ij6OPok+jT6LPo8+iL6Mvoq+jr6Jvo2+i76Pvoh+jH6Kfo5+iX6Nfot+j36I/oz+iv6O/on+jf6Lx4TG7EZW7EdO7Ebe7EfB3EYR3EcJ3EaZ3EeF3EZjxOPG48Xjx9PEE8YTxRPHE8STxpPFk8eTxFPGU8VTx1PE08bTxdPH88QzxjPFM8czxLPGs8Wzx7PEY+NRzFiiau4jpu4jbu4j+eM54rnjueJ543ni+ePF4gXjBeKF44XiReNF4sXj5eIl4yXipeOl4mXjZeLl49XiFeMV4pXjleJV41Xi1eP14jXjNeK147XideN14vXjzeIN4w3ijeON4k3jTeLN4+3iLeMt4q3jreJt423i7ePd4h3jHeKd453iXeNd4t3j/eI94z3iveO94n3jfeL948PiA+MD4oPjg+JD40Piw+Pj4iPjI+Kj46PiY+Nj4uPj0+IT4xPik+OT4lPjU+LT4/PiM+Mz4rPjs+Jz43Pi8+PL4gvjC+KL44viS+NL4svj6+Ir4yviq+Or4mvja+Lr49viG+Mb4pvjm+Jb41vi2+P74jvjO+K747vie+N74vvjx+IH4wfih+OH4kfjR+LH4+fiJ+Mn4qfjp+Jn42fi5+PX4hfjF+KX45fiV+NX4tfj9+I34zfit+O34nfjd+L348/iD+MP4o/jj+JP40/iz+Pv4i/jL+Kv46/ib+Nv4u/j3+If4x/in+Of4l/jX+Lf4//iP+M/4r/jv+J/43/S8YkRmImVmInTuImXuInQRImURInSZImWZInRVIm4yTjJuMl4ycTJBMmEyUTJ5MkkyaTJZMnUyRTJlMlUyfTJNMm0yXTJzMkMyYzJTMnsySzJrMlsydzJGOTUYJEkiqpkyZpky7pkzmTuZK5k3mSeZP5kvmTBZIFk4WShZNFkkWTxZLFkyWSJZOlkqWTZZJlk+WS5ZMVkhWTlZKVk1WSVZPVktWTNZI1k7WStZN1knWT9ZL1kw2SDZONko2TTZJNk82SzZMtki2TrZKtk22SbZPtku2THZIdk52SnZNdkl2T3ZLdkz2SPZO9kr2TfZJ9k/2S/ZMDkgOTg5KDk0OSQ5PDksOTI5Ijk6OSo5NjkmOT45LjkxOSE5OTkpOTU5JTk9OS05MzkjOTs5Kzk3OSc5PzkvOTC5ILk4uSi5NLkkuTy5LLkyuSK5OrkquTa5Jrk+uS65MbkhuTm5Kbk1uSW5PbktuTO5I7k7uSu5N7knuT+5L7kweSB5OHkoeTR5JHk8eSx5MnkieTp5Knk2eSZ5PnkueTF5IXk5eSl5NXkleT15LXkzeSN5O3kreTd5J3k/eS95MPkg+Tj5KPk0+ST5PPks+TL5Ivk6+Sr5Nvkm+T75Lvkx+SH5Ofkp+TX5Jfk9+S35M/kj+Tv5K/k3+Sf5P/0jGpkZqpldqpk7qpl/ppkIZplMZpkqZpluZpkZbpOOm46Xjp+OkE6YTpROnE6STppOlk6eTpFOmU6VTp1Ok06bTpdOn06QzpjOlM6czpLOms6Wzp7Okc6dh0lCKVtErrtEnbtEv7dM50rnTudJ503nS+dP50gXTBdKF04XSRdNF0sXTxdIl0yXSpdOl0mXTZdLl0+XSFdMV0pXTldJV01XS1dPV0jXTNdK107XSddN10vXT9dIN0w3SjdON0k3TTdLN083SLdMt0q3TrdJt023S7dPt0h3THdKd053SXdNd0t3T3dI90z3SvdO90n3TfdL90//SA9MD0oPTg9JD00PSw9PD0iPTI9Kj06PSY9Nj0uPT49IT0xPSk9OT0lPTU9LT09PSM9Mz0rPTs9Jz03PS89Pz0gvTC9KL04vSS9NL0svTy9Ir0yvSq9Or0mvTa9Lr0+vSG9Mb0pvTm9Jb01vS29Pb0jvTO9K707vSe9N70vvT+9IH0wfSh9OH0kfTR9LH08fSJ9Mn0qfTp9Jn02fS59Pn0hfTF9KX05fSV9NX0tfT19I30zfSt9O30nfTd9L30/fSD9MP0o/Tj9JP00/Sz9PP0i/TL9Kv06/Sb9Nv0u/T79If0x/Sn9Of0l/TX9Lf09/SP9M/0r/Tv9J/03/S/bExmZGZmZXbmZG7mZX4WZGEWZXGWZGmWZXlWZGU2TjZuNl42fjZBNmE2UTZxNkk2aTZZNnk2RTZlNlU2dTZNNm02XTZ9NkM2YzZTNnM2SzZrNls2ezZHNjYbZcgkq7I6a7I267I+mzObK5s7myebN5svmz9bIFswWyhbOFskWzRbLFs8WyJbMlsqWzpbJls2Wy5bPlshWzFbKVs5WyVbNVstWz1bI1szWytbO1snWzdbL1s/2yDbMNso2zjbJNs02yzbPNsi2zLbKts62ybbNtsu2z7bIdsx2ynbOdsl2zXbLds92yPbM9sr2zvbJ9s32y/bPzsgOzA7KDs4OyQ7NDssOzw7IjsyOyo7OjsmOzY7Ljs+OyE7MTspOzk7JTs1Oy07PTsjOzM7Kzs7Oyc7NzsvOz+7ILswuyi7OLskuzS7LLs8uyK7Mrsquzq7Jrs2uy67PrshuzG7Kbs5uyW7Nbstuz27I7szuyu7O7snuze7L7s/eyB7MHsoezh7JHs0eyx7PHsiezJ7Kns6eyZ7Nnsuez57IXsxeyl7OXslezV7LXs9eyN7M3srezt7J3s3ey97P/sg+zD7KPs4+yT7NPss+zz7Ivsy+yr7Ovsm+zb7Lvs++yH7Mfsp+zn7Jfs1+y37Pfsj+zP7K/s7+yf7N/svH5MbuZlbuZ07uZt7uZ8HeZhHeZwneZpneZ4XeZmPk4+bj5ePn0+QT5hPlE+cT5JPmk+WT55PkU+ZT5VPnU+TT5tPl0+fz5DPmM+Uz5zPks+az5bPns+Rj81HOXLJq7zOm7zNu7zP58znyufO58nnzefL588XyBfMF8oXzhfJF80XyxfPl8iXzJfKl86XyZfNl8uXz1fIV8xXylfOV8lXzVfLV8/XyNfM18rXztfJ183Xy9fPN8g3zDfKN843yTfNN8s3z7fIt8y3yrfOt8m3zbfLt893yHfMd8p3znfJd813y3fP98j3zPfK9873yffN98v3zw/ID8wPyg/OD8kPzQ/LD8+PyI/Mj8qPzo/Jj82Py4/PT8hPzE/KT85PyU/NT8tPz8/Iz8zPys/Oz8nPzc/Lz88vyC/ML8ovzi/JL80vyy/Pr8ivzK/Kr86vya/Nr8uvz2/Ib8xvym/Ob8lvzW/Lb8/vyO/M78rvzu/J783vy+/PH8gfzB/KH84fyR/NH8sfz5/In8yfyp/On8mfzZ/Ln89fyF/MX8pfzl/JX81fy1/P38jfzN/K387fyd/N38vfzz/IP8w/yj/OP8k/zT/LP8+/yL/Mv8q/zr/Jv82/y7/Pf8h/zH/Kf85/yX/Nf8t/z//I/8z/yv/O/8n/zf8rxhRGYRZWYRdO4RZe4RdBERZRERdJkRZZkRdFURbjFOMW4xXjFxMUExYTFRMXkxSTFpMVkxdTFFMWUxVTF9MU0xbTFdMXMxQzFjMVMxezFLMWsxWzF3MUY4tRgUKKqqiLpmiLruiLOYu5irmLeYp5i/mK+YsFigWLhYqFi0WKRYvFisWLJYoli6WKpYtlimWL5YrlixWKFYuVipWLVYpVi9WK1Ys1ijWLtYq1i3WKdYv1ivWLDYoNi42KjYtNik2LzYrNiy2KLYutiq2LbYpti+2K7Ysdih2LnYqdi12KXYvdit2LPYo9i72KvYt9in2L/Yr9iwOKA4uDioOLQ4pDi8OKw4sjiiOLo4qji2OKY4vjiuOLE4oTi5OKk4tTilOL04rTizOKM4uzirOLc4pzi/OK84sLiguLi4qLi0uKS4vLisuLK4ori6uKq4trimuL64rrixuKG4ubipuLW4pbi9uK24s7ijuLu4q7i3uKe4v7ivuLB4oHi4eKh4tHikeLx4rHiyeKJ4uniqeLZ4pni+eK54sXiheLl4qXi1eKV4vXiteLN4o3i7eKt4t3ineL94r3iw+KD4uPio+LT4pPi8+Kz4svii+Lr4qvi2+Kb4vviu+LH4ofi5+Kn4tfil+L34rfiz+KP4u/ir+Lf4p/i//KMaVRmqVV2qVTuqVX+mVQhmVUxmVSpmVW5mVRluU45bjleOX45QTlhOVE5cTlJOWk5WTl5OUU5ZTlVOXU5TTltOV05fTlDOWM5UzlzOUs5azlbOXs5Rzl2HJUopSyKuuyKduyK/tyznKucu5ynnLecr5y/nKBcsFyoXLhcpFy0XKxcvFyiXLJcqly6XKZctlyuXL5coVyxXKlcuVylXLVcrVy9XKNcs1yrXLtcp1y3XK9cv1yg3LDcqNy43KTctNys3Lzcotyy3Krcutym3Lbcrty+3KHcsdyp3Lncpdy13K3cvdyj3LPcq9y73Kfct9yv3L/8oDywPKg8uDykPLQ8rDy8PKI8sjyqPLo8pjy2PK48vjyhPLE8qTy5PKU8tTyNG+XbbcY21Rj/+9fjB3b/+/feqGF/GU32GaTZTaZfax+jPQD+lHpR60fjX60+tHpRx/onbH8GvEL/BJ+Vfyq+dXwq+VXxy9ugBvgBrgBboAb4Aa4AW6AG+CGcEO4IdwQbgg3hBvCDeGGcEO4UXGj4kbFjYobFTcqblTcqLhRcaPiRs2Nmhs1N2pu1NyouVFzo+ZGzY2aGw03Gm403Gi40XCj4UbDjYYbDTcabrTcaLnRcqPlRsuNlhstN1putNxoudFxo+NGx42OGx03Om503Oi40XGj40bPjZ4bPTd6bvTc6LnRc6PnRs+Nvg/Z4NjhczR8YviU4bMaPuvhsxk+2+GzGz6HtdGwNhrWRsPaaFgbDWujYW00rI2GtdGwNhrWMKxhWMOwhmENwxqGNQxrGNYwrGFYk2FNhjUZ1mRYk2FNhjUZ1mRYk2FNhrVqWKuGtWpYq4a1alirhrVqWKuGtWpYq4a1elirh7V6WKuHtXpYq4e1elirh7V6WKuHtWZYa4a1ZlhrhrVmWGuGtWZYa4a1ZlhrhrV2WGuHtXZYa4e1dlhrh7V2WGuHtXZYa4e1bljrhrVuWOuGtW5Y64a1bljrhrVuWOuGtX5Y64e1fljrh7V+WOuHtX5Y64e1flgb3hIMbwmGtwTDW4LhLcHwlmB4SzC8JRjeEgxvCYa3BMNbguEtwfCWYHhLMLwlGN4SDG8JhrcEw1uC4S3B8JZgeEswvCUY3hIMbwmGtwTDW4LhLcHwlmB4SzC8JRjeEgxvCYa3BMNbguEtwfCWYHhLMLwlGN4SDG8JhrcEw1uC4S3B8JZgeEswvCUY3hIMbwmGtwTDW4LhLcHwlmB4SzC8Jahrf7Ot99h+c9SNfrT60elH//8+mrH6MdIP6IfoR6UfernRy41ebvRyo5dbvdzq5VYvt3q51cutXm71cquXW73c6uVOL3d6udPLnV7u9HKnlzu93OnlTi93ernXy71e7vVyr5d7vdzr5V4v93q518v9/7ssY8fqx0g/oB+iH5V+1PrR6EerH51+6OWRXh7p5ZFeHunlkV4e6eWRXh7p5ZFeHull6GXoZehl6GXoZehl6GXoZehl6GXRy6KXRS+LXha9LHpZ9LLoZdHLopcrvVzp5UovV3q50suVXq70cqWXK71c6eVaL9d6udbLtV6u9bI2KNqgaIOiDYo2KNqgaIOiDYo2KNqgaIOiDYo2KNqgaIOiDYo2KNqgaIOiDYo2KNqgaIOiDYo2KNqgaIOiDYo2KNqgaIOiDYo2KNqgaIOiDYo2KNqgaIOiDYo2KNqgaIOiDYo2WGmDlTZYaYOVNlhpg5U2WGmDlTZYaYOVNlhpg5U2WGmDlTZYaYOVNlhpg5U2WGmDlTZYaYOVNlhpg5U2WGmDlTZYaYOVNlhpg5U2WGmDlTZYaYOVNlhpg5U2WGmDlTZYaYOVNlhpg5U2WGmDlTZYaYOVNlhpg5U2WGmDlTZYaYOVNlhpg5U2WGmDlTZYaYOVNlhpg5U2WGmDlTZYaYOVNlhpg5U2WGmDlTZYaYOVNlhpg5U2WGmDlTZYaYOVNlhpg5U2WGmDlTZYaYOVNlhpg5U2WGmDlTZYaYOVNlhpg5U2WGmDlTZYaYOVNlhpg5U2WGmDlTZYaYOVNlhrg7U2WGuDtTZYa4O1Nlhrg7U2WGuDtTZYa4O1Nlhrg7U2WGuDtTZYa4O1Nlhrg7U2WGuDtTZYa4O1Nlhrg7U2WGuDtTZYa4O1Nlhrg7U2WGuDtTZYa4O1Nlhrg7U2WGuDtTZYa4O1Nlhrg7U2WGuDtTZYa4O1Nlhrg7U2WGuDtTZYa4O1Nlhrg7U2WGuDtTZYa4O1Nlhrg7U2WGuDtTZYa4O1Nlhrg7U2WGuDtTZYa4O1Nlhrg7U2WGuDtTZYa4O1Nlhrg7U2WGuDtTZYa4O1Nlhrg7U2WGuDtTZYa4O1Nlhrg7U2WGuDtTZYa4O1Nlhrg7U2WGuDtTbYaIONNthog4022GiDjTbYaIONNthog4022GiDjTbYaIONNthog4022GiDjTbYaIONNthog4022GiDjTbYaIONNthog4022GiDjTbYaIONNthog4022GiDjTbYaIONNthog4022GiDjTbYaIONNthog4022GiDjTbYaIONNthog4022GiDjTbYaIONNthog4022GiDjTbYaIONNthog4022GiDjTbYaIONNthog4022GiDjTbYaIONNthog4022GiDjTbYaIONNthog4022GiDjTbYaIONNthog4022GiDjTbYaIONNthog4022GiDjTbYaIONNthog4022GqDrTbYaoOtNthqg6022GqDrTbYaoOtNthqg6022GqDrTbYaoOtNthqg6022GqDrTbYaoOtNthqg6022GqDrTbYaoOtNthqg6022GqDrTbYaoOtNthqg6022GqDrTbYaoOtNthqg6022GqDrTbYaoOtNthqg6022GqDrTbYaoOtNthqeq2m12p6rabXanqtptdqeq2m12p6rabXanqtptdqeq2m12p6rabXanqtptdqeq2m12p6rabXanqtptdqeq2m12p6rabXanqtptdqeq2m12p6rabXanqtptdqeq2m12p6rabXanqtptdqeq2m12p6rabXanqdptdpep2m12l6nabXaXqdptdpep2m12l6nabXaXqdptdpep2m12l6nabXaXqdptdpep2m12l6nabXaXqdptdpep2m12l6nabXaXqdptdpep2m12l6nabXaXqdptdpep2m12l6nabXaXqdptdpep2m12l6nabXaXqdptdpep2m12l6nf7767TBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wU4b7LTBThvstMFOG+y0wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvstcFeG+y1wV4b7LXBXhvs+z7434/R2LFj+TXiF/gl/Kr4VfOr4VfLr45f3BhxY8SNETdG3BhxY8SNETdG3BhxY8QNcAPcADfADXAD3AA3wA1wA9wQbgg3hBvCDeGGcEO4IdwQbgg3Km5U3Ki4UXGj4kbFjYobFTcqblTcqLlRc6PmRs2Nmhs1N2pu1NyouVFzo+FGw42GGw03Gm403Gi40XCj4UbDjZYbLTdabrTcaLnRcqPlRsuNlhstNzpudNzouNFxo+NGx42OGx03Om503Oi50XOj50bPjZ4bPTd6bvTc6LnBzkfsfMTOR+x8xM5H7HzEzkfsfMTOR+x8xM5H7HzEzkfsfMTOR+x8xM5H7HzEzkfsfMTOR+x8xM5H7HzEzkfsfMTOR+x8xM5H7HzEzkfsfMTOR+x8xM5H7HzEzkfsfMTOR+x8xM5H7HzEzkfsfMTOR+x8xM5H7HzEzkfsfMTOR+x8xM5H7HzEzkfsfMTOR+x8xM5H7HzEzkfsfMTOR+x8xM5H7HzEzkfsfMTOR+x8xM5H7HzEzkfsfMTOR+x8xM5H7HzEzkfsfMTOR+x8xM5H7HzEzkfsfMTOR+x8xM5H7HzEzkfsfMTOR+x8xM5H7HzEzkfsfMTOR+x8xM7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzsHOwc7BzoWdCzsXdi7sXNi5sHNh58LOhZ0LOxd2Luxc2Lmwc2Hnws6FnQs7F3Yu7FzYubBzYefCzoWdCzsXdi7sXNi5sHNh58LOhZ0LOxd2Luxc2Lmwc2Hnws6FnQs7F3Yu7FzYubBzYefCzoWdCzsXdi7sXNi5sHNh58LOhZ0LOxd2Luxc2Lmwc2Hnws6FnQs7F3Yu7FzYubBzYefCzoWdCzsXdi7sXNi5sHNh58LOhZ0LOxd2Luxc2Lmwc2Hnws6FnQs7F3Yu7FzYubBzYefCzoWdCzsXdi7svGLnFTuv2HnFzit2XrHzip1X7Lxi5xU7r9h5xc4rdl6x84qdV+y8YucVO6/YecXOK3ZesfOKnVfsvGLnFTuv2HnFzit2XrHzip1X7Lxi5xU7r9h5xc4rdl6x84qdV+y8YucVO6/YecXOK3ZesfOKnVfsvGLnFTuv2HnFzit2XrHzip1X7Lxi5xU7r9h5xc4rdl6x84qdV+y8YucVO6/YecXOK3ZesfOKnVfsvGLnFTuv2HnFzit2XrHzip1X7Lxi5xU7r9h5xc4rdl6x84qdV+y8YucVO6/YecXOK3ZesfOKnVfsvGLnFTuv2HnFzmt2XrPzmp3X7Lxm5zU7r9l5zc5rdl6z85qd1+y8Zuc1O6/Zec3Oa3Zes/OandfsvGbnNTuv2XnNzmt2XrPzmp3X7Lxm5zU7r9l5zc5rdl6z85qd1+y8Zuc1O6/Zec3Oa3Zes/OandfsvGbnNTuv2XnNzmt2XrPzmp3X7Lxm5zU7r9l5zc5rdl6z85qd1+y8Zuc1O6/Zec3Oa3Zes/OandfsvGbnNTuv2XnNzmt2XrPzmp3X7Lxm5zU7r9l5zc5rdl6z85qd1+y8Zuc1O6/Zec3Oa3Zes/OandfsvGbnNTuv2XnNzmt2XrPzmp3X7Lxh5w07b9h5w84bdt6w84adN+y8YecNO2/YecPOG3besPOGnTfsvGHnDTtv2HnDzht23rDzhp037Lxh5w07b9h5w84bdt6w84adN+y8YecNO2/YecPOG3besPOGnTfsvGHnDTtv2HnDzht23rDzhp037Lxh5w07b9h5w84bdt6w84adN+y8YecNO2/YecPOG3besPOGnTfsvGHnDTtv2HnDzht23rDzhp037Lxh5w07b9h5w84bdt6w84adN+y8YecNO2/YecPOG3besPOGnTfsvGHnDTtv2HnDzht23rDzhp037Lxh5w07b9h5w85bdt6y85adt+y8ZectO2/ZecvOW3besvOWnbfsvGXnLTtv2XnLzlt23rLzlp237Lxl5y07b9l5y85bdt6y85adt+y8ZectO2/ZecvOW3besvOWnbfsvGXnLTtv2XnLzlt23rLzlp237Lxl5y07b9l5y85bdt6y85adt+y8ZectO2/ZecvOW3besvOWnbfsvGXnLTtv2XnLzlt23rLzlp237Lxl5y07b9l5y85bdt6y85adt+y8ZectO2/ZecvOW3besvOWnbfsvGXnLTtv2XnLzlt23rLzlp237Lxl5y07b9l5y85bdt6y85adt+y8Y+cdO+/YecfOO3besfOOnXfsvGPnHTvv2HnHzjt23rHzjp137Lxj5x0779h5x847dt6x846dd+y8Y+cdO+/YecfOO3besfOOnXfsvGPnHTvv2HnHzjt23rHzjp137Lxj5x0779h5x847dt6x846dd+y8Y+cdO+/YecfOO3besfOOnXfsvGPnHTvv2HnHzjt23rHzjp137Lxj5x0779h5x847dt6x846dd+y8Y+cdO+/YecfOO3besfOOnXfsvGPnHTvv2HnHzjt23rHzjp137Lxj5x0779h5x847dt6x846dd+y8Y+cdO+/YecfOe3bes/OenffsvGfnPTvv2XnPznt23rPznp337Lxn5z0779l5z857dt6z856d9+y8Z+c9O+/Zec/Oe3bes/OenffsvGfnPTvv2XnPznt23rPznp337Lxn5z0779l5z857dt6z856d9+y8Z+c9O+/Zec/Oe3bes/OenffsvGfnPTvv2XnPznt23rPznp337Lxn5z0779l5z857dt6z856d9+y8Z+c9O+/Zec/Oe3bes/OenffsvGfnPTvv2XnPznt23rPznp337Lxn5z0779l5z857dt6z856d9+y8Z+c9O+/Zec/Oe3bes/OendPDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDvRwoIcDPRzo4UAPB3o40MOBHg70cKCHAz0c6OFADwd6ONDDgR4O9HCghwM9HOjhQA8HejjQw4EeDlRwoIIDFRyo4EAFByo4UMGBCg5UcKCCAxUcqOBABQcqOFDBgQoOVHCgggMVHKjgQAUHKjhQwYEKDlRwoIIDFRyo4EAFByo4UMGBCg5UcKCCAxUcqOBABQcqOFDBgQoOVHCgggMVHKjgQAUHKjhQwYEKDlRwoIIDFRyo4EAFByo4UMGBCg5UcKCCAxUcqOBABQcqOFDBgQoOVHCgggMVHKjgQAUHKjhQwYEKDlRwoIIDFRyo4EAFByo4UMGBCg5UcKCCAxUcqOBABQcqOFDBgQoOVHCgggMVHKjgQAUHKjhQwYEKDlRwoIIDFRyo4EAFByo4UMGBCg5UcKCCAxUcqOBABQcqOFDBgQoOVHCgggMVHKjgQAUHKjhQwYEKDlRwoIIDFRyo4EAFByo4UMGBCg5UcKCCAxUcqOBABQcqOFDBgQoOVHCgggMVHKjgQAUHKjhQwYEKDlRwoIIDFRyo4EAFByo4UMGBCg5UcKCCAxUcqOBABQcqOFDBgQoOVHCgggMVHKjgQAUHKjhQwYEKDlRwoIIDFRyo4EAFByo4oYITKjihghMqOKGCEyo4oYITKjihghMqOKGCEyo4oYITKjihghMqOKGCEyo4oYITKjihghMqOKGCEyo4oYITKjihghMqOKGCEyo4oYIT2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9o3oX0T2jehfRPaN6F9E9q3/9PDHRMBAAMxDOPUmD+276TNIHQe+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/Gvo19G/s29m3s29i3sW9j38a+jX0b+zb2bezb2Lexb2Pfxr6NfRv7NvZt7NvYt7FvY9/mBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsGNghsFNwpuFNwouFFwo+BGwY2CGwU3Cm4U3Ci4UXCj4EbBjYIbBTcKbhTcKLhRcKPgRsFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFwUXBRcFFweUFFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw8XDxcPFw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')format("woff");}.ffb{font-family:ffb;line-height:0.933105;font-style:normal;font-weight:normal;visibility:visible;}
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"/><div class="c x0 y1 w2 h0"><div class="t m0 x1 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">  </div><div class="t m0 x1 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y4 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y5 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y6 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y7 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y9 ff1 fs0 fc0 sc0 ls0 ws0">DOM DEVELOPMENT<span class="_ _0"></span> S.A. </div><div class="t m0 x1 h3 ya ff1 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 yb ff1 fs1 fc1 sc0 ls0 ws0">SPRAWOZDANIE FINANSOWE </div><div class="t m0 x1 h3 yc ff2 fs1 fc1 sc0 ls0 ws0">ZA ROK ZAKOŃCZONY<span class="ff1"> </span></div><div class="t m0 x1 h3 yd ff1 fs1 fc1 sc0 ls0 ws0">31 GRUDNIA <span class="ls1">202</span>2 ROKU </div><div class="t m0 x1 h2 ye ff2 fs0 fc1 sc0 ls0 ws0">SPORZĄDZONE ZGO<span class="_ _0"></span>DNIE <span class="ff1"> </span></div><div class="t m0 x1 h2 yf ff2 fs0 fc1 sc0 ls0 ws0">Z MIĘDZYNARODO<span class="_ _0"></span>WYMI STANDA<span class="_ _0"></span>RDAMI SPRAWOZDAWCZ<span class="_ _0"></span>OŚCI FINANSOWEJ<span class="ff1">  </span></div><div class="t m0 x2 h2 y10 ff3 fs0 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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jw2srEhK62WHeo8NFIKj9vc51u5bVugvn76g0kcPtz33//d8a1vpVtbjclK9tAVV1R//vOFd97pKy098+12PB558cW2f/iHwV//euzbDb//ii1bggsXjj4z9OKL+265xZh0cWLJN2/eyldeCdTVjT5z9Pd/v/sHPziLWRP9rapzZUzf2ujt0eH9Wrz81OEa6XTq/Pz6jCkCAADAiLbWk6FdDyg9/kb7ww2BUyN+itatLgp6Jxm440qlFadThEeNL6vjwOTXyE2fz5ObO+PxhBoaqr/4xWVPPGF4vWd+mq+ycvkvflH2oQ9NGgwkeXJyCu+4Y9kTTxTfffe44zVNMxgc+0T+jTeW3XvvVBV76e/93thgIMmTl3d2Zzg1pNSgZp6L3dSk6NBolnFn36MgGwAAAODs7dv9es4zf77E33XGylxeVVTLUTqjH8Zrr20onWIHrvLy5Q9KSid16Gn1NJ6b+xGF162r+Zu/mVC4BxctWrlly4SSffJ6Nxhc8uijhbffPv3F+vr/9//O3JsrGeFw+Uc+cq5OsuOov/nUrt1p71nU0jwy5Ok8IhsAAABAkjKvf6dQiWkaAj/uCt73rtUeGVOv7+tROE8eHXtJfc2zCwZOMpnp7c10d9uRyJmvzvuLvwguWOCOOaLKT3xi7KCgGUreQGDe5z8/fTbwlZWVfuADZ25T84UvhK644hye5/6WaecbjOpsVzxxnudWkw0AAAAud7ZtP//w36/2nZji9ZGGQMmKpUrZ0+7IyQQKDv1KAydn3TE48YlP7Jg/f+eCBTvq6natWtX61a+6Y27qb4ZCCx54YHRkkRkKFd9zz7hDdJy2v//7NzZu3LF48a7Vqxs/+clMT8/YDfKuvz5/w4bpy+yyD3/Yk58/dpuclSurPvOZc3u2Y72y0lksIG3ZOvDG8LAur89HNgAAAMD5sHvbS5s8z5uOO01D4D86cjevrhg3D+HMh2nETsZ6mofzxAyPibEikbCjUTsWswYGEnv3nvirv2r9ylfGblB4xx2BhQtdyZEKbr01sGDB2Fc7vvGNE5/7XGzbttSxY4k9e9q/8Y2Dd97pptOnq95AoPLTn57+Nqmhhobav/3bMUsLqPxjHzOnWN7BPauHpExG6WxuSWpI3b0a6Jfjen1+sgEAAADOB2ff49M3BFq6YxuuX2Ya0zYDHEf794Qz7V7fORgFY0gnv/71VFPTuNr91Nie4t/+7bHPZ7q6Wv72bye8fWj79qEtW8Y+WXDLLZ5wePrPrfjTPw2vWzdc+vtrakruvfecn21XSseySxKm1NaadjyBQIBsAAAAgDn3+svPXuk7PH1D4LkDfYtr8qcr+U1TzY1qafEFVFx9Do7KkOxEIr5v39gnA7W1kgzTzL3yyrHPJw4fzgwOGmfsIf7GG2Of8VVUeEtLZyiOA4GKj31s+IsuevBBf2XlXJzzTDzrTXs64wkrEAiSDQAAADC3hoYGy/b9qzH9hX7HcdIppe3prnC3t+nEieHSsqJBhnFuDs/q7R37n97CQlcy/H5vWdm4zcZPLRiV7uiY8MxU9x51xow+KnnvewP19QWbNxfdeefwM67rOuduZWJDyiSU7YQMy4odb/X5GVMEAACAOXbg9ZfrwkPTNwQGjxxbv6R0um2GBrV7t2xreJB+foX84XNzeGMnDEiSxzN8SMbwP0Yr+1Rq0hLczWQmPjlFkd39/e+7pxY+85WVLXrwwapPfGI04iT27u345jfPZTZIZj1BwVG13dHceJRsAAAAgLmVbt42Y0Pg6ddaF5WGptzAtnXowLii0lRe2VvsPCQOH2763OdGlxgrfNvbit71rtFXO779bde2z+HH2ems+wauFAi17v4N2QAAAABzqzJzfMaGQIu3MCfgnXKbPbs1ODhSxY6kBRVUyJnlfYqU3Wbu1CX0rD5iAsPjOfmP/zh2foJxqmlgDQx0/fCHExZmdt/cw7Jns5dATtXQTrIBAAAA5pBt29VG74wNgfr55ZNX2oahtpPq7p54CdxVXrlkvMXOhiF1/Mu/THjSSaWOfvjDVn//uf0sx57NYYVzF3g7Xt/yLNkAAAAAc8XKpHM8U1epe3ZrcLA9qbW1BXImu3+Rbev4sUnLyVCe8kvO53q+5yYbdD/0UGb89OWh557r+clPznnMcd2ss5NpKJTjl5uz+7v2OR3XRDYAAADA2HCQmrEh0Jz2x1LWJNs4jvbsUjI5ac/BkKqXn4tSdfy6Y8N3E3Ita8LkY3OyVQtcyczJmXjU095uyI5GD/3e7yWPH8/09GR6etJtbW3f+Mac9D+yH35kehUIyHGW5fQc2rd7rv8ivPxPAQAAcHnyuBkNr4V8Zt1/qiGQKSlv6oqvXlAge/x2vd3q7JZnytq3uE6BsNKxN3WE/qqqcVmmp8eQ3HQ63dYWqKubarPR8ttfUzPhe9nDUyOmYEhDzz67o6HB9HolOZmM6ziGzn0DxDCz3qkvIK9Pjm24TteBV65YvX5O/yToGwAAAFym3EnHtYxvCNTWVZSGfY7lTKyim5umDAanysyC8lnMRZ5kCm5lZc7q1WO3SZw44UqONPTii2OfDzU0hBYunPB2wzTzrr563NuPH8/09Mw8Ddq27VTKTqWGb1uU/QHPohmQfQ0ePLUisuMWDu6d6z8JsgEAAMBlyjYDMs+IB8MNgVNPxxOpDQsLeqOZMTWyoY52DQzMtHcVzpNz1rnF52t4+GFfScnpZywrvmfP8L97Hnlk9H6jkjx5eQ3/8R8KBE4HHKn6L/4ivG7d2H32/fjHI6OSLvSZNz1ZH0QoJNcdPvNL3Kburq45PTDGFAEAAFymPD6/Y7vjLxVPbAh0HmtZfkX1thO9mxuKR55Kp3T4YDalbX6ZvF7ZVlbTboOLFoU3bjRc1wgEQvPnl73//QWbN4/doOOBB9IdHYZkSJFdu2I7d+ZeeeXoq3kbN6548sme//7vTE+PJxwuvPXWsg9+cOzbrYGB9nO3ftmb4Upen0Zu8jo9Rwrl6FQKCvuc7c88cvP7/5xsAAAAgHNdCPr8fVZOiSd+KhecagiMqeVLM1EnYzd2xbW8ZGTKQXe3UulsRp8EclRWr45jWR1M3Ze/XPflL0/1aurkycbPfc5wR6ppw3G6H354bDaQVHjbbYW33TbVHvqffDLR3HyRjJnxBrKOETljplm77rL+Z5PJjweDwTk6MMYUAQAAXKYMwzhhjJmtO9oQGPNYErL7BuJLynMSGUeSTFOdHTKyHVlfvVyeN30t2rXtE1/8opNMjn2y83vf6//lL7PcQ7KxseVrX7tICl9X8gU18+JwwzkolDP2nZXhZOORA3N3bGQDAACAy1e0ZLU8p9oEww2B8QOAAh6daOq6qaH40Vfb5DEUjyv7hcBchQqVWzJlNMlyN53/+q/dP/zhhK3t/v59b397/89/PuPbE4cP77766vj+/RfPafcFszp7CvgUCIxbU8Jxexr3kQ0AAABw7tWtvTnh+qTpGgLRk53yGG9bWbanJaLmE7KdWdyRx1LxvEkukdvJZPzAASeVkjv5oHvXcTJdXT2PPbbvXe869pnPaIqr6gc+8IGjf/Ingy+9dObCBa5tx/bubfnqV/fcfnu6t3fcHlzXHb+OmGtZ038POxodu72TybyZ+xT5Q9ltV1Qkz/i7QVmOeo7M3d+D4bou/1cAAABctp5/6O83ZZ5RLKGXX5I7yY2FjseNqrfdEvJ5v/tCy0eMo0pmNJv1wOIRvfbzyS5Ie72BqqrA/PnB+fP98+b5SkvN3FxPOGwPDaVaWiJbt0ZeecVKpbK5ku1IodragltuCa9d68nPd5PJ+IEDQy+8EN2/X7Y96cGGGhq8xcWnD/LAgemXPjBDofDq1SO9DseJ7dvnxM5y7QbD0NX3yD/jlANXWr1aFZUT4tM+p3bFH32HbAAAAIBzLxaLtT70pw3HnlNT81RF/3N2yc13XvU/Lze/q3BQzW2zygaudHCLek5O8ib3jH+MLjQ2fD+iWX2KO5s9nFkBG1l8RPYbT7OTnDytf5uMGUOPx6vrb5B34nSNfidU+Ec/MYw5Wa+ZMUUAAACXtXA43F17lzrbp9nmarf38JGO3p4hrVitvIJZDaAxpPmrJl/tyzj1ME89Rv+tKZYbm8rYNxqndjVNiW+Mf2RjdMs3U5W7UkGZDE8Wpy4UHrtiw6hCT9IePyDqHOIepgAAAJe7/Mo6lZepuW3K/OBV966DoYIqZSwtX6adu5ROZVsjuwoVKK9Ug9kt2+UtKSl797u9hYWGzxc/cqTvySftWMxbXFxy992BmhrZdmTHjuTRo0W3397705+m2toklb///XKc3ieeKL7rrtDixZISR450Pfpo2T33ePLyun70I9m2Kxleb8ldd4VXrsz09PQ99VSysdH0+crvu89fXi6PJ3XyZP9TT6U7Oopvvz1QX9/1ox850ai83vL3vc9JJrsfe8xbWFj+gQ/4SkvtSKTvZz9zLKv4bW8beuml6O7d3uLi8ve9L/raa6GlSz15eaPfZejll6O7d084T0XzsljZwJUK8uVMMsTLMOXY9pn9BLIBAAAAzoGBk0e0YrX6Y4pMOeY+X5mSsjw5rvLytPFqvbpNVjrbD3BUWqP+rqyGrIRWrlz84IOj/xl9/fVdN95Y95d/WfPZzw4/0/P4481f/vLiBx7wFBQ0f/3rvry8Jf/yL4PPPecpLFxy6o2R119vf/TRmr/8y5ylS3sef9yJx2UYDf/6rxUf+cjIEaVSr61a5QwNLXngAcPvHzkPv/nNzltvnfe//lfxXXfZ8Xj3ww/nXXfd0oceiu3e3fnYY7Wf/WztF784+nY7mVz8zW8OPPPMrttuC86fv/hb32r9p3+q/IM/8OTmjh5805e+FN29e1zx7VVBaXarnhUWTpoN5MhxLCkwF38JjCkCAAC43Dn9TSMNAV9gqrK13wyWFYYkyXUVCGrFCnl8Wd2k35VcFVfJ9Ga3ueNI6vj2t19duLDjO9/JvfLKgttvDy1d6tr26xs2vFJff+jjH48dOJBqbS2+807XNPOvv94Mhzu++93wypWS3rj77lfq6/fceackOY6bTo+M0Fm5suIjHxl49tltq1Y1fulLZiBQ9p73OJbl2nbbN7/58oIFnT/8Yf711wfLyx3LklT18Y9bUtUf/qEk13FsKbRsWfd//ufL9fWv1Nd3/Pu/y7Yl5d90U+WHPuQ4jiQrEtm+Zs2ed7xDUs9PfrL1iitO3n+/xn+7QJ68wZlOgSOZhvLzJ/8lXFfOXI0pIhsAAABc7kKp7tMNAZ9/8oo0N7cg6D1dnpaW6JoNU218pmBY8xYo+3vg2NFoqrGx75lnJAVraoZv5Vl8223l99yTt2ZNJp2OHziQt2GDt6io+J3vdGKxvqefHr78X3jddeX33FOwceOEHQbq6iQNbtmS2Lu37xe/kBScP3+4vrcikfTJk4ZpGqY5fFMgN5PJu+aaRX/3dyX33OPET60bbZr+mpryd76z7J57fCUlI/MWDGPpv/2bv6xseJPU8ePJEyck2ZFI4sABe2BgwmHkFiqrs1BcpKkWP3Y16e2kyAYAAAA4B/KcgZGKf+qGQCA3FPKaYxbhchQIau1qBcNZtQMc1S6XP5BVm0Fj/jHKMM3S97yn/L778jdtkhTbs8cMBnMaGopuuy1++HAqFhu+wWjJ3XeX33df0Z13TjgoY3g2tOue3rPH47quK837sz+7trm57N57ux55JN7dbZimk0p1fv/7dX/91/1PPRU/eFCjixQvWVL+oQ9VfPCDgUWLhp9pe/BBw++v/vM/1xmHPckiCVJ+sWRn8f3r6kZ+kckexpzdaJT5BgAAAJe7sBsfmVg82hB4dfuE6QQ5BaGJt810XeXn67qN2v66BgdnnJrsD6m4Up1N2R6VK5mBgKThQT5uJrPzlluswUFD8kiRnTslFW3aFFqypPMHP5BGFlp+493vThw6pNFL4K7rOs7wamuSzFDIlYzh3SYSw28ZeO65rv/6r/jevZFT84YNn6/pa1+L7t7d+7OfrZ+6us0AACAASURBVHrySTc9ciq6Hnnk4Cc/OXxDpMoFCyT1/upXoUWLSu66K8tvlFeSxXahHJWWTj7ZYPjwNFd9A7IBAADAZc113YCbOb3A1nD3YO1q7T2geGy04i/IzbHsKS5Xr1mlo8fU3jnDWBdL5XVqa5ph4MrwZ4RXr573Z38276MfdS1raMeOos2bDZ+v9tOftnp6EkeP9v7yl9F9+ySV33efpMiuXYZkDQ1JqvnjP04eO5Zub29/7DEnFvMWFdV8+tN2JBLduzfT3V323veme3uLNm2SNLh1q3w+SbG9e9sffnj4tqfOqQPIDA62/PM/m6fuvepKdixWcP31dZ/4hCH1//rXo/2NAx/72JVbtwZra93J+gZjv1duvnLCWYwpKime/nXTZb4BAAAA5iYbTCxXRxsCBQXDr7iuAj5PNGVNPsrF59PKFVqySDOVrEVlysufoTZ2MxlJRZs3L/3mN4P19fve977I9u0dDz3kWtaCv/mbJfffP++P/9iRYvv2Db3ySviKK5x0uu+ZZ0yp85FHrKGh2k99asn999d94QuSOh56yPT7F371q0vuvz+0ZMmu2283vN5FX/ta0a23tj74YOePfjT6fSeucmAYct3RzsNw0dzx8MO5a9c23H//kvvvL7r1VvfUq6n29vZvf1uSO7zsgOPo1IzqCZmnZpHMGa/M21JZqWx7qgFFcl1TczWmiHWRAQAALndt3/qdeeZkdy9Np4cbAo7jdK/fcHjQvnFB/nQ76u/X4aMaik55/dnQQLd2vThtg8Hj8VdXe3JzDdNMt7dnenuHlzr2V1b6Skokpbu6Mt3dksxgMLhggTUwkG5vH97GV1zsr6yUaVq9van2dkmBmhpvYaGbyaRaWux43FdU5K+utiORZFOTJMMwAnV1Vl+fFYkYpyp4X3m5GQymW1qGU4GvstIwzeGFFIILFnhyc91UKtXSIsPwV1am2trcZNIIhQJVVenubicSMTwef12dPTRk9faO/Vpev659m7y+6YORFM7RhquG515PxfngI2ZeOdkAAAAA597xf753odk1VaWuE006cKRt3VWvnkz+zrqyGfZl23pjr7r7powHXu14VgPdl91JLqnSmhs0Q2vFldauUnmZpi3RrQ/+pzevbC4OkvkGAAAAl7shT4Hcrilr/doa5YYTMas/npYp2dNeWTZNrV2t1jYdb1JqsrWTLVXVq6/78hra7killZpxzJXyclU23SzkU3ubq5PHfAMAAIDLXdQz091zioqGDF9hjk+e7KrHmmpdv1FFhZPer7Nsnvz+7JdNuxQeMlRckcWSZ5UVymJQjzvjPaHIBgAAADg7dtF8mZpm8qtcN5awrltY0NwRzaoudV2Zptau0hUNCoYmTJ31erVsnQzjcjm9jlRdp2BohnpfXp8qs5pF4Br0DQAAADA3CutXztgQsGynqiiwvSmaspzpU8Tph2mqukrXXqUVyxQes0Sao/JqVdRcLq2DUFgNa2RMv5Hp0fpV8vtnPquGDI+PbAAAAIA5sWjZqrZE7vQNgaIcnzzm764r23oiMst601RVhTasV2213FOf4Wje/Dlbweti4kpllfLMOMm3rERFBVnt0ZDpmas5w2QDAACAy11uXl7PtZ9PuZ5pLlcvLAm0dkVlqLE7Lu/sxwOZppYv0dVrVFoqw5SrwmJVVl0GrQNDlbWaLgYNb1RfIzurrBTPmB4vfQMAAADMmdVXXbtfi6bZIC/o7YlaKcv5wJXlz+/rlaFsRxaNPhxHBflav1JrVsjrMx2tWCev71IOBo5UXqGCwpk2WlSv/LwsT2OLUTG6WjPZAAAAAHMiueQd0zcE1lTn7m+Peb1mVWFwf3vsLD/GdlRarBuu1rJF3sKcqhpdwott+fxatlrTfUNXKi7QgjplueaYoY7cFXN3wGQDAAAASNLGW+/amV40fUMgmbLlNRoqcnY0R+T3nOUnua68XtXX6Pqra3+rfvjS+SXZNyivVDA87Ra2tHj+bNKGJ3/pDWQDAAAAzC3TNOve/7WjdsV0+aE+b8exARm6d13Zd547GUnbsx5ZNHaIke3krqq/6Q9rFzUomHNJNRCGJxHUzJ9+vTNDyxaoID/bMybtiVUuW7uBbAAAAIA5V1Ja1r/6o9M0BEzTqCsOHe2Ke73mx66revS1LvneXD3pujlrFi65MmfTbVq0dORK+qUx06C2ToVF03738hItrM/+VCUsN3zXl0KhENkAAAAA58OVN/7WC+Ufjiow1dXr0rC3L5oZzg+/s7bs319sG0jbw1X+2TcQaufJ1pKluuk2LV2ucL5c463dRgiH1bBi6sFSjhQMackCWVa2Z8nQ07FFC5csm9PDJhsAAABgTHVomje960OvlbxzmobAVbW5L+zriaTtwpDno9dUPr6jW743scqx66qqXOGgHOWEtGiJbtystesVCMp6azYNbKmuXr5pFiHw+7VxrYKB7E+S7ThL7vnUXP/6huu6/D8AAACAsZLJ5Naffm9t148L3MRUt9B57sjgzSuKlXEcx3lsd+/isuC6ujzZZ1tbRuPa9oZs61SVKttSd4862tTTrVT6LXNJ25XCYV17g/y+KV72eLRmqcpKlHUd3pe0Xqz+yD0f+DjZAAAAABfGlp8/en3zN5WefE2uZMZ5tSmyrj6vwO+R6zb2Jo/1Jm9bXnSW8cA0tP+YmtsmLs/sUSqpN3aps1N6Kwx6MUzdeKNy86e4dalh6qqVKirIPhjIa/zgaP6H/vHJ83HwZAMAAABMynXd3VtfCm57YJnn5FQV/0vHh25YVjicHyzL+cH2rmsX5y8vC53NdIFESlt3K5M5o2KV6yoaU1eHOrs0OCjblnFxnjFpfr1Wrp5iIWTToxWLVVWWfTBIOc4LxyJVf/j9lWvWkw0AAABwgfX39x39j7++WnsnjQeu6+5qjQX95vKq8OgGP3q96/3XVCjjzC4hGIZ6+vX6vikLf0MyFR3SsaNqa1fGlqmLLCSY2nyLQsHJXvJ4dfVK5efOpmNg/upQJP9dX9m4+c7zc/hkAwAAAMzAcZyXf/5f847/90J1TFru98eto73JqxfkD8eDtOX8fH+fLd2xrCg3YMrOuoQ3DO0+qI6eGbY3lEior0/d3ertUyIu9yIICaZHV65TReUZo4lcKSekKxapuCCrHbmuDKMjlnmjLeauv++Oj37+vH0FsgEAAACy9cJ3/s9N6WcmbQg4jvvyiUhVkX9RcXD01V0no53R9B2rSmbRQ4gn9NLObCt9U3LV1aXjJ9TTK9u5YJ0EV6qr1Zq1Zyx25kqFedqwajYhw4hn7P2dqfjSe9a/9zO5eXlkAwAAAFx0bNs+sPv1gdceX5fYHjZTkzYEnj86uOmKotEwEE9bP9nbJxkb5+fOLw6a0swhoa1L+4/NYuyNIbmKJ9Q/qL5e9Q0oFpHljLxyfgSCuv4ahXPGpwKvV7UVml897Q1Nx32RWMp+/vjQ6tq8Y1Xv2PTRL53n35dsAAAAgFlrb2ttefwrG8w9ZzYEbMfd3xkfTNlra/LGDijqjKSf2Nt3W0Ph/PKQbHe60t9jascBdfaeTWlvSIbiUbW262SrhqJyNefNBMPUTdcrf+y9iRzJ69GVy1VcKMfJai8+c+eJoYKQr7C0dE/5O6+6+/fD4TDZAAAAAG8BmUzm0N5dvbuenj+4vdbsNd2JIaF9KN0ykNqwMF/W6Rda+lMvHB+yXWdZRc6qypyQ3yPXnaSTEI1r2z5Z1tkX9YZsW4mkBgc1MKiBIUWjSqVGPuocRgVXWrpYyxpOBQNX8npUU6EF1fJ7Z26SmMZgIrOlMRLyea6qy/MFAwc3/N3aa268IL8p2QAAAABv1paf/1fdwYdr/X0TGgIZ23mtJSbDaCgLlOT5J9zp6NeHBjqG0rc2FFYV++Vq3KvD9yzaceAc1bySKddS/4Dau9TZpWh0pJ9hvLmc4Er5ebrpOnlMyZUcqbRAq5co4J9hTJQheY1U0nr2SGRtdbiywJ9wfdvzbl50+0era+su1O9INgAAAMA5kEqlDu5+rf/QKyV9byx2mkKmNbYh0BlJH+hKrq3JLczzKTNujE1zf2pbc2QgYZXm+hrKgvVFgXDAO3yvHu05ppOd5/IivyFJjqNkSrG4olFFooomFI8rmZJljesqZPOxubm6foOCPsljqqRQteUqLpBpTgwGhiRjeOb0QMLa15k42Z8qCHrW1eRW5PnlMw9YtcF3/O2CxQ0X9kckGwAAAOAca2s9efiZHy3vebbCNzi2IdAVyRzrS1nxRHW+r7Yyz+fzyhlXi2Zs55UTkcMtg8uq866szw/5XL2wS8nMHE4XMCRTcpRJazCq/gH1DSgSUSIpyzkdFSZtL9jS9etVUSpVFmtpvXKC476OIRmGPIYMyXJP9CR2tcZlaNOigqIcrySZRsz17fWtcpfdsXLDpvN5PyKyAQAAAM6reDzeePhAb+MeT+f+8mTjPLc7bGZGGwK7j/TEK8tWrq7JKwzIcsYtJOwxrR0HDx3vPZDxDbredyzJrbRSSqSUTo/EjLmICqPNAleOo4yldEbJlNJppVJKp5VOK5VRxpZlybaUND2+Gm/d+iJPaaEd8DuuUpaTst245cbTTjxlJzNOxnZ9HrMox7ugJLCgKBDye0Y+wmtkMsYruZuX3vUnFVVVF89PRjYAAADA+dDWevLotmdym19Ybh0JGcnhhkB3Rk22NxoM5ZTlz6sunFeWa3pNuVIsqW37lEqnXP1PQf37bqyR5SiR1GBUvYMaiCqeHBmb9OYnDWSfHIbveVSQq9ryf/t1/+1Wf32N5BrKC6u6VFVl8nknmWZgGMM9hJRtHvHO7wsv9tevX7DyqorKqovtNyIbAAAA4PxxXbe/v6+9ubG/8eCS3/zfip6m0YZAxtGxtNGRk1/TUFlfW+Cz0nrpDdlOU0ID61esqc4dqbMlOY4sW6mMkiklUkqklEwrmVY6o4wl25Yz/t5Hs00Oo+81Ja9Xfp9yggoHVZyv3ByF/E++2J63vXnTSikcVEO9KkvkjL9Nk2nIlExDjhux/EfNRUPzNtatv/mCzyggGwAAAOBi9MJj372p7TtnNgTstNORUYfjjXm9Ny0t1GD80eb0e963bsIk5jElrTFybd51RzJDIqV4UvGkEmklU8pYylhyHNmO3DMWXzNGq3lDXq/8XgUDCgeVl6PcHOUE5fPIMOSM3IJpy/6+5I7UgpsqPcW5ysuxTa/teizTlzYCaTOY8eRYvjwnp8SbWxosKi+qqC6rmJeXn28YxsX/i5ANAAAAcGHEYrGT//KRpW7zSH2viQ2BVDR5LKfwiiUlTiL9ve1d776yLN9rZlHhGqcr/uEk4LpyHTnuSH0/YSkGQzJMmYYMQ+apf4y+XWNaEKZxojfZE3Wq/veTF/BOo2QDAAAAXIJ2vfri2m2fn6Yh0B2z+uKZpaXBgaT1wrGhd64uHruS2nnWHs20usX59/5Tw/KVl+TPYfIXCQAAgAtlzcYbtiz6ZMQMynUneThOWciMJy2ZRmHQu7w89NM3+uwLdKgJ2znan7I3feZSDQZkAwAAAFxIhmFc/473vV5yt7xTDsdfOy/npeNDMrWkNLi8PPRKU0TmeR+77zWeOhLX5i9cffPbLuGfg2wAAACAC+yq3/74i6FbbMOcKj+sLA+e7E8NxwPT1bNHBhy5k7ca5uARs+yf7ekLXPfhG+/5oGleyvUz8w0AAABwUXjln//82tS2CSslj2ofSvcn7SsqQnJ1sCvRl8hcNz9/qo3PJZ/5i739FauuX/aH38zJybm0fwL6BgAAALgoLHr3F7d51zqGMenF+6o8n89Q2nFlaFl5yGuYT+zrS7uu5jIdtEUzT+/vX7G4tvq9X7nkg4HoGwAAAOCi8ur9f3ZN+rWpGgKHuhI+n7mwOCBXnZHMy01Dv722dMrbHL2pMlmO3B0nE+bCjdXv/UpFVdXlcPLpGwAAAOAisvjev3kpZ1Pa9E7aEFhaHkpnnOHuQUWe76YF+d9+ufNkJK1zOznZY/zq8OCx3kxBXcP8+/7+MgkGom8AAACAi9Bz3//6zX2PT9UQONKTTDtaURWSLRn6n71962rC9UWBczL9wJLz7JHozUvyt+ZvXvN7f5WXn3/5nHayAQAAAC466XR6+9M/nn/wu9Vu76QNhM5IJpqxF5WGhvPAjtbY3o7EHcvyK3J9OtsRRinHefFEzG/oxsUFz5f97k33ffbSvisR2QAAAABvGY1HD3t//Klao2fShkAkZe9oi9+4IG+0fn+5MZq07c3LC5VxZjdH2Wv0R63XW2K3LS1oM0oar/jo9Xe+9zI84WQDAAAAXLyikchrP/nOivaflmlo0obA1pbY0sqcQv9IQBhIWD8/MGh6dGVteEGh3+sx5EhnVryGIUMy1B3NvN6aiCbtzYvzi/N9u7V08R89GA6HL8+zTTYAAADAWyAh7PneF6+1tk7aEDjUneyNW6urc3J95uiryYyztSV2vDcpqTDkqcjz1RYEfKbbGrVaBzNDSVuuu7AkuLYqJ8dvymMcV+XJBb+95tbfKSgsvGzPM9kAAAAAbwGZTObg7tf7dj1VN/BardPpNZwJDYFdbfGyPF91cUDWbOpb00gZvq35v7XmvZ++nFMB2QAAAABvSSebm1oP70m0H/ENncxJd1ekO31uutdb0maUNHZGyz2Rq8IDVYG4XMmdbECRachQxvYc9s/vLt1QffUdS5av5KySDQAAAHAJSiaTTccOdx/fZ3cd88e7KhKNRc7ggJnfHZiXCpQ6RXV5NUvnL1tVXFLKuSIbAAAAAJiIdZEBAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAkA0AAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAgGwAAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAAGQDAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAACAbAAAAAADZAAAAAADZAAAAAADZAAAAAADZAAAAAADZAAAAAADZAAAAAADZAAAAAADZAAAAAADZAAAAAADZAAAAAADZAAAAAADZA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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w4 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls0 ws0">2 </div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x8 h2 y1a ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x8 h5 y1b ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h6 y1c ff1 fs3 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y1d ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 ha y1e ff1 fs3 fc1 sc0 ls0 ws0">1<span class="ff3 fs6"> <span class="_ _3"> </span></span><span class="ff2">ZATWIERDZENIE S<span class="_ _0"></span>PRAWOZDANIA FI<span class="_ _0"></span>NANSOWEGO  PRZEZ Z<span class="_ _0"></span>ARZĄD SPÓŁ<span class="_ _0"></span>KI<span class="ff1"> <span class="_ _4"></span><span class="ls2">............................................................................................<span class="ls0"> <span class="_ _4"></span>4<span class="ff3 fs6"> </span></span></span></span></span></div><div class="t m0 x2 ha y1f ff1 fs3 fc1 sc0 ls0 ws0">2<span class="ff3 fs6"> <span class="_ _3"> </span></span>BILANS <span class="_ _5"></span><span class="ls2">..................................................................................................................................................................................................<span class="ls0"> <span class="_ _4"></span>5<span class="ff3 fs6"> </span></span></span></div><div class="t m0 x2 ha y20 ff1 fs3 fc1 sc0 ls0 ws0">3<span class="ff3 fs6"> <span class="_ _3"> </span></span><span class="ff2">RACHUNEK ZYS<span class="_ _0"></span>KÓW I STRAT<span class="ff1"> <span class="_ _4"></span><span class="ls2">................................................................................................................................................................<span class="ls0">. <span class="_ _4"></span>6<span class="ff3 fs6"> </span></span></span></span></span></div><div class="t m0 x2 ha y21 ff1 fs3 fc1 sc0 ls0 ws0">4<span class="ff3 fs6"> <span class="_ _3"> </span></span> <span class="ff2">SPRAWOZDANIE Z <span class="_ _0"></span>CAŁKOWITYCH D<span class="_ _0"></span>OCHODÓW<span class="ff1"> <span class="_ _5"></span><span class="ls2">....................................................................................................................................<span class="ls0"> <span class="_ _4"></span>7<span class="ff3 fs6"> </span></span></span></span></span></div><div class="t m0 x2 ha y22 ff1 fs3 fc1 sc0 ls0 ws0">5<span class="ff3 fs6"> <span class="_ _3"> </span></span> <span class="ff2">RACHUNEK PRZ<span class="_ _0"></span>EPŁYWÓW PIENI<span class="_ _0"></span>ĘŻNYCH<span class="ff1"> <span class="ls2">..............................................................................................................................................</span> <span class="_ _4"></span>8<span class="ff3 fs6"> </span></span></span></div><div class="t m0 x2 ha y23 ff1 fs3 fc1 sc0 ls0 ws0">6<span class="ff3 fs6"> <span class="_ _3"> </span></span>ZESTAWIENIE Z<span class="_ _0"></span>MIAN W KAPITAL<span class="_ _0"></span>E <span class="ff2">WŁASNYM</span><span class="ls2">........................................................................................................................................</span> <span class="_ _4"></span>9<span class="ff3 fs6"> </span></div><div class="t m0 x2 ha y24 ff1 fs3 fc1 sc0 ls0 ws0">7<span class="ff3 fs6"> <span class="_ _3"> </span></span>DODATKOWE INFO<span class="_ _0"></span>RMACJE I OBJA<span class="ff2">Ś</span>NIENI<span class="_ _0"></span>A DO SPRAWOZD<span class="_ _0"></span>ANIA FINANSOWEGO <span class="_ _4"></span><span class="ls2">..................................................................................<span class="ls0"> <span class="_ _0"></span><span class="ls3">10<span class="ff3 fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y25 ff3 fs3 fc1 sc0 ls0 ws0">7.1<span class="fs6"> <span class="_ _6"> </span></span>PODSTAWOWE IN<span class="_ _0"></span>FORMACJE O DO<span class="_ _0"></span>M DEVELOPMENT S.A. <span class="_ _4"></span><span class="ls4">................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">11<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y26 ff3 fs3 fc1 sc0 ls0 ws0">7.2<span class="fs6"> <span class="_ _6"> </span></span><span class="ff4">PODSTAWA SPOR<span class="_ _0"></span>ZĄDZANIA SPRAWO<span class="_ _0"></span>ZDAŃ FINANSO<span class="_ _0"></span>WYCH<span class="ff3"> <span class="_ _0"></span><span class="ls4">.............................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">11<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y27 ff3 fs3 fc1 sc0 ls0 ws0">7.3<span class="fs6"> <span class="_ _6"> </span></span><span class="ff4">OŚWIADCZENIE O Z<span class="_ _0"></span>GODNOŚCI Z PRZE<span class="_ _0"></span>PISAMI<span class="ff3"> <span class="_ _4"></span><span class="ls4">....................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">11<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y28 ff3 fs3 fc1 sc0 ls0 ws0">7.4<span class="fs6"> <span class="_ _6"> </span></span><span class="ff4">ISTOTNE ZASADY RA<span class="_ _0"></span>CHUNKOWOŚCI<span class="ff3"> <span class="_ _5"></span><span class="ls4">..................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">13<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y29 ff3 fs3 fc1 sc0 ls0 ws0">7.5<span class="fs6"> <span class="_ _6"> </span></span><span class="ff4">KLUCZOWE WARTOŚ<span class="_ _0"></span>CI OPARTE NA P<span class="_ _0"></span>ROFESJONALNYM OSĄD<span class="_ _0"></span>ZIE I ŹRÓDŁA SZACUN<span class="_ _0"></span>KÓW<span class="ff3"> <span class="_ _4"></span><span class="ls4">................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">17<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y2a ff3 fs3 fc1 sc0 ls0 ws0">7.6<span class="fs6"> <span class="_ _6"> </span></span><span class="ff4">WARTOŚCI NIEMA<span class="_ _0"></span>TERIALNE<span class="ff3"> <span class="_ _5"></span><span class="ls4">...............................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">18<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y2b ff3 fs3 fc1 sc0 ls0 ws0">7.7<span class="fs6"> <span class="_ _6"> </span></span><span class="ff4">RZECZOWE AKTY<span class="_ _0"></span>WA TRWAŁE<span class="ff3"> <span class="_ _7"></span><span class="ls4">.............................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">19<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y2c ff3 fs3 fc1 sc0 ls0 ws0">7.8<span class="fs6"> <span class="_ _6"> </span></span><span class="ff4">INWESTYCJE W JEDNO<span class="_ _0"></span>STKACH ZALEŻ<span class="_ _0"></span>NYCH, STOWAR<span class="_ _0"></span>ZYSZONYCH I<span class="ff3"> </span>WSPÓLNYCH PRZEDSI<span class="_ _0"></span>ĘWZIĘCIACH<span class="ff3"> <span class="ls4">...........................................</span> <span class="_ _5"></span><span class="ls3">19<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y2d ff3 fs3 fc1 sc0 ls0 ws0">7.9<span class="fs6"> <span class="_ _6"> </span></span><span class="ff4">POŻYCZKI UDZIELONE (<span class="_ _0"></span>DŁUGO i KRÓ<span class="_ _0"></span>TKOTERMINOWE) ORAZ POZ<span class="_ _0"></span>OSTAŁE NALEŻN<span class="_ _0"></span>OŚCI DŁUGOTERM<span class="_ _0"></span>INOWE<span class="ff3"> <span class="ls4">................................</span>. <span class="_ _5"></span><span class="ls3">22<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y2e ff3 fs3 fc1 sc0 ls0 ws0">7.10<span class="fs6"> <span class="_ _8"> </span></span>ZAPASY <span class="_ _0"></span><span class="ls4">...............................................................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">23<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y2f ff3 fs3 fc1 sc0 ls0 ws0">7.11<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">NALEŻNOŚCI Z TY<span class="_ _0"></span>TUŁU DOSTAW I US<span class="_ _0"></span>ŁUG ORAZ POZOST<span class="_ _0"></span>AŁE NALEŻNOŚCI<span class="ff3"> <span class="_ _9"></span><span class="ls4">........................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">24<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y30 ff3 fs3 fc1 sc0 ls0 ws0">7.12<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">POZOSTAŁE AKTY<span class="_ _0"></span>WA OBROTOWE<span class="ff3"> <span class="_ _9"></span><span class="ls4">......................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">25<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y31 ff3 fs3 fc1 sc0 ls0 ws0">7.13<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">KRÓTKOTERMINOW<span class="_ _0"></span>E AKTYWA FINAN<span class="_ _0"></span>SOWE<span class="ff3"> <span class="_ _9"></span><span class="ls4">......................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">25<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y32 ff3 fs3 fc1 sc0 ls0 ws0">7.14<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ŚRODKI PIENIĘŻNE <span class="_ _0"></span>I ICH EKWIWALEN<span class="_ _0"></span>TY<span class="ff3"> <span class="_ _9"></span><span class="ls4">.............................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">25<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y33 ff3 fs3 fc1 sc0 ls0 ws0">7.15<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">KAPITAŁ ZAKŁADO<span class="_ _0"></span>WY<span class="ff3"> <span class="_ _5"></span><span class="ls4">.........................................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">25<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y34 ff3 fs3 fc1 sc0 ls0 ws0">7.16<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">NADWYŻKA ZE SPRZ<span class="_ _0"></span>EDAŻY AKCJI PO<span class="_ _0"></span>WYŻEJ ICH WARTOŚCI NO<span class="_ _0"></span>MINALNEJ<span class="ff3 ls4">.........................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">28<span class="fs6 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y35 ff3 fs3 fc1 sc0 ls0 ws0">7.17<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">DODATKOWE IN<span class="_ _0"></span>FORMACJE DOTYCZĄ<span class="_ _0"></span>CE KAPITAŁÓW <span class="_ _0"></span>WŁASNYCH<span class="ff3"> <span class="_ _5"></span><span class="ls4">.....................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">28<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y36 ff3 fs3 fc1 sc0 ls0 ws0">7.18<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">DYWIDENDA I PODZ<span class="_ _0"></span>IAŁ ZYSKU<span class="ff3"> <span class="_ _7"></span><span class="ls4">............................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">29<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y37 ff3 fs3 fc1 sc0 ls0 ws0">7.19<span class="fs6"> <span class="_ _8"> </span></span>KREDYTY <span class="_ _4"></span><span class="ls4">.............................................................................................................................................................................................<span class="ls0"> <span class="_ _4"></span><span class="ls3">29<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y38 ff3 fs3 fc1 sc0 ls0 ws0">7.20<span class="fs6"> <span class="_ _8"> </span></span>OBLIGACJE <span class="_ _4"></span><span class="ls4">..........................................................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">30<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y39 ff3 fs3 fc1 sc0 ls0 ws0">7.21<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ZOBOWIĄZANIE Z T<span class="_ _0"></span>YTUŁU ODSETEK O<span class="_ _0"></span>D KREDYTÓW I OBLIGA<span class="_ _0"></span>CJI<span class="ff3"> <span class="_ _4"></span><span class="ls4">......................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">31<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y3a ff3 fs3 fc1 sc0 ls0 ws0">7.22<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">REZERWY I AKTYWA Z <span class="_ _0"></span>TYTUŁU ODRO<span class="_ _0"></span>CZONEGO PODATKU DO<span class="_ _0"></span>CHODOWEG<span class="_ _0"></span>O<span class="ff3"> <span class="_ _9"></span><span class="ls4">....................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">31<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y3b ff3 fs3 fc1 sc0 ls0 ws0">7.23<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">REZERWY DŁUGOT<span class="_ _0"></span>ERMINOWE<span class="ff3"> <span class="_ _9"></span><span class="ls4">...........................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">32<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y3c ff3 fs3 fc1 sc0 ls0 ws0">7.24<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">POZOSTAŁE ZOBO<span class="_ _0"></span>WIĄZANIA DŁUGOT<span class="_ _0"></span>ERMINOWE<span class="ff3"> <span class="_ _9"></span><span class="ls4">.............................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">32<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y3d ff3 fs3 fc1 sc0 ls0 ws0">7.25<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ZOBOWIĄZANIA Z T<span class="_ _0"></span>YTUŁU LEASINGU<span class="_ _0"></span><span class="ff3"> <span class="_ _7"></span><span class="ls4">.................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">32<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y3e ff3 fs3 fc1 sc0 ls0 ws0">7.26<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ZOBOWIĄZANIA Z T<span class="_ _0"></span>YTUŁU DOSTAW, USŁUG I <span class="_ _0"></span>PODATKÓW ORAZ <span class="_ _0"></span>POZOSTAŁE ZOBO<span class="_ _0"></span>WIĄZANIA<span class="ff3"> <span class="_ _0"></span><span class="ls4">.......................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">33<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y3f ff3 fs3 fc1 sc0 ls0 ws0">7.27<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">REZERWY KRÓTKO<span class="_ _0"></span>TERMINOWE<span class="ff3"> <span class="_ _4"></span><span class="ls4">.........................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">33<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y40 ff3 fs3 fc1 sc0 ls0 ws0">7.28<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">PRZYCHODY PRZYSZ<span class="_ _0"></span>ŁYCH OKRESÓW<span class="ff3"> <span class="_ _4"></span><span class="ls4">..................................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls3">33<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y41 ff3 fs3 fc1 sc0 ls0 ws0">7.29<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ŚWIADCZENIA PO OKR<span class="_ _0"></span>ESIE ZATRUDNI<span class="_ _0"></span>ENIA<span class="ff3"> <span class="_ _5"></span><span class="ls4">........................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">34<span class="fs6 ls0"> </span></span></span></span></span></span></div></div><div class="c x2 y42 w6 hb"><div class="t m0 x0 hc y43 ff2 fs7 fc1 sc0 ls0 ws0">SPIS TREŚCI<span class="ff1"> </span></div></div><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:97.600000px;bottom:1281.040000px;width:462.150000px;height:27.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:97.600000px;bottom:1237.520000px;width:462.150000px;height:21.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:97.600000px;bottom:1193.980000px;width:462.150000px;height:21.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:97.600000px;bottom:1150.460000px;width:462.150000px;height:21.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:97.600000px;bottom:1106.920000px;width:462.150000px;height:21.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:97.600000px;bottom:1063.380000px;width:462.150000px;height:21.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:97.600000px;bottom:1019.860000px;width:466.210000px;height:21.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1000.320000px;width:457.710000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:968.800000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:937.260000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfd" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:905.740000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:874.200000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:842.660000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:811.140000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:779.600000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:748.080000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:716.540000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:685.020000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:653.480000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:621.960000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:590.420000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:558.880000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:527.360000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:495.820000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:464.300000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:432.760000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:401.240000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:369.700000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:338.160000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:306.640000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:275.100000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:243.580000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:212.040000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:180.512000px;width:457.710000px;height:15.764000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:148.982000px;width:457.710000px;height:15.765000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:117.450000px;width:457.710000px;height:15.766000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x3 y11 w3 h4" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w4 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls0 ws0">3 </div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x9 ha y44 ff3 fs3 fc1 sc0 ls0 ws0">7.30<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">AKTYWA I ZOBO<span class="_ _0"></span>WIĄZANIA FINAN<span class="_ _0"></span>SOWE<span class="ff3"> <span class="_ _4"></span><span class="ls4">................................................................<span class="_ _a"></span>............................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">34<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y45 ff3 fs3 fc1 sc0 ls0 ws0">7.31<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ZARZĄDZANIE RYZ<span class="_ _0"></span>YKIEM FINANSOW<span class="_ _0"></span>YM<span class="ff3"> <span class="_ _4"></span><span class="ls4">............................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">34<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y46 ff3 fs3 fc1 sc0 ls0 ws0">7.32<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ZYSK NA AKCJĘ<span class="_ _0"></span><span class="ff3"> <span class="_ _9"></span><span class="ls4">................................................................................................<span class="_ _a"></span>....................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">38<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y47 ff3 fs3 fc1 sc0 ls0 ws0">7.33<span class="fs6"> <span class="_ _8"> </span></span>PODATEK DOCHODO<span class="_ _0"></span>WY <span class="_ _5"></span><span class="ls4">.....................................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">38<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y48 ff3 fs3 fc1 sc0 ls0 ws0">7.34<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">SPRAWOZDAWCZO<span class="_ _0"></span>ŚĆ SEGMENTO<span class="_ _0"></span>WA<span class="ff3"> <span class="_ _7"></span><span class="ls4">................................................................................................................................................<span class="ls0"> <span class="_ _4"></span><span class="ls3">39<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y49 ff3 fs3 fc1 sc0 ls0 ws0">7.35<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">PRZYCHODY ZE SPRZ<span class="_ _0"></span>EDAŻY I KOSZT WŁASNY <span class="_ _0"></span>SPRZEDAŻY<span class="ff3"> <span class="_ _5"></span><span class="ls4">..................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">40<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y4a ff3 fs3 fc1 sc0 ls0 ws0">7.36<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">KOSZTY WEDŁUG RO<span class="_ _0"></span>DZAJU<span class="ff3"> <span class="_ _4"></span><span class="ls4">................................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">40<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y4b ff3 fs3 fc1 sc0 ls0 ws0">7.37<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">KOSZTY ŚWIADCZ<span class="_ _0"></span>EŃ PRACOWNICZY<span class="_ _0"></span>CH I ZATRUDNIENIE<span class="ff3"> <span class="_ _5"></span><span class="ls4">................................................................................................<span class="_ _a"></span>...................<span class="ls0"> <span class="_ _5"></span><span class="ls3">40<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y4c ff3 fs3 fc1 sc0 ls0 ws0">7.38<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">POZOSTAŁ</span>E PRZYC<span class="_ _0"></span>HODY OPERACYJN<span class="_ _0"></span>E <span class="_ _4"></span><span class="ls4">...............................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">41<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y4d ff3 fs3 fc1 sc0 ls0 ws0">7.39<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">POZOSTAŁE KOSZTY O<span class="_ _0"></span>PERACYJNE<span class="ff3"> <span class="_ _0"></span><span class="ls4">......................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">41<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y4e ff3 fs3 fc1 sc0 ls0 ws0">7.40<span class="fs6"> <span class="_ _8"> </span></span>PRZYCHODY FINAN<span class="_ _0"></span>SOWE <span class="_ _0"></span><span class="ls4">...................................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">41<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y9 ff3 fs3 fc1 sc0 ls0 ws0">7.41<span class="fs6"> <span class="_ _8"> </span></span>KOSZTY FINANSOW<span class="_ _0"></span>E <span class="_ _7"></span><span class="ls4">...........................................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">41<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y4f ff3 fs3 fc1 sc0 ls0 ws0">7.42<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">KOSZTY FINANSOW<span class="_ _0"></span>E Z TYTUŁU ODSE<span class="_ _0"></span>TEK<span class="ff3"> <span class="_ _4"></span><span class="ls4">...........................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">42<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y50 ff3 fs3 fc1 sc0 ls0 ws0">7.43<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">TRANSAKCJE Z <span class="_ _0"></span>PODMIOTAMI POWIĄ<span class="_ _0"></span>ZANYMI<span class="ff3"> <span class="_ _4"></span><span class="ls4">....................................................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls3">42<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y51 ff3 fs3 fc1 sc0 ls0 ws0">7.44<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">OPCJE NA AK<span class="_ _0"></span>CJE SPÓ<span class="ls5">ŁKI</span><span class="ff3"> <span class="ls4">.....................................................................................................................................................................</span> <span class="_ _5"></span><span class="ls3">45<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y52 ff3 fs3 fc1 sc0 ls0 ws0">7.45<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">WYNAGRODZENIE O<span class="_ _0"></span>SÓB WCHODZĄC<span class="_ _0"></span>YCH W SKŁAD ORGANÓ<span class="_ _4"></span>W<span class="_ _a"></span> ZARZĄDZAJ<span class="_ _0"></span>ĄCYCH I NADZOR<span class="_ _0"></span>CZYCH SPÓŁKI<span class="ff3"> <span class="_ _9"></span><span class="ls4">...................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">47<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y53 ff3 fs3 fc1 sc0 ls0 ws0">7.46<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ZOBOWIĄZANIA <span class="_ _0"></span>WARUNKOWE<span class="ff3"> <span class="_ _9"></span><span class="ls4">..........................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">47<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y54 ff3 fs3 fc1 sc0 ls0 ws0">7.47<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ISTOTNE SPRA<span class="_ _0"></span>WY SĄDOWE NA DZIEŃ<span class="_ _0"></span> 31 GRUDNIA 2022 R.<span class="ff3"> <span class="_ _7"></span><span class="ls4">..............................................................................................................<span class="ls0"> <span class="_ _4"></span><span class="ls3">48<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y55 ff3 fs3 fc1 sc0 ls0 ws0">7.48<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ZATWIERDZENIE S<span class="_ _0"></span>PRAWOZDAŃ FINA<span class="_ _0"></span>NSOWYCH ZA ROK 2021<span class="ff3"> <span class="_ _4"></span><span class="ls4">..........................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">48<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y56 ff3 fs3 fc1 sc0 ls0 ws0">7.49<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">ZMIANY W SKŁADZ<span class="_ _0"></span>IE ZARZĄDU I RAD<span class="_ _0"></span>Y NADZORCZEJ S<span class="_ _0"></span>PÓŁKI<span class="ff3"> <span class="_ _4"></span><span class="ls4">.............................................................................................................<span class="ls0"> <span class="_ _9"></span><span class="ls3">48<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y57 ff3 fs3 fc1 sc0 ls0 ws0">7.50<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">DODATKOWA IN<span class="_ _0"></span>FORMACJA O DZIAŁA<span class="_ _0"></span>LNOŚCI OPERACYJ<span class="_ _0"></span>NEJ SPÓŁKI<span class="ff3"> <span class="_ _4"></span><span class="ls4">................................................................................................<span class="ls0">. <span class="_ _9"></span><span class="ls3">49<span class="fs6 ls0"> </span></span></span></span></span></span></div><div class="t m0 x9 ha y58 ff3 fs3 fc1 sc0 ls0 ws0">7.51<span class="fs6"> <span class="_ _8"> </span></span>ISTOTNE ZDARZENI<span class="_ _0"></span>A PO DACIE BILAN<span class="_ _0"></span>SOWEJ <span class="_ _4"></span><span class="ls4">.....................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">50<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y59 ff3 fs3 fc1 sc0 ls0 ws0">7.52<span class="fs6"> <span class="_ _8"> </span></span>PROGNOZY <span class="_ _0"></span><span class="ls4">.........................................................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">51<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y5a ff3 fs3 fc1 sc0 ls0 ws0">7.53<span class="fs6"> <span class="_ _8"> </span></span><span class="ff4">INFORMACJE O <span class="_ _0"></span>WYNAGRODZENIU BI<span class="_ _0"></span>EGŁEGO REWIDEN<span class="_ _0"></span>TA LUB PODMIOTU<span class="_ _0"></span> UPRAWNIONEGO DO<span class="_ _0"></span> BADANIA SPRA<span class="_ _0"></span>WOZDAŃ </span></div><div class="t m0 xa ha y5b ff3 fs3 fc1 sc0 ls0 ws0">FINANSOWYCH <span class="_ _5"></span><span class="ls4">...................................................................................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">51<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y5c ff3 fs3 fc1 sc0 ls0 ws0">7.54<span class="fs6"> <span class="_ _8"> </span></span>WYBRANE DANE <span class="_ _0"></span>FINANSOWE PRZELI<span class="_ _0"></span>CZONE NA EURO <span class="_ _4"></span><span class="ls4">......................................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls3">52<span class="fs6 ls0"> </span></span></span></span></div><div class="t m0 x2 h5 y5d ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y5e ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="ff1 fs7"> </span></div></div><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1453.340000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1433.820000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1402.280000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1370.760000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1339.220000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1307.700000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1276.160000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1244.620000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1213.100000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1181.560000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1150.040000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1118.500000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1086.980000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1055.440000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2d" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:1023.920000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:992.380000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:960.840000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:929.320000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:897.780000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:866.260000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:834.720000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:803.200000px;width:457.710000px;height:15.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:771.660000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:740.120000px;width:497.400000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:97.600000px;bottom:720.600000px;width:466.210000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf34" ><span class="d m1" style="border-style:none;position:absolute;left:114.600000px;bottom:689.060000px;width:457.710000px;height:15.770000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w4 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls0 ws0">4 </div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb hc y5f ff1 fs7 fc0 sc0 ls0 ws0">1<span class="ff5"> <span class="_ _c"> </span></span><span class="fc1">ZATWIERDZENIE SPRAWOZDANIA FINANSOWEGO  </span></div><div class="t m0 xc hc y46 ff2 fs7 fc1 sc0 ls0 ws0">PRZEZ ZARZĄD SPÓŁKI<span class="ff1"> </span></div><div class="t m0 x2 h5 y60 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd he y61 ff3 fs8 fc1 sc0 ls0 ws0">Niniejsze sprawozdanie finansowe za rok zako<span class="ff4"></span>czony dnia 31 grudnia <span class="ls6">202</span>2 roku, na kt<span class="ff4">re składa si</span><span class="ls7">: </span><span class="ff6"> </span></div><div class="t m0 xe he y62 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">bilans sporządzony na dzie 31 grudnia <span class="ff3 ls6">202<span class="ls0">2 roku, </span></span></span></span></div><div class="t m0 xe he y63 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">rachunek zyskw i strat za okres dwunastu miesicy zakoczony dnia 31 grudn<span class="_ _0"></span>ia <span class="ff3 ls6">202<span class="ls0">2 ro<span class="_ _a"></span>ku, </span></span></span></span></div><div class="t m0 xe he y64 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">sprawozdanie z całkowitych dochodw za okres dwun<span class="_ _0"></span>astu miesicy zako<span class="_ _a"></span>czony dnia 31<span class="ff3"> grudnia <span class="ls6">202</span>2 roku, </span></span></span></div><div class="t m0 xe he y65 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">rachunek przepływw pieniżn<span class="_ _0"></span>ych za o<span class="_ _a"></span>kres dwunastu miesicy zakoczony dnia 31 gru<span class="_ _0"></span>dnia <span class="_ _a"></span><span class="ff3 ls6">202<span class="ls0">2 roku,  </span></span></span></span></div><div class="t m0 xe he y66 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">zestawienie zmian w kapitale własnym za okres dwu<span class="_ _0"></span>nastu miesicy zakoczony dnia 31<span class="ff3"> grudn<span class="_ _a"></span>ia <span class="ls6">202</span>2 roku, </span></span></span></div><div class="t m0 xe he y67 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">dodatkowe informacje i objaśnienia do spr<span class="ff3">awozdania finansowego </span></span></span></div><div class="t m0 xd he y68 ff4 fs8 fc1 sc0 ls0 ws0">zostało sporzą<span class="ff3">dzone oraz zatwierdzone przez Zarz</span>ą<span class="ff3">d Dom Development S.A. w dniu 15 marca 2023 roku. </span></div><div class="t m0 xd he y69 ff4 fs8 fc1 sc0 ls0 ws0">Zarząd Dom <span class="_ _a"></span>Development <span class="_ _a"></span>S.A. oś<span class="_ _a"></span>wiadcza, że <span class="_ _a"></span>wedle jego <span class="_ _a"></span>najlepszej <span class="_ _a"></span>wiedzy, <span class="_ _a"></span>niniejsze roczne <span class="_ _a"></span>sprawozdanie finansowe <span class="_ _a"></span>za <span class="_ _a"></span>rok <span class="_ _e"></span><span class="ff3 ls6">202<span class="ls0">2 </span></span></div><div class="t m0 xd he y6a ff3 fs8 fc1 sc0 ls0 ws0">i <span class="ff4">dane <span class="_ _f"></span>porwnywalne <span class="_ _f"></span>sporządzone <span class="_ _f"></span>zostały <span class="_ _f"> </span>zgodnie <span class="_ _f"> </span>z <span class="_ _10"> </span>obowiązującymi <span class="_ _f"></span>zasadami <span class="_ _f"></span>rachunkowości <span class="_ _f"> </span>o<span class="_ _a"></span>raz <span class="_ _f"></span>odzwierciedlają <span class="_ _f"></span>w <span class="_ _f"></span>sposb </span></div><div class="t m0 xd he y6b ff3 fs8 fc1 sc0 ls0 ws0">prawdziwy, rze<span class="ff4">telny i jasny sytuacj majątkową i finansową Spłki oraz jej wynik finansowy.</span> </div><div class="t m0 x4 hf y6c ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y6d ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y6e ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y6f ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y70 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y71 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y72 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y73 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y74 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y75 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y76 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y77 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y78 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y79 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y7a ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y7b ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y7c ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y7d ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y7e ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y7f ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y80 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y81 ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span> </div></div><div class="c xf y82 w7 h10"><div class="t m0 x0 hf y83 ff2 fs4 fc1 sc0 ls0 ws0">Jarosław Szanajca<span class="_ _a"></span><span class="ff1"> </span></div><div class="t m0 x0 h5 y19 ff4 fs4 fc1 sc0 ls0 ws0">Prezes Zarządu <span class="_ _a"></span><span class="ff3 fs2"> </span></div><div class="t m0 x0 h5 y84 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x10 y85 w8 h10"><div class="t m0 x0 hf y83 ff1 fs4 fc1 sc0 ls0 ws0">Terry R. Roydon </div><div class="t m0 x0 h5 y86 ff4 fs4 fc1 sc0 ls0 ws0">Członek Zarządu<span class="ff3 fs2"> </span></div><div class="t m0 x0 h5 y87 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xf y88 w9 h10"><div class="t m0 x0 hf y83 ff1 fs4 fc1 sc0 ls0 ws0">Leszek Stankiewicz<span class="_ _a"></span> </div><div class="t m0 x0 h5 y86 ff4 fs4 fc1 sc0 ls0 ws0">Wiceprezes Zarząd<span class="_ _a"></span>u<span class="ff3 fs2"> </span></div></div><div class="c x10 y88 wa h10"><div class="t m0 x0 hf y83 ff2 fs4 fc1 sc0 ls0 ws0">Małgorzata Kolarska<span class="_ _a"></span><span class="ff1"> </span></div><div class="t m0 x0 h5 y19 ff4 fs4 fc1 sc0 ls0 ws0">Wiceprezes Zarząd<span class="_ _a"></span>u<span class="ff3 fs2"> </span></div><div class="t m0 x0 h5 y84 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xf y89 w9 h10"><div class="t m0 x0 hf y83 ff2 fs4 fc1 sc0 ls0 ws0">Mikołaj Konopka<span class="ff1"> </span></div><div class="t m0 x0 h5 y19 ff4 fs4 fc1 sc0 ls0 ws0">Członek Zarządu<span class="ff3 fs2"> </span></div><div class="t m0 x0 h5 y84 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x2 y11 wb hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w4 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls0 ws0">5 </div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x11 y8a wc h11"><div class="t m0 x12 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">W<span class="ff4">szystkie kwoty w tysiącach zło<span class="_ _0"></span>tych<span class="ff3">. </span></span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb hc y5f ff1 fs7 fc0 sc0 ls0 ws0">2<span class="ff5"> <span class="_ _c"> </span></span><span class="fc1">BILANS </span></div><div class="t m0 x4 h5 y8c ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y8d wd h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">AKTYWA </div></div><div class="c x13 y8d we h13"><div class="t m0 x14 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Nota </div></div><div class="c x15 y8d wf h13"><div class="t m0 x16 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x17 y8d w10 h13"><div class="t m0 x18 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x2 y8e wd h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 y8e we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y8e wf h13"><div class="t m0 x1a h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 y8e w10 h13"><div class="t m0 x1b h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y8f wd h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Aktywa trwałe<span class="ff1"> </span></div></div><div class="c x13 y8f we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y8f wf h11"><div class="t m0 x1a h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 y8f w10 h11"><div class="t m0 x1b h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y91 wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wartości niematerialn<span class="_ _0"></span>e<span class="ff3"> </span></div></div><div class="c x13 y91 we h13"><div class="t m0 x1c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.6<span class="ls0"> </span></div></div><div class="c x15 y91 wf h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">19 659<span class="ls0"> </span></div></div><div class="c x17 y91 w10 h13"><div class="t m0 x1e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">18 659<span class="ls0"> </span></div></div><div class="c x2 y92 wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Rzeczowe aktywa trwałe<span class="ff3"> </span></div></div><div class="c x13 y92 we h11"><div class="t m0 x1c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.7<span class="ls0"> </span></div></div><div class="c x15 y92 wf h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">19 566<span class="ls0"> </span></div></div><div class="c x17 y92 w10 h11"><div class="t m0 x1e h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">23 371<span class="ls0"> </span></div></div><div class="c x2 y93 wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Inwestycje w jednostkach zal<span class="_ _0"></span>eżnych, <span class="ff3">stowarzyszonych i </span>wsplnym przedsi<span class="_ _0"></span>wziciu<span class="ff3"> </span></div></div><div class="c x13 y93 we h13"><div class="t m0 x1c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.8<span class="ls0"> </span></div></div><div class="c x15 y93 wf h13"><div class="t m0 x2 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">486 050<span class="ls0"> </span></div></div><div class="c x17 y93 w10 h13"><div class="t m0 x1f h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">383 796<span class="ls0"> </span></div></div><div class="c x2 y94 wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Aktywo z tytułu podatku<span class="_ _0"></span> odroczonego<span class="ff3"> </span></div></div><div class="c x13 y94 we h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.22<span class="ls0"> </span></div></div><div class="c x15 y94 wf h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">35 832<span class="ls0"> </span></div></div><div class="c x17 y94 w10 h13"><div class="t m0 x1e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">11 365<span class="ls0"> </span></div></div><div class="c x2 y95 wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Pożyczki udzi<span class="_ _0"></span>elone oraz pozostałe należn<span class="_ _0"></span>ości długoterminowe<span class="ff3"> </span></div></div><div class="c x13 y95 we h11"><div class="t m0 x1c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.9<span class="ls0"> </span></div></div><div class="c x15 y95 wf h11"><div class="t m0 x2 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">309 557<span class="ls0"> </span></div></div><div class="c x17 y95 w10 h11"><div class="t m0 x1e h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">28 274<span class="ls0"> </span></div></div><div class="c x2 y96 wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe aktywa długotermin<span class="_ _0"></span>owe<span class="ff3"> </span></div></div><div class="c x13 y96 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y96 wf h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">22 563<span class="ls0"> </span></div></div><div class="c x17 y96 w10 h13"><div class="t m0 x1e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">11 550<span class="ls0"> </span></div></div><div class="c x2 y97 wd h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">AKTYWA TRWAŁE RAZEM<span class="ff1"> </span></div></div><div class="c x13 y97 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y97 wf h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">893 227<span class="ls0"> </span></div></div><div class="c x17 y97 w10 h13"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">477 015<span class="ls0"> </span></div></div><div class="c x2 y98 wd h14"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 y98 we h14"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y98 wf h14"><div class="t m0 x1a h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 y98 w10 h14"><div class="t m0 x1b h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y99 wd h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Aktywa obrotowe </div></div><div class="c x13 y99 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y99 wf h13"><div class="t m0 x1a h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 y99 w10 h13"><div class="t m0 x1b h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y9a wd h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Zapasy </div></div><div class="c x13 y9a we h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.10<span class="ls0"> </span></div></div><div class="c x15 y9a wf h13"><div class="t m0 x21 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls8">930 509</span> </div></div><div class="c x17 y9a w10 h13"><div class="t m0 x22 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 921 213<span class="ls0"> </span></div></div><div class="c x2 y9b wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Należności z tytułu do<span class="_ _0"></span>staw i usług oraz pozostałe nal<span class="_ _0"></span>eżności<span class="ff3"> </span></div></div><div class="c x13 y9b we h11"><div class="t m0 x20 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.11<span class="ls0"> </span></div></div><div class="c x15 y9b wf h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">42 782<span class="ls0"> </span></div></div><div class="c x17 y9b w10 h11"><div class="t m0 x1e h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">38 149<span class="ls0"> </span></div></div><div class="c x2 y9c wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Należności z tytułu po<span class="_ _0"></span>datku dochodowego<span class="ff3"> </span></div></div><div class="c x13 y9c we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y9c wf h13"><div class="t m0 x23 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x17 y9c w10 h13"><div class="t m0 x24 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y9d wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe aktywa obrotowe<span class="ff3"> </span></div></div><div class="c x13 y9d we h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.12<span class="ls0"> </span></div></div><div class="c x15 y9d wf h13"><div class="t m0 x9 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">4 409<span class="ls0"> </span></div></div><div class="c x17 y9d w10 h13"><div class="t m0 x2 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">3 232<span class="ls0"> </span></div></div><div class="c x2 y9e wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Pożyczki udzi<span class="_ _0"></span>elone<span class="ff3"> </span>–<span class="ff3"> </span>czść krtkoterminowa<span class="ff3"> </span></div></div><div class="c x13 y9e we h11"><div class="t m0 x1c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.<span class="ls0">9 </span></div></div><div class="c x15 y9e wf h11"><div class="t m0 x23 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x17 y9e w10 h11"><div class="t m0 x1f h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">197 760<span class="ls0"> </span></div></div><div class="c x2 y9f wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Krtkoterminowe ak<span class="_ _0"></span>tywa finansowe<span class="ff3"> </span></div></div><div class="c x13 y9f we h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.13<span class="ls0"> </span></div></div><div class="c x15 y9f wf h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">57 025<span class="ls0"> </span></div></div><div class="c x17 y9f w10 h13"><div class="t m0 x1e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">32 604<span class="ls0"> </span></div></div><div class="c x2 ya0 wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Środki pien<span class="_ _0"></span>iżne i ich ekwiwalenty<span class="ff3"> </span></div></div><div class="c x13 ya0 we h11"><div class="t m0 x20 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.14<span class="ls0"> </span></div></div><div class="c x15 ya0 wf h11"><div class="t m0 x2 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">184 078<span class="ls0"> </span></div></div><div class="c x17 ya0 w10 h11"><div class="t m0 x1f h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">364 394<span class="ls0"> </span></div></div><div class="c x2 ya1 wd h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">AKTYWA OBROTOWE RAZEM </div></div><div class="c x13 ya1 we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ya1 wf h11"><div class="t m0 x21 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">2 <span class="ls8">218</span> <span class="ls8">803</span> </div></div><div class="c x17 ya1 w10 h11"><div class="t m0 x22 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">2 <span class="ls8">557 352</span> </div></div><div class="c x2 ya2 wd h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">AKTYWA RAZEM </div></div><div class="c x13 ya2 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ya2 wf h13"><div class="t m0 x21 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">3 <span class="ls8">112</span> <span class="ls8">030</span> </div></div><div class="c x17 ya2 w10 h13"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">3 <span class="ls8">034 367</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h5 ya3 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 ya4 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 ya5 wd h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">KAPITAŁ WŁASNY I ZOBOWIĄZA<span class="_ _0"></span>NIA<span class="ff1"> </span></div></div><div class="c x13 ya5 w11 h13"><div class="t m0 x14 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Nota </div></div><div class="c x15 ya5 w12 h13"><div class="t m0 x16 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x17 ya5 w13 h13"><div class="t m0 x18 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x2 ya6 wd h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 ya6 w11 h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ya6 w12 h13"><div class="t m0 x1a h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 ya6 w13 h13"><div class="t m0 x1b h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 ya7 wd h15"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Kapitał własny<span class="ff1"> </span></div></div><div class="c x13 ya7 w11 h15"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ya7 w12 h15"><div class="t m0 x1a h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 ya7 w13 h15"><div class="t m0 x1b h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 ya8 wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Kapitał zakładowy<span class="ff3"> </span></div></div><div class="c x13 ya8 w11 h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.15<span class="ls0"> </span></div></div><div class="c x15 ya8 w12 h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">25 548<span class="ls0"> </span></div></div><div class="c x17 ya8 w13 h13"><div class="t m0 x1e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">25 398<span class="ls0"> </span></div></div><div class="c x2 ya9 wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Nadwyżka ze sprzedaży akcji<span class="_ _0"></span> powyżej ich wartości nominal<span class="_ _0"></span>nej<span class="ff3"> </span></div></div><div class="c x13 ya9 w11 h11"><div class="t m0 x20 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.16<span class="ls0"> </span></div></div><div class="c x15 ya9 w12 h11"><div class="t m0 x2 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">264 208<span class="ls0"> </span></div></div><div class="c x17 ya9 w13 h11"><div class="t m0 x1f h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">258 358<span class="ls0"> </span></div></div><div class="c x2 yaa wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe kapitały (kapitał <span class="ff3">zapasow<span class="_ _0"></span>y) </span></div></div><div class="c x13 yaa w11 h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yaa w12 h13"><div class="t m0 x2 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">670 640<span class="ls0"> </span></div></div><div class="c x17 yaa w13 h13"><div class="t m0 x1f h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">626 738<span class="ls0"> </span></div></div><div class="c x2 yab wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Kapitał rezerwowy z wyceny zab<span class="_ _0"></span>ezpiecze przepływw pi<span class="_ _0"></span>eniżnych<span class="ff3"> </span></div></div><div class="c x13 yab w11 h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yab w12 h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">16 444<span class="ls0"> </span></div></div><div class="c x17 yab w13 h13"><div class="t m0 x2 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">7 647<span class="ls0"> </span></div></div><div class="c x2 yac wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Kapitał rezerwowy z obni<span class="_ _0"></span>żenia kapitału akcyjneg<span class="_ _0"></span>o<span class="_ _a"></span><span class="ff3"> </span></div></div><div class="c x13 yac w11 h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yac w12 h11"><div class="t m0 xb h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">510<span class="ls0"> </span></div></div><div class="c x17 yac w13 h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">510<span class="ls0"> </span></div></div><div class="c x2 yad wd h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Niepodzielo<span class="_ _0"></span>ny wynik finansowy </div></div><div class="c x13 yad w11 h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yad w12 h13"><div class="t m0 x2 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">373 684<span class="ls0"> </span></div></div><div class="c x17 yad w13 h13"><div class="t m0 x1f h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">306 767<span class="ls0"> </span></div></div><div class="c x2 yae wd h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc2 sc0 ls0 ws0">KAPITAŁ WŁASNY RAZEM<span class="ff1"> </span></div></div><div class="c x13 yae w11 h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc2 sc0 ls0 ws0"> </div></div><div class="c x15 yae w12 h11"><div class="t m0 x21 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">1 351<span class="ls0"> </span>034<span class="ls0"> </span></div></div><div class="c x17 yae w13 h11"><div class="t m0 x22 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">1 225 418<span class="fc2 ls0"> </span></div></div><div class="c x2 yaf wd h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 yaf w11 h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yaf w12 h11"><div class="t m0 x1a h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 yaf w13 h11"><div class="t m0 x1b h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 yb0 wd h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Zobowiązania długoterminowe<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x13 yb0 w11 h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yb0 w12 h13"><div class="t m0 x1a h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 yb0 w13 h13"><div class="t m0 x1b h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 yb1 wd h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Kredyty <span class="ff4">–</span> <span class="ff4">czść długo<span class="_ _0"></span>terminowa<span class="ff3"> </span></span></div></div><div class="c x13 yb1 w11 h11"><div class="t m0 x20 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.19<span class="ls0"> </span></div></div><div class="c x15 yb1 w12 h11"><div class="t m0 x23 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x17 yb1 w13 h11"><div class="t m0 x24 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 yb2 wd h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Obligacje <span class="ff4">–</span> <span class="ff4">czść długo<span class="_ _0"></span>terminowa<span class="ff3"> </span></span></div></div><div class="c x13 yb2 w11 h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.20<span class="ls0"> </span></div></div><div class="c x15 yb2 w12 h13"><div class="t m0 x2 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">260 000<span class="ls0"> </span></div></div><div class="c x17 yb2 w13 h13"><div class="t m0 x1f h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">310 000<span class="ls0"> </span></div></div><div class="c x2 yb3 wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Rezerwa z tytułu pod<span class="_ _0"></span>atku odroczonego<span class="ff3"> </span></div></div><div class="c x13 yb3 w11 h11"><div class="t m0 x20 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.22<span class="ls0"> </span></div></div><div class="c x15 yb3 w12 h11"><div class="t m0 x23 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x17 yb3 w13 h11"><div class="t m0 x24 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 yb4 wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Rezerwy długotermino<span class="_ _0"></span>we<span class="ff3"> </span></div></div><div class="c x13 yb4 w11 h11"><div class="t m0 x20 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.23<span class="ls0"> </span></div></div><div class="c x15 yb4 w12 h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">10 649<span class="ls0"> </span></div></div><div class="c x17 yb4 w13 h11"><div class="t m0 x1e h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">12 645<span class="ls0"> </span></div></div><div class="c x2 yb5 wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu <span class="ff3">leasingu - </span>czść długoterminowa<span class="ff3"> </span></div></div><div class="c x13 yb5 w11 h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.25<span class="ls0"> </span></div></div><div class="c x15 yb5 w12 h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">14 126<span class="ls0"> </span></div></div><div class="c x17 yb5 w13 h13"><div class="t m0 x1e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">16 717<span class="ls0"> </span></div></div><div class="c x2 yb6 wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe zobowiązan<span class="_ _0"></span>ia długoterminowe<span class="ff3"> </span></div></div><div class="c x13 yb6 w11 h11"><div class="t m0 x20 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.24<span class="ls0"> </span></div></div><div class="c x15 yb6 w12 h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">57 478<span class="ls0"> </span></div></div><div class="c x17 yb6 w13 h11"><div class="t m0 x1e h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">69 390<span class="ls0"> </span></div></div><div class="c x2 yb7 wd h14"><div class="t m0 x0 h9 yb8 ff2 fs5 fc2 sc0 ls0 ws0">ZOBOWIĄZANIA DŁUGOTERMINO<span class="_ _0"></span>WE RAZEM<span class="ff1"> </span></div></div><div class="c x13 yb7 w11 h14"><div class="t m0 x19 h9 yb8 ff1 fs5 fc2 sc0 ls0 ws0"> </div></div><div class="c x15 yb7 w12 h14"><div class="t m0 x2 h9 yb8 ff1 fs5 fc1 sc0 ls8 ws0">342<span class="ls0"> </span>253<span class="ls0"> </span></div></div><div class="c x17 yb7 w13 h14"><div class="t m0 x1f h9 yb8 ff1 fs5 fc1 sc0 ls8 ws0">408 752<span class="fc2 ls0"> </span></div></div><div class="c x2 yb9 wd h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 yb9 w11 h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yb9 w12 h13"><div class="t m0 x1a h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 yb9 w13 h13"><div class="t m0 x1b h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 yba wd h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Zobowiązania kr<span class="_ _0"></span>ótkoterminowe<span class="ff1"> </span></div></div><div class="c x13 yba w11 h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yba w12 h11"><div class="t m0 x1a h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 yba w13 h11"><div class="t m0 x1b h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 ybb wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu dostaw, usług i podatkw oraz pozostałe zobo<span class="_ _0"></span>wiązania<span class="_ _a"></span><span class="ff3"> </span></div></div><div class="c x13 ybb w11 h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.26<span class="ls0"> </span></div></div><div class="c x15 ybb w12 h13"><div class="t m0 x2 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">273 748<span class="ls0"> </span></div></div><div class="c x17 ybb w13 h13"><div class="t m0 x1f h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">200 064<span class="ls0"> </span></div></div><div class="c x2 ybc wd h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Kredyty <span class="ff4">–</span> <span class="ff4">czść krtko<span class="_ _0"></span>terminowa<span class="ff3"> </span></span></div></div><div class="c x13 ybc w11 h11"><div class="t m0 x20 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.19<span class="ls0"> </span></div></div><div class="c x15 ybc w12 h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">50 000<span class="ls0"> </span></div></div><div class="c x17 ybc w13 h11"><div class="t m0 x24 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 ybd wd h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Obligacje <span class="ff4">–</span> <span class="ff4">czść krtk<span class="_ _0"></span>oterminowa<span class="ff3"> </span></span></div></div><div class="c x13 ybd w11 h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.20<span class="ls0"> </span></div></div><div class="c x15 ybd w12 h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">50 000<span class="ls0"> </span></div></div><div class="c x17 ybd w13 h13"><div class="t m0 x1e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">50 000<span class="ls0"> </span></div></div><div class="c x2 ybe wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu odsetek od kredytw i ob<span class="_ _0"></span>ligacji <span class="_ _a"></span><span class="ff3"> </span></div></div><div class="c x13 ybe w11 h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.21<span class="ls0"> </span></div></div><div class="c x15 ybe w12 h13"><div class="t m0 x9 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">2 550<span class="ls0"> </span></div></div><div class="c x17 ybe w13 h13"><div class="t m0 x2 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 584<span class="ls0"> </span></div></div><div class="c x2 ybf wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu <span class="ff3">leasingu - </span>czść krtkoterminowa<span class="ff3"> </span></div></div><div class="c x13 ybf w11 h11"><div class="t m0 x20 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.25<span class="ls0"> </span></div></div><div class="c x15 ybf w12 h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">50 <span class="ls8">172</span> </div></div><div class="c x17 ybf w13 h11"><div class="t m0 x1e h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">52 796<span class="ls0"> </span></div></div><div class="c x2 yc0 wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu podatku dochodowego od<span class="_ _0"></span> osb prawnych<span class="_ _a"></span><span class="ff3"> </span></div></div><div class="c x13 yc0 w11 h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.33<span class="ls0"> </span></div></div><div class="c x15 yc0 w12 h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">63<span class="ls0"> </span>990<span class="ls0"> </span></div></div><div class="c x17 yc0 w13 h13"><div class="t m0 x1e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">28 057<span class="ls0"> </span></div></div><div class="c x2 yc1 wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Rezerwy krtkotermino<span class="_ _0"></span>we<span class="ff3"> </span></div></div><div class="c x13 yc1 w11 h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.27<span class="ls0"> </span></div></div><div class="c x15 yc1 w12 h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">17 637<span class="ls0"> </span></div></div><div class="c x17 yc1 w13 h13"><div class="t m0 x1e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">20 768<span class="ls0"> </span></div></div><div class="c x2 yc2 wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Przychody przyszłych ok<span class="_ _0"></span>resw<span class="ff3"> </span></div></div><div class="c x13 yc2 w11 h11"><div class="t m0 x20 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.28<span class="ls0"> </span></div></div><div class="c x15 yc2 w12 h11"><div class="t m0 x2 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">91<span class="ls0">0 </span>646<span class="ls0"> </span></div></div><div class="c x17 yc2 w13 h11"><div class="t m0 x22 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 046 928<span class="ls0"> </span></div></div><div class="c x2 yc3 wd h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc2 sc0 ls0 ws0">ZOBOWIĄZANIA KRÓTKOTERMIN<span class="_ _0"></span>OWE RAZEM<span class="ff1"> </span></div></div><div class="c x13 yc3 w11 h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc2 sc0 ls0 ws0"> </div></div><div class="c x15 yc3 w12 h13"><div class="t m0 x21 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">1 418<span class="ls0"> </span>743<span class="ls0"> </span></div></div><div class="c x17 yc3 w13 h13"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">1 400 197<span class="fc2 ls0"> </span></div></div><div class="c x2 yc4 wd h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc2 sc0 ls0 ws0">ZOBOWIĄZANIA RAZEM<span class="ff1"> </span></div></div><div class="c x13 yc4 w11 h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc2 sc0 ls0 ws0"> </div></div><div class="c x15 yc4 w12 h11"><div class="t m0 x21 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">1 760<span class="ls0"> 9</span>96<span class="ls0"> </span></div></div><div class="c x17 yc4 w13 h11"><div class="t m0 x22 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">1 808 949<span class="fc2 ls0"> </span></div></div><div class="c x2 yc5 wd h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc2 sc0 ls0 ws0">KAPITAŁ WŁASNY I ZOBOWIĄZA<span class="_ _0"></span>NIA RAZEM<span class="ff1"> </span></div></div><div class="c x13 yc5 w11 h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc2 sc0 ls0 ws0"> </div></div><div class="c x15 yc5 w12 h11"><div class="t m0 x26 h9 y90 ff1 fs5 fc1 sc0 ls9 ws0">                <span class="ls8">3 112<span class="ls0"> </span>030<span class="ls0"> </span></span></div></div><div class="c x17 yc5 w13 h11"><div class="t m0 x27 h9 y90 ff1 fs5 fc1 sc0 ls9 ws0">                <span class="ls8">3 034<span class="ls0"> </span>367<span class="ls0"> </span></span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 hc yc6 ff1 fs7 fc1 sc0 ls0 ws0"> <span class="_ _11"> </span> </div></div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x2 y11 wb hd" alt="" src="data:image/png;base64,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class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w4 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls0 ws0">6 </div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x28 yc7 wc h13"><div class="t m0 x29 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">W<span class="ff4">szystkie kwoty w tysiącach złotyc<span class="_ _0"></span>h, o ile nie zazn<span class="_ _0"></span>aczon<span class="ff3">o inaczej. </span></span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb hc y5f ff1 fs7 fc0 sc0 ls0 ws0">3<span class="ff5"> <span class="_ _c"> </span><span class="ff2 fc1">RACHUNEK ZYSKÓW I STRAT<span class="ff1"> </span></span></span></div><div class="t m0 x4 h5 y8c ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y8d wd h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 y8d we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y8d w14 h13"><div class="t m0 x16 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Rok zakończony<span class="ff1"> </span></div></div><div class="c x2 yc8 wd h16"><div class="t m0 x0 h12 yc9 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 yc8 we h16"><div class="t m0 x2a h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Nota </div></div><div class="c x15 yc8 wf h16"><div class="t m0 x1a h9 yca ff1 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x16 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x17 yc8 w10 h16"><div class="t m0 x18 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x2 ycb wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Przychody ze sprzedaży<span class="_ _0"></span> <span class="ff3"> </span></div></div><div class="c x13 ycb we h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.35<span class="ls0"> </span></div></div><div class="c x15 ycb wf h13"><div class="t m0 x21 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls8">414 704</span> </div></div><div class="c x17 ycb w10 h13"><div class="t m0 x22 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 234 988<span class="ls0"> </span></div></div><div class="c x2 ycc wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Koszt własny sprzedaży <span class="ff3"> </span></div></div><div class="c x13 ycc we h11"><div class="t m0 x20 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.35<span class="ls0"> </span></div></div><div class="c x15 ycc wf h11"><div class="t m0 x2b h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls8">952 407</span>) </div></div><div class="c x17 ycc w10 h11"><div class="t m0 x2c h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(856 935) </div></div><div class="c x2 ycd wd h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Zysk brutto ze sprzedaży <span class="ff1"> </span></div></div><div class="c x13 ycd we h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.35<span class="ls0"> </span></div></div><div class="c x15 ycd wf h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">462<span class="ls0"> 2</span>97<span class="ls0"> </span></div></div><div class="c x17 ycd w10 h13"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">378 053<span class="ls0"> </span></div></div><div class="c x2 yce wd h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 yce we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yce wf h11"><div class="t m0 x2d h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 yce w10 h11"><div class="t m0 x1b h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 ycf wd h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 ycf we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ycf wf h13"><div class="t m0 x2d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 ycf w10 h13"><div class="t m0 x1b h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 yd0 wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszty sprzedaży <span class="ff3"> </span></div></div><div class="c x13 yd0 we h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.36<span class="ls0"> </span></div></div><div class="c x15 yd0 wf h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 lsa ws0">(4<span class="ls8">5 437<span class="ls0">) </span></span></div></div><div class="c x17 yd0 w10 h13"><div class="t m0 x16 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(42 811) </div></div><div class="c x2 yd1 wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Koszty ogln<span class="_ _0"></span>ego zarządu <span class="ff3"> </span></div></div><div class="c x13 yd1 we h11"><div class="t m0 x20 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.36<span class="ls0"> </span></div></div><div class="c x15 yd1 wf h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls8">96 378</span>) </div></div><div class="c x17 yd1 w10 h11"><div class="t m0 x16 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(80 490) </div></div><div class="c x2 yd2 wd h14"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe przychody o<span class="_ _0"></span>peracyjne <span class="ff3"> </span></div></div><div class="c x13 yd2 we h14"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.38<span class="ls0"> </span></div></div><div class="c x15 yd2 wf h14"><div class="t m0 x9 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">7 907<span class="ls0"> </span></div></div><div class="c x17 yd2 w10 h14"><div class="t m0 x2 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">3 150<span class="ls0"> </span></div></div><div class="c x2 yd3 wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe koszty ope<span class="_ _0"></span>racyjne <span class="ff3"> </span></div></div><div class="c x13 yd3 we h11"><div class="t m0 x20 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.39<span class="ls0"> </span></div></div><div class="c x15 yd3 wf h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls8">19 0</span>41) </div></div><div class="c x17 yd3 w10 h11"><div class="t m0 x16 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(15 200) </div></div><div class="c x2 yd4 wd h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Zysk na działalnoś<span class="_ _0"></span>ci operacyjnej<span class="ff1"> </span></div></div><div class="c x13 yd4 we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yd4 wf h11"><div class="t m0 x2 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">309 348<span class="ls0"> </span></div></div><div class="c x17 yd4 w10 h11"><div class="t m0 x1f h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">242 702<span class="ls0"> </span></div></div><div class="c x2 yd5 wd h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 yd5 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yd5 wf h13"><div class="t m0 x2d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 yd5 w10 h13"><div class="t m0 x1b h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 yd6 wd h11"><div class="t m0 x0 h9 y90 ff3 fs5 fc1 sc0 ls0 ws0">Przychody finansowe<span class="_ _0"></span> <span class="ff1"> </span></div></div><div class="c x13 yd6 we h11"><div class="t m0 x20 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.40<span class="ls0"> </span></div></div><div class="c x15 yd6 wf h11"><div class="t m0 x2 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">1<span class="ls8">44</span> <span class="ls8">971</span> </div></div><div class="c x17 yd6 w10 h11"><div class="t m0 x1f h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">122 607<span class="ls0"> </span></div></div><div class="c x2 yd7 wd h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Koszty finansowe  </div></div><div class="c x13 yd7 we h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.41<span class="ls0"> </span></div></div><div class="c x15 yd7 wf h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 lsa ws0">(1<span class="ls0">7 <span class="ls8">622</span>) </span></div></div><div class="c x17 yd7 w10 h13"><div class="t m0 x16 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(10 458) </div></div><div class="c x2 yd8 wd h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Zysk brutto<span class="ff3"> </span></div></div><div class="c x13 yd8 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yd8 wf h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">436<span class="ls0"> </span>697<span class="ls0"> </span></div></div><div class="c x17 yd8 w10 h13"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">354 851<span class="ls0"> </span></div></div><div class="c x2 y69 wd h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 y69 we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y69 wf h11"><div class="t m0 x2d h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 y69 w10 h11"><div class="t m0 x1b h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 yd9 wd h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Podatek dochodo<span class="_ _0"></span>wy  </div></div><div class="c x13 yd9 we h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.33<span class="ls0"> </span></div></div><div class="c x15 yd9 wf h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls8">63 013</span>) </div></div><div class="c x17 yd9 w10 h13"><div class="t m0 x16 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(48 084) </div></div><div class="c x2 yda wd h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Zysk netto  </div></div><div class="c x13 yda we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yda wf h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">373 684<span class="ls0"> </span></div></div><div class="c x17 yda w10 h13"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">306 767<span class="ls0"> </span></div></div><div class="c x2 ydb wd h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 ydb we h13"><div class="t m0 x19 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ydb wf h13"><div class="t m0 x2d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 ydb w10 h13"><div class="t m0 x1b h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 ydc wd h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Zysk na jedną akcję zwykłą:<span class="ff1"> </span></div></div><div class="c x13 ydc we h11"><div class="t m0 x19 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ydc wf h11"><div class="t m0 x2d h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 ydc w10 h11"><div class="t m0 x1b h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 ydd wd h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Podstawowy (w PLN) </div></div><div class="c x13 ydd we h11"><div class="t m0 x20 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.32<span class="ls0"> </span></div></div><div class="c x15 ydd wf h11"><div class="t m0 x9 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">14,<span class="ls8">64</span> </div></div><div class="c x17 ydd w10 h11"><div class="t m0 x2 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">12,09 </div></div><div class="c x2 yde wd h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Rozwodniony (w PLN) </div></div><div class="c x13 yde we h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.32<span class="ls0"> </span></div></div><div class="c x15 yde wf h13"><div class="t m0 x9 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">14,<span class="ls8">61</span> </div></div><div class="c x17 yde w10 h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">12,01 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h5 ydf ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hc ye0 ff1 fs7 fc1 sc0 ls0 ws0"> <span class="_ _11"> </span><span class="ff3 fs5"> </span></div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x2e y11 wb hd" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w4 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls0 ws0">7 </div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x2f ye1 w15 h11"><div class="t m0 x12 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">W<span class="ff4">szystkie kwoty w tysiącach zło<span class="_ _0"></span>tych<span class="ff3">. </span></span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb hc y5f ff1 fs7 fc0 sc0 ls0 ws0">4<span class="ff5"> <span class="_ _c"> </span></span><span class="fc1"> <span class="ff2">SPRAWOZDANIE Z CAŁKOWITYCH DOCHODÓW</span> </span></div><div class="t m0 x4 h5 y8c ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y8d wd h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 y8d we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y8d w14 h13"><div class="t m0 x21 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Rok zakończony<span class="ff1"> </span></div></div><div class="c x2 yc8 wd h16"><div class="t m0 x0 h12 yc9 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 yc8 we h16"><div class="t m0 x26 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yc8 wf h16"><div class="t m0 x30 h9 yca ff1 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x31 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x17 yc8 w10 h16"><div class="t m0 x18 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x2 ycb wd h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 ycb we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ycb wf h13"><div class="t m0 x30 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 ycb w10 h13"><div class="t m0 x1b h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 ycc wd h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Zysk netto  </div></div><div class="c x13 ycc we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ycc wf h11"><div class="t m0 x32 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">3<span class="ls8">73</span> <span class="ls8">684</span> </div></div><div class="c x17 ycc w10 h11"><div class="t m0 x1f h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">306 767<span class="ls0"> </span></div></div><div class="c x2 ycd wd h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 ycd we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ycd wf h13"><div class="t m0 x1b h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x17 ycd w10 h13"><div class="t m0 x33 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x2 ye2 wd h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Inne <span class="ff2">całkowite dochody:</span> </div></div><div class="c x13 ye2 we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ye2 wf h11"><div class="t m0 x2d h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 ye2 w10 h11"><div class="t m0 x1b h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 ycf wd h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zmiana netto z tytułu zabe<span class="_ _0"></span>zpieczenia przepływw pi<span class="_ _0"></span>eniżnych<span class="ff1"> </span></div></div><div class="c x13 ycf we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ycf wf h13"><div class="t m0 x34 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">10 861<span class="ls0"> </span></div></div><div class="c x17 ycf w10 h13"><div class="t m0 x1e h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">13 874<span class="ff1 ls0"> </span></div></div><div class="c x2 yd0 wd h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Pozycje, które będą odnies<span class="_ _0"></span>ione do rachunku zysków i<span class="_ _0"></span> strat<span class="_ _a"></span><span class="ff3"> </span></div></div><div class="c x13 yd0 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yd0 wf h13"><div class="t m0 x34 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">10 <span class="ls8">861</span> </div></div><div class="c x17 yd0 w10 h13"><div class="t m0 x1e h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">13 874<span class="ls0"> </span></div></div><div class="c x2 ye3 wd h17"><div class="t m0 x0 h12 ye4 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">Pozycje, które nie będą odni<span class="_ _0"></span>esione do rachunku zyskó<span class="_ _0"></span>w i strat<span class="ff1"> </span></div><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 ye3 we h17"><div class="t m0 x19 h9 yca ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ye3 wf h17"><div class="t m0 x2d h12 yca ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 ye3 w10 h17"><div class="t m0 x1b h12 yca ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 ye5 wd h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Inne <span class="ff2">całkowite dochody, przed op<span class="_ _0"></span>odatkowaniem<span class="ff3"> </span></span></div></div><div class="c x13 ye5 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ye5 wf h13"><div class="t m0 x34 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">10 <span class="ls8">861</span><span class="ff3"> </span></div></div><div class="c x17 ye5 w10 h13"><div class="t m0 x1e h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">13 874<span class="ff3 ls0"> </span></div></div><div class="c x2 ye6 wd h16"><div class="t m0 x0 h12 yca ff4 fs5 fc1 sc0 ls0 ws0">Podatek dochodo<span class="_ _0"></span>wy dotyczący innych całkowitych doch<span class="_ _0"></span>odw, ktre odniesione </div><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">bdą na rachune<span class="_ _0"></span>k zyskw i strat<span class="ff1"> </span></div></div><div class="c x13 ye6 we h16"><div class="t m0 x19 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ye6 wf h16"><div class="t m0 x35 h12 ye7 ff3 fs5 fc1 sc0 lsa ws0">(2<span class="ls0"> <span class="ls8">064</span>) </span></div></div><div class="c x17 ye6 w10 h16"><div class="t m0 x2b h12 ye7 ff3 fs5 fc1 sc0 lsa ws0">(2<span class="ls0"> <span class="ls8">636)</span> </span></div></div><div class="c x2 ye8 wd h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Inne całkowite dochody netto<span class="ff1"> </span></div></div><div class="c x13 ye8 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ye8 wf h13"><div class="t m0 x36 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">8 797<span class="ls0"> </span></div></div><div class="c x17 ye8 w10 h13"><div class="t m0 x1e h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">11 238<span class="ls0"> </span></div></div><div class="c x2 ye9 wd h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 ye9 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ye9 wf h13"><div class="t m0 x2d h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 ye9 w10 h13"><div class="t m0 x1b h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y9f wd h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Całkowite dochody netto <span class="ff1"> </span></div></div><div class="c x13 y9f we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y9f wf h13"><div class="t m0 x32 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">3<span class="ls8">82</span> <span class="ls8">481</span> </div></div><div class="c x17 y9f w10 h13"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">318 005<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h5 yea ff3 fs2 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x2e y11 wb hd" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABBUAAAYkCAIAAAA6WqBxAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdeZRcZ2Hn/d+9tS+9qfdF6m61dlm2bEuWvMgWBkwWMIaEdQaCCQSckLxkBjJzSCYZkgl5B04yk8nLIYR4WGJgMMFObEYHHBZ5kW3Jkq1drV1qSb3vXXvVvc/7R7da3a3q6tK++Ps59Ye6utZbrXOebz333scyxggAAAC4bhhjxsZGhwYHRof6EmNDmfiQG++UcSVj/GXeYIU3GA1Fy0vKKsvK55WWlft8PjbaVWPRDwAAALiGBgf6T588MtJ7wh07HTD9JfZomTdW6kuH7KzPY2RbsqTJEas1Xhhyc27vaK53xBmIayRlJXI+ScYKGm/YDdVHymsr65qra5tKyyvLKuaVlpaxnekHAAAA3Ni2v/wL9+RPVpSeiEZd5YwcV/lGpjnH7R5Kdw2mEinHshUKeUvD3vKwNxr0Bv0ej23laQwjGbmOm3GUcrxJExzNRWJOJGlKc9553mhdpKKuqnZ+dW19MBjkg6AfAAAAcJ0aHBw4uOsVp/e1Vv+xunDcYxs5sw5HB0Yze0+OVpcFVrSWyWcr5xa4cbFsSx5LHsvNmJ6x0LFsq129dtEt66travh06AcAAABcL3K53NZfPrMw/lR9aVIZR7MMQo0xHb3JE72JSMTbVhepKPXLSO6VGbJakm1JiqW9R5L1o6bBM29JXfOKpgWtgUCAj4x+AAAAwDUwNja665XnKoZ/vrK8W47R7MPPVMbZenjogduqZVnKuVd9aCz5bBkdGZx3JnTvivW/Xl3NpAT9AAAAgKsZD6Ojx/7vH99W3amMU+BmnQPJQ53xZS0ldeXBy7CT0iWyJdsaSfmOp+qHvYsrmu9ctOzWSCTCp0k/AAAA4Ap68Sc/WJJ8pjYYL7wD0muHhlYtqgj67WtfDnlawpLfPjkQ7Yi84/b73xWNloxf7bqu67rGGI/HY9s2/QAAAABcPGPMCz/8mwdKX5wzCV7cN7B6cXlJwKNrMiy1rHMnhZVkzMTl3A0ky5ZtyWMf63V3nTIJx7+4vmRe2Hhs12OZjOvJGW/SDSZVmgnU+ssXVM9f3Di/NRQKjTeGbdu2bVuWRT8AAAAAeTiOs+VHX76/dKtypnBjPL93YOPt1Vd32sGSZcm25Bo5WaWSSsWVjCk+qkxKuYycnFz3XELYtjxeeX3yBxUIKxxVWVl/wnOgK3X30gqvx5ZlpbNO73C6bzQzmsjaluXz2AG/x+v1W7bX6/U4VtD2hRxPOG5K0t5KK9pU0bCoYf7Cyqpq+gEAAABvdsaYl77/5xsq3lDOyCrQGOal9oEHbqsu3BiXKRgkJ6dMWsmYEmNKxpRMKJ1ULi0nV+zJnWzJyM0qE1d6zJscCZwYCiQqwg23RCoXlpfNK/OHQvJYkhlffWJyc2hy5sE6uzaFY2I5X3820perSngbAlVLG9tuaWic7/F46AcAAAC8uTz/r//4gP/Hc848vLR/cMNtVYUb45KzwZLranRAfWc02KtUQq5k68Ke0ZY8cuKKndZQu8ZOKBOTmdICkmruVNPbLGtejRYsV0mFZGSKPnmUZclryTGvDbUFV3zgltVrr/M9negHAAAAXDYnjx+r2vX5iJ0tfLPNe/s33l5zZWYeLDlZxUY0OqCRIcVGlE1P7IxU/LDclnGVHlaiR/EzivcoPaBccvIJzsshyV+q6ttUs862I1GVV6myTiUV8npV/GDbtoyj/Ym60dp33nHP26/bBSjoBwAAAFwePT3dyef/qCU0rIJfvp/sTVRVBCL+y72vjm0rmVDnMXV3KJO94HmG8TKw5aY0cED9OxXvlTGyin4YI5W1qe3dsr1STopE1LxM1Q2yLF3QkNtnHxutyK76D0tXrKIfAAAAcNPa/PTXNvp+Uvhg6J7hdNJxWqrDuiyrw40P7TMpDfap+5Riw3KcC84GW8Yo3q1Yh0ZPKdGlXOrcY18QI/miqrtLNatl2ZIrRUtV06jqRoXCF7CKtm0NZYO7M6sXb/hIQ2MT/QAAAICbTTwe73vmd1tCQ3M0xt7+jasv0wmXbFvplE4eVNdJuUYXsQaDLSPFz6jrVQ0fu4CphjkrItqgtvfIFzz7s9en1uWqb77Al2cdS8yLvuX/ramppR8AAABwU3n+Xx5/wPNM4TCIp3K9Y5nW6vClDWAt5TIa6lfvGQ31ycldxH5KrqN4l0aOauSkUn0Tx0NfRkYKVarxfpW1ytLZ46xLK9S0UPPqVPx6c7b6s5HDFR+6+8GH6QcAAADcJIaGBnPPPVYdSBReA27z3oHLMPnQ16Vj+5RMXtyEgywNtevMFiWHdKVXjXalBRtVu1bKTbmqqlYr18q2iz8oIiXfvtrP3Hn3W+gHAAAA3Axe2/KztSP/n1JOocaIZXLGVJcFLmadactSOqW+TvWc1tjIRRzh4DpK9Gv4kIaPKjUkXbnTxs7gUfUqNdwjr//sNUYKhNS8WPULin77Ssn3Rumjdz/4rmv+WXv5cwcAAMAlip/ZK98cB0Qf6U6svaWycGPkHTpLlnpO68h+ZdMXc4yCR8l+ndqs4ZPT7n2VvkR31LNT2bja3n12FsKSMkkd3K2Bbi2/U3YR56EyCiq7eOC7/X3rq6qv8arV9AMAAAAuVTRzUp45BuTxVE7pCzzpkuNooEdnjmt0aGLkXfyo31YuqZETGjigsVNy3Su+t1KBAho8LPdHan6b/OEp1/b3aucrWnyLSsqLeZwqb/zYc3+U2fgX1/aMTDZ/7gAAALgUxpgaq3/Om0XCPrlGRkVdZCuV0q5Xte/1iXiQir6vjDR0UPu+q6M/0ehJGVfXdklnSxo+rpM/kzzTXqfGhrX9JfV2yrLnfl+uFoYHDr/wxLX9uJl/AAAAwCUZ6O+v8o4VPhrYGFNT6i/2EdNJnTquro6JcytdyJxDNqGhI+o/oHj3+BXXi/GEOPqsmh+ccizE+C/adyuZUNPCuc/L5JrbPDsO7t9zDZeWox8AAABwSbpOH7/Fkys0yrfUP5yqDnvnPuOQ7VHPaR1448JWfh5PFFvDh9XxgjKxy7aSw2VPiMHD8kW14AFp6mEgbk5H25VOasltcuc4PqTcmxrZ/t/TbY8HAoFr8i7YfwkAAACXZLTvtGXPPly3LMVj3S+/Ggp4Cu2cY1mKjWnPa9q/cyIzzAXssDTWpfYf6vAmZWIXdterfJHUu0e9429x2tuXznRo/+vKZed4CMc0l46+/tJPr9XHzfwDAAAALkkuMTQxZj+fk1Nnh04dG03blscz68oPlqWeTrXvlpu7sOe2lMvo1Ivqa5dlrsc5h/OZnI5vVrBcpY0zf6Ou03KNVtw+x0RN1vV0viBdmxXl6AcAAABc2oA4m8i3U4slGe3boYF+2cp6ygo1xuG96jlzYc9qKxPXQLt69yk9emOUw5TXrlNbtPQ98vrO2yY9Z1ReqYYFcgslxArf0VMnj89vbr0mLx4AAAC4lIBwZcy0i6T+Lr26WQP9EwdA23a+eLAkad8OdV9wPIyd0f5/1qlXlLnR4mFcvE/Hn5tlmuHQXg0Pyir0tqK+3IkXvnNNXjnzDwAAALgkli807Whgy1LHMR1tP3cu1fFUmEyLyZv1d+lIu5Lx4k+yZCwl+tX1hoaOTBxifaNuNGnwhAYOqWrJee/ddbVzm265QxXVs26XnFnt3dXX21tdU3OVXznzDwAAALgknmD5uaN7czkd2K3DB2Z+tT7jtELjjbHndSXjE41RzKHHXnW9rr1PavCwdCPHw+RAvGvH2UXxZrxTJ6f2PYXPxVQSyh1v33lNXjYAAABw8cIVtRM762fS2vaSzpyaGNpPGRN7s9m5G6MAS8OntP+fdXrr+Y99A18SQ+p4cZYphlRS219WOjXrnTNOoms//QAAAIAbTGVtU8bxaHREO7cpmcjzhbpR2GTnbIzZLq6rji06+H8V67qQteRuBJbUuVvxvlnmW2KjOnpQHk/+O7uKpE5e/dfM8Q8AAAC4JHUNTWOD8crdWyZGxHkbw5vLpB1/Kjax1nJxBzwYaaxbp7dprPuG31upQEL07lP0LdNXlJvU06XoUTW15L1vrdXnuq5tX9UpAeYfAAAAcPGMMTtf/WXg+P5zQ/58l7qgGT1zRtu3KDZWbAp41fmG9j+j2M0bD+P9MHhUufhs29fVwf0aHszfD56Rnu6uq/yC6QcAAABcvFd//uy6ob+PepwCOyAZVzvHAoFTxws3xtTFmOMDOvisTm9/U4xWnaxOvHTeitSTF1s6ckCuM/MkucYEPG7HwV30AwAAAG4Arutu+emPlnR9R4msQqECt3xlNLjuw79SEg0XdUyxrdEzOvBjjZySZd4UW9KS+o8pOTT7NhkZ0YE9eXYOs5TqvtqHUHP8AwAAAC7G1l88e+/Yt2Q7MlIoIjfP+NY1emU0tPQtaycaY2jOJtHp19S1+8Ze2+HiDB5X+I5ZDguxpK5OVdaqpm769lIkceoqv07mHwAAAHDBtm/5xcIz31Xq7G5L4YjcPF+cvzoSvPcDb60qi8iYicaYfeYhm9K+f1XnrpthbYcLZUnDHZJdaJ8uHT8ia/ro3ZgqayCXy9EPAAAAuH7t3vHqmtN/U+uJnbsqFDl/yL99xNd2/5o5G2P8G/exXh3YpPjAm64cJiUGlOgdr4JZLvExte+Ztg1dlVvxVDJJPwAAAOA61XnmdGjn15SZfjiv369gcOpgd/eId837HqqdV1K4MSTJ0uAJ7X1WycFC8TBjaYSLc+mPcOW4rrr2zHWjjg6NTDsXU9STTl7dfuD4BwAAABRr364djbv+ssGfnDkGt72qbdTxo+MF0JlS8JZVykxf0WC8MVKp6XfUyBkdffG8b7U9nkBbm7+x0VtV5S0t9ZSW2uGw7fdLctPpbE9P6uTJ5O7d2d5eaY4pCyP5amvDq1eH2tq8lZWW1+skEtmursT+/cndu91M5vy729Fo9O67JxZuMyZ15Ej66NFCz+LzRe++2w6Hx39K7t6d7ey8iM07eFILkvIFZr+FLZ04qtXzJpfu9nqUSafoBwAAAFyPsjseL/cm83yBb6SqWp04KmnfqKfxbRsaosHCjSFLuYxOva6eg5I78/GqP/axtn/8x8Ivxk2l4jt29Hz9633/9E/5K8LrLf/VX63/wz8s3bDB8uYZ92b7+we+//0zX/5y5vRpa8pbqXvsseYvf/ncm3OcA7/6q6P/9m+z9Unzl77U8LnPncuAp59uf+97L2I/n2xWo12qbC54o4F+HdqvRcsnfrSsTCZ9Nf8G2H8JAAAAc3Mc5/nvfuVW34lZfm9UUip/UFK6ZUl5JDhrY0yO0z06/rK6D+SJB0nesrK5B7LBYMm99y76znfaHn/8/DwwUu1jjy175pmyt7wlbzxI8lVV1f3+76/esye4ZMm0R/b7p/5oeTx1n/60O8vL8JaW1jz66LTbBwIXPTSP9WruQ0BOnlRsdPLZjOvSDwAAALi+7Nr20gOe523XzL5ug8cJRTdnq25btWDOxsikdPA59R+/PEdL13z8401/9mdmejyUv+Md87/4xWLu7ikvb/v61yf2VppF2TveUXbffXkOnPD52h5/3FtZebm2c3zo7BsouL6eTnXIvjYjefoBAAAAc3P3PaW0U+gWjrsjFtn4znUeyyrQGIqUyKOjL2mw48LiwYnFsn192f5+k8mc/9uG//gfveXl50b11dVLf/Qjb0VFkQ9eunFj9J57CjVGJLLoiSfs85bJK9mwYd5v/uZl3M6p0fwTMjP1dCmRvCYHg9MPAAAAmMOOl395p+/QtBMunX+xLSdUMmdjZANlB/9Nw6cveOZh/9vf/kZr6xstLTuamva97W1Dzzwzdb8dOxSqeOSRyR8rHn7YjkSm3j156NCRj31s5623vt7Wtvf++7v+9m+dRGLqDare//7CQ/FAc3PlBz4w9TauVPfJT17eTZ1NKJcpYpXunKMDu8e3vNfnox8AAABwvRgdHane9w9W4S+6XXfH5p3r7myYszHip+P9HVIRI+SZ6RGPj1+yfX2jP//5vne/e+yFF6beoPztbx9fGsGRyh58cMbdj//BH/R9+9vJPXvSx46Nvfjisc9+tu+b35x6g9KNG+c8RWzt7/yOe27pBUVWrqx473vz3tJc7MVxlSnmdKyW1Deg4SG5xuvz0w8AAAC4XhzY8fKCyGihfLDtkcNHq1obbMsq3BjavyeS7fL6LsNON7bU973vTb0mtHLl5MOGli+f+qvkvn2jmzfPuHv/k09OvSbQ0uKvqSn8wqJr19Z9/OPjt/GUli564okZR1pfFpl4calhS51nMq4ncLGHa9MPAAAAuPwyHduUcQoNZLs629u7mhfWFG4MdRzXqVO+gOY1XoZXZUnxnTunXuNvaPD4/ZI8Xq+/vn7qrwaffdZNzzzJaXL//qlXeqLR0LJlczyp19v61a+OP3jFO98ZWb36SmzwbKLom/b3JFNuIBCkHwAAAHC9qMseKxQGoyPatStdUj5nY+jEifGxZ+0SWZfjvEvZgYFp49pQyFNSYiQ7Gp158MPBg+ff3RkbG19+7lyBNOYvG5PLmVxu4lmCwZpHH3Wluk99avIGbr5Dui/+fSVV7NEhuVz8+Bmfn/2XAAAAcH1wHKfRGph9b31HBw/IVl1L3ZyNISc3ftxAaa38kcvw2maeiMm2LY9HkuX1zggUZ2Qkz/1d10yflJhRHZPSJ04MPv305I81jz5a+9GPlt5//+Q1ff/7f1+uDW5J2VTRR0u4ash2dhw/Qj8AAADgupDLZsKe2U+ptGeXRka6UmqqK5+zMaaOQEuqr+7buLT5Dsvn6/pf/2tyCiK4aFHblGOvY9u2DW7adDmbLVP0/IORAqEzu35BPwAAAOA6CYh0/tMRWZY6T6uvT5Y6Mv5wOFC4MSYGuxNFobJauRdy8iUVd7MCp066oGc5/82OvvZa3xNPnLvi7Nptbip16MMfdlKpYp6uyEvOuZCHCITrR9+gHwAAAHBd8Jis3HxnYnUcHTs6PpbMVtbM2RgzBtclNbo8S09fLZZ0/HOfSx0/PuP6/h/8IHH06OV9K65zIS8rEl3o692x5Zf0AwAAAK49k3eY77ras1Op1PhX4PMX1M7ZGDOESlRaeclncbWuaoLkBgb6vvOdGVd2f/3rl308bUzRcWVbCoV9xons+bbjOFdnO9APAAAAmJVjB2SfN5gd6FPPuVmFRDI9Z2PMuFhS4/JLHsiGQtNfqzN+HiQ3nTbTB9Pempo89/d67Wh0WiEMDRWqFannW9+K79qV7evL9vdneno6/8f/GNu27UpEW7EX26tAQK67NNh7cN+uq/Mn4eV/BQAAAGbj8fldx9gzBtIdJ+U593PP0VPLVzTKMXkawzPrEHneAgUiysQv/rXNWOTBGRtzRkctyYnFnLExb1nZ5K+it9+eZxw8b55valcYkz55svAzZk6c2Ll6tScQkGQcx83lrsQMiGWr2KkZX0Ben1zHMm7vgVdW3HrHVfiTYP4BAAAAs/L6/EO58JQjji11d2l4eOptqrIxNztj55mZjZF3HFpWc/GHULtS6T33TP1t+uRJx3WN5JxXAhXvepe3omLG40fXrp08DFpSdmgocfCgiji02kmnnXTazeU015HcF3exix+hB88etu6a8pG9V+dPgn4AAADArCzLOmE1nfs5k9ah9hkD3sUhZ3A4Ubgx8nBU3iC36Fdipv/bDodrP/nJqTeI79p1tl2U2L176q/89fVVH/6wO+XujlT/u7879TbJAweyY2PFPPsVH6B7in6+UEjGjG/2Jerom74c3pVKSv5XAAAAoIBY5a0aPTyxe1Jfn9KZGV9BBzzac7K3qiI6szHmUlotr1dOrqijhcOrVo0f8OApKSlZs6buE58ItrZOvcHAs8/aZ/th8Cc/qXvssam/bf5v/y2yatXoyy87sVhgwYKq97ynZMOGqTcYfu656+GMUEby+jRxdtvCXCkUljuRRWGvs+3n/2fjh/6AfgAAAMC1tGD1xuTzz4SUkW2rp1tWnqFt7HSP7mwr0Bh5BcKqblb30aJexrLvfrfAb9OnTw8/99y5GPjJTxL794dXrDg36i0vr/vUp+o+9alZhu2m93vfu07OKOsNFJ0a4cjUt7B85PlU6neCweAVfXnsvwQAAIBCWtsWb/PfL4+lREKznKFogYklU1lJ0xqjiEvjcnku+Qttk82e+MIXJteHluRmMvsffjh55EiRj9D9jW+kir7xleYLao7V9SYPuQiFp+ZEbShx/PCBK/3y6AcAAADMYc17fvdQplYdJ+S4eceyC0Nm6y92FW6MfAN/hcoVrbyk1+aMjBx45JG+f/qnqbMHlpQ+evTQRz9q0uk5H2Hoxz8+9tnPXj/L2fmCRW06BXwKBKYtuOGa/uP76AcAAABcY5FIpG/+O9XTVeA2a83AocPdBRoj/yWneQ15vm1PHTuW7e+fOqUwc/zsOIn29s6vfnXXAw8MbNqkfI89+sorry1ffvorX0keOWKy2ZnhMTY2snnzoUcf3ffII04yOe2+05ePcNNpY0yBNzG+7sTU13Yp51/yh4q7XUWFPNNPcZVz1X/4Sv8xWMYY/ksAAACgsD2vb131/feqo7PAwc5bRgP3VrtKZXUhX+YnxrRj08x7GMkTDAZaWoItLYEFC/z19d6KCjsYtPx+Z2QkceDA6JYtifZ24zhzPtX4YLdkzZqy++8PLFzoCYezvb3xXbtGNm9OdXVZ+dZ69lZWhhYvnvwx09VVeGkIy+uN3nHH5IlXM93d6RMnLnpT3/WI/IEi3tWtt6q2TtMH8/vc+Ss/9fgV/Uvg+GkAAADMbfj0Ya28VUNxjY3MdptSZVVTp47OC3rkUInCpUqOTh+RS24qlWhvT7S3m+nXm7P/yDv0zzO4lySNbd8+un375COMXznbrjjZgYHswMD5DzLrYD6XG52+EPVF7w3l8cvnK2YU71XFvMmTL01qMH2ZTMbv91+5vwT2XwIAAMDc3KGTyua0fJl8gdlOLTpkB7XyVpWUXdD+OpZUUTfr0N+S7CmXyR81y6ptBSpi8o4F2mNGnFhFl8DkLa1LiAdJgYgsTxHbLRRRIM8kRbkn1dfTfUX/Eph/AAAAwNxC6T4Zo5ISrVurV7cpl8kz+I5GJxrjjZ3KpIsdRxtVNunUoaK+2DZSeOnSioce8paVOclkbNeu0eefN9msZ968mg99yFdV5YyN9T/1VGjJklBra8/3vueOjQUXLap46KGRF17IdHdXvfe9/vp6N5EY3bIleeJE1SOPjL3yytgbb1iSbLtk/frSdetsv3/k5ZdHXnzRsu2q97432NJiRyLZ/v6RLVviO3eGFi2qeOtbB555Jt3VJankjjtK1q8fePbZ9KlTZQ88UHbffXKc+O7d/Zs21X7wg7KsviefNI4z76GHfNXVyUOHomvWTL4XZ3i49wc/mDGHECopYuUHI5WVnj/5IMmy1dd5snH+AvoBAAAA11KJOyxLMkaBoFau1N69ys48ziFUFpE7R2PkVVqpknLFhlXMwQzVH/hA8xe/OHnN0c9+9vTf/m3rf/7PTZ///Pg12Z6e0vvuq//0p8f27h3bsqX6fe9r+dKX2v/9v1/6zW9ODt+7vvGN3qeeWvTVr3b8+Z+PvfGGpHkPP7zy6acnniWX2//udw89//zSb33LjpxbY2Hn/fdHV6xY9Pd/P+/d7977a7/mSq1f+Ur5gw+mu7osy1q1aZMdDksa3LSpb9Om1i9/OTB/furUqZGXXqr/zGfKNmzo+c53Gv/g3Ppu2YGBvqeemnqGKCNFS4tbOa68PG8/yFVsoOuK/iWw/xIAAADmFjGJs4Nco6pKrb9Lvpk72UfLQhM3GG8Mj6+odQyMLEsLb5Ps4vZ4yuVMLrdr48bX774729dX+7GPOVJo6dKe73735ebmV5qbe3/0o9iuXZLCS5c6Umj5chmT7uiI3nnn8M9/vqWl5ZXm5qOf+9z4+Hv8XEmOVPuRjxjX3feBD7x+zz3p06fbvvY1Oxh00+mxbdteamxs/+QnJc176CEnnZY071d+peytb635jd8ove8+SY7rlm7YYIdCr99zzyvNzQd+67csybiupMbf/31HkuuaXO7UX//11uXLBzdtkrTroYdeX7PGTaenvjVHClfM9f5dybZUWjpLYJncaO8V/Utg/gEAAABzMMYETPbcqX7GC2H1rdp7QIn45KxBJByc2RivvlbULIRReb2i5YoNFvuSsj09sfb20a1bS9ev90jyeALz59c8/LCk/h/9aGzvXkmRVauMFF62LNPdnerokGV5Kytr3vUu27KGn39+xgMG5s93RkaGNm3KxmLxvXsr3/lOb3m5JDedznR2uqOjksbPsGQcx00mW/70T8MrVkxOAlg+n6SKBx90R0fjBw4M/uxn4/et+o3fKFu92uRysqzc4GCuo8OJxSSljh07/xxNtqVoWRFvfl6FZltk2shO9NMPAAAAuMb9MHOvGmNUWqp71um1HRoZkSVjFPB55myMWTmqbtLo4FxnOjr7Oszks5z9d3jp0pqPflTGjO3YEW9vd2Kx8JIlnkAguHBh/1NP5XI5SYEFC2o/+lFLyqVSiZMnpz6gPB657rT3adtGKrnrrns6OnwVFckjR3qffrp09WrjOO2PPrr0G9+wA4Hub36z4bHHJu9R/Zu/abLZweee6//ZzyT1fu97oSVLln//+7nh4WnPNfUtTPmxvFL+YBH7Ly1YMPnez+dz4vQDAAAAriXbtp3Z9nu/bZWOHFVXjzGuZVmFG6NwGVQ36eieIkbPZ5PGSN6yMpPNjk8B9DzxxKHPfc46u4P+6KuvhhYvLlu71ldZ2ffkk+P3GnruuV0f+pBHsqSKhx6SZM42g5tM2qGQ5fUayQ4GjeO46bSk1IkTJ/7qr7KnTw/94heuMaWrV1u2Pfbaa/s/+EE3lYqsXDk1AN5429uyAwOTr8G47ugsnlEAACAASURBVOmvfW3lE09ImnFC2LxpVN8qy5prC4TCqqrKf/DD+O+dUfoBAAAA11jK+PN/4e3z6ZaVikbtA4cdxy3cGDJugacIhNW0SKcOFwqNia/wLavmQx+y/P6S9euHnnvOlZx4vGzDhvmf+YwlDf70p/HDh3uffHLR//yfzX/xF9n+/uFXX7X9fieRiN5xx4LPfMaWYm+84cTjksrf+tbG4eHc8PDotm1l997b9td/ne3rK12/fvAnP8kMDUnK9Pae+fa3vWfPyjpxglefr/+nP7WkyKpV41eme3staf5nP5vt6UkeO9a/aZMkWVb/v/7ryMsvl91zj6YcwqDz5iIk+QKqbJDcuT6Jynlz/N4ZoB8AAABwjY16ymRmOTDXcTS/SdFIMp4r3Bg6cFieWZ/CMlp4i7o7lEsXeiVuMml5PC1/9meSkocPH/mjP/JI3U88serpp0vvuktS+2//dvzw4Z4f/KDlv/yXio0be3/4w2wsZktHP//5RX/zN0v/7u8kdX3jG+2f+Uz/v/xL1bvfXbFxY/rMmdfWrCnbsKH+4x+XNPLKK3vf9z5ZlixLxsxc0sGyjOuOX2mMkWRJAz/96fDLL7f8yZ9IGti0qXfTJhljHCcXi+193/vW7d9vHGdi0mB8n6vzNlRJhbxBKVfwY3Ck6io5ToGbRKzUFf1LsIwx/H8AAABAYS994wv35V4tfJs3zsRub4wWusXQkA4d0Whs1pOA2jq4Q2eOFZqCsAIBf1OTJxRyM5n0yZNuOj2+y0+wtdUTjbrpdLqjw02lJPlra33V1akTJ9xYTJKRAvPne8vKTC6X6erKjYxYlhVcuNAOhXKjo+mODtvrDbS2Wj5f+sQJJ5GwJH9Tk8lmMz09k5MPnnDYV1OT7ugYjwE7GvXX1KS7ukwyaUciwZYWSdne3kxfX6Cx0YnHx498CDQ0GGOyXV2SvFVVnmh08hEmokhaskrzlxbceclIkbDuWiOPp8A2HnTD837vx/QDAAAArqXn//kfHhj4P3IKDR1fOjpy36LyOR7IcbR7r/oGZ0uI4UG9tlmeN9nmdaV1b1NJacEbGWn1KtVUq+AA/qRb2fx7P7xyL5X1HwAAADC38uZb5Jlj6JhzXNmSMYUutq3Vt2rFEvkDeb9rL61QTZ3eVN9wG6miUpGSuW5XElV1lVy38BYesCuv6KulHwAAADC3tmWrOpPRwudQqgj75myMCU2NunedKsrlzFwfzba07HbZnuLWkrtZLgtXyLbmWjaurlZF7DqU8pTSDwAAALjGoiUl/Xf/p7TxFPjme2Fl4ExvbO6lHqSzExGrtGKJgqEZyyIEwqpueBNNQZSUqbx6riMfvD7V1RTzaFl/+RV9tfQDAAAAinLrmrv3q63QODjo7Y/l0rk5drCZti9TY73uXqOWBbK9cs9+1+6odaksz7krbuKLIzW1ySp8I9ujO1bJ7597k1ryVLfRDwAAALgupBb/uryF5hdua4zu77rA9Y9tW4sX6t61KiudXP0gUqKWRTf/FISRvB5V18+1Zlx1pSrKinpES2X1LfQDAAAArgvr3vrONzJt4wsfzHZJpZ3CjZFvHG3k9+vOW3XLMkWj4/MOLUsVid788w+LVsrvL1gYxlJzkxy3mA2ZzHmbWhfTDwAAALgu2La94EN/dcSpLdQYzSWvHx0u3Biz7s5UX6O7bldbi4ztsdS44CbfhSkc1YI2FXqTrtTWrNKSIrdhh6orKubRDwAAALheVFZVD936cfk9szeGtWBe6Ehv4iKfwLLU1qz1t6uxoW6hz++/afdicqWG+XMdNj2vTK0LVOSKbZa6oyuveEPyfwAAAAAX5M4Nb3+h5mMxBWb7Frwq4h2MZQs0xhyMUTSilUuCb7l9xVvKb9YpCMtSw/yCkw+OtKjlArabz1O69D76AQAAANcX27bvf+Sj2ysflm/WweSa+dEX9vWPZZwL3otp8uI48gVq33XrXb9eVtckj++mmogw0rKVCoYK3MTSslaVlRa7uaR9ycZlq++iHwAAAHA9Wv+eTzw/74MjVkjKc6iDben+trIdx0cLNEZRXFN5e8Ntd+ju+1VZc/5yczfqpaRMzYsL7rxUU6mFzcVvp4w8oV/741AoRD8AAADgehQMBh94/6f3LvyEfLOebWl9S8nm/YMjGSdvYxR7qZqnivJIWGvXaf19amqRPzix188NypWaW6Xc7MdMB0Na3KpcrthNZGlbYP3Cxcuuwou3jDH89QMAAODiGGN2bX0puO1ryzyn5eQfWL50bPS+ZeXKuBf/NLmcXtquXE6SbGUyOn5YJ04ol7vxvg43UjSq+x6QPdtL9/l1753yXsDRI65tn3jHPyxcvJR+AAAAwA1gaGjwyPf+ZK325k0IY8zOM/Gg315eH5mtMeYatFo6fEJHT53LBVuJuPp61dWp4UE55oYJCa9Pd9+raMlsEyiWbl+u6koVPUoftUIHVn523YO/dnVeP/0AAACAy8B13Zc3Pdlw7J8XqjvvyHgokTsykFrbWnqRCZHN6oXtchzN2FvK1tio2g+ou0ee634rGam1VStWSXknY1xpQb1WLCo+HuS1Npe9Z+O/+8Or9hboBwAAAFxOLzz+xfszP1fWPb8iXNe8fGKsvsLfNi94wYcvWJb6h7TzgNzzht6WjNHAgHq61deveExGsq7LjeMP6N57FQ7N8gab6rS4WZ5iOyhreV6JPHjH+/9DtKSEfgAAAMANyXGcA7t2DG9/6vbkaxE7LSfPWP75IyMPrKjI2xiF2LZ2HVR37+w3kOtqoF+HD2lgaPyK64mlu9drXmW+PZdcaWGTlrbmqaPZeO3nQ2974ON/erXfBP0AAACAK6Gr88ypp/7yLnvP+Z3guGZ/T2Ik7axuKokG7LyNkV8soa278+zFNH2Y7rqKxdXfp75+DQ8pk7320xFGWjBft63Ot+eSx6u2+ZpfN/sh1VMfyMiyBq3onpqH17zrtyKRCP0AAACAm0Q2mz24d+fAzudaRl6bbw/YZmZIdI1mTg2n71pYqlxxg1LLUne/dh0sNgg8yqR0plMnT2okJusazUgYybb1lo0KB8/7haQ7V6iqothjHmwrJW/7XX+xev2Ga/KZ0g8AAAC4GrZsenJB+3fn+wflmKlj5azjbj8Vl2UtqQ5UlvjnPrrasrSzXT0DFzCnYMlxFItrcFADgxoeUTJxVY+R8Hi19nZV10zZc2l8qYeaCi1tmeV4iDzvIml8r5VsbHvo443zF1yrz5F+AAAAwFWSTqfbd20fOvhK5eDuRe7JkD2+PtrEb3vGMgd6U6ubouUlPmULHgaQSOrFN2RdVAHYch2NjKjjlLq6lcpOPMyVawkjLWzVLSun77lkLC1ZoNamYqcdfPaB3Pzgr//X1kVLru2HSD8AAADgGug8c/rQz7+/vP+Xtb4RGU1OO/SOZY8OpnOJZGOpb35dic/nlZtvvNrdr71HZS52TTpLkrJZxeIaGdHQiAaGlExMPNVlbAkjlZVo/VoFA2d/ti1Vlqu1URWlc8eDbcWNb69vlVn2jlvueuBqnmeJfgAAAMB1J5FIHD90YOD4Hk/P/prU8QbTF7Gz44cIa8/RXYf7E3XVt9zaVFIeUM6d9v29x9auQ+rquzyvw5YxSsTV06eubg2PKOOMX32pLeHz660PyO+VJLmSz6tb2lRfJcedI2+8VjZrvRJ9cOk7H6utr79+PjL6AQAAANeLzjOnj2z7ebTjheW5wyErpRd2KpXty+qk440FQ+Hq0obG8obqqO21ZaR4Stv2KZ25bPMF449jlM4qkVQsprGYYgnFE0qmlM1Om50o5jld6Y5Vam6SjKWSiBqrVF8tnzfPtINlyZIsK+3Yh70tg5FF/uY7Wm9ZU1tXf719RvQDAAAAri/GmKGhwa6O40PH2xf/4su1/SeVTCuTkWOyro5mrO5wadOSuub5Zb5cRi/tnuO7/EssCkuy5GQUT2poWIPDGhlVPKFsbmI6ZLbDJ1ypbb5uXSFFglrSrLpKudNPP2VbsiXbkmvGcv4jdttow7oFd2y85kc40A8AAAC4Ub3wo2/e3/m4cq6SKY3ENDCi4ZgSKSfjdmfV7XrjXu/9S8s1klA8qWz23KD+SrSEJEvGVS6nTFbpjNIZZdJKZ5TJKJNTOqtcTk5Orm2pdX7LhjrPvKhKwo7tdYwnZ/syViBjB7OecM5X4oYrvdGqYEVNRW1jdW1DSWmpZVnX/ydCPwAAAOD6FY/HT3/90aWmQ5LGh9euq5yjdFaptJLpdCx1NFy+YnGl0jklkhoc1eCoRuNKTVn6+ios+mBp4oywIb/qq+KNTcMf+eE1PMsq/QAAAIA3qZ2vvrh623+a9YyultUXzw0mskurgrI0UQyOo2xOqcx4YyiZUSqjdFaZ8QkCZ2L5hcmh/wWZekePLb9PwYAiQZWEVVGicPCUtzb5K3+1ZPktN+XH4eUvEgAAANez29bdt2Xg/7n10NdKnGS+0bypDtmnB3PjBxJMjO5tWwG/An6VRSXJtiRLluS6yjpKZZRMK5FUIq1kWumsslllc3LNxCHSM75gHz++wbYnaiHgUzioaFglYUWCCvhlWzJn7+u3O1c+tu4mjQcx/wAAAIAbwubv/PXGwR8ql3/saozZ0hG/b2FJUctXT1aBzq4DbVy57kQ/GDPz/EiWJduWbcm2ZNsT50qayAwzNTbGPKGdCz9x77s+bNv2zfpB0A8AAAC4AcTGxt743pfuiW32zLJm3HAyF8u6TeV+udfoJdrW5rp/t/HDv39zfxA2f4sAAAC4/kVLSjZ86q+2BdfKzn+8QnnI65H2dyd1TU5iZFuve1bc9chv3/QfBP0AAACAG0bbb35hm3e1a1kTexlNv9SX+HyWMq652glhq8cta3z/X4bD4Zv+I2D/JQAAANxgXv2731uf2T5xvPJ5DvYmfT574byArs4417Ze965sfP9f1tbXvxk2PvMPAAAAuMEs+uCfvRR+IGN78xbC0ppQJutepVkI2zqshpaPfOVNEg9i/gEAAAA3qM3f/u8bB5+abV2Iw/2pjKuV9aFzq8hdgXh4KbLxtg//cUlp6Ztns9MPAAAAuCFlMpnXnnu6pf2bjWYg70REz1g2lnXaqkKz7el0KYxtPV/9G/d/5PM38ala6QcAAADcbI4fOeR9+rPzrf68kTCWdl7vTGxoLbmcY3xLnVbl8RUfv/fX3v8m3OD0AwAAAG5ssbGx7f/6+MquZ6o1mnfxh62n4kvrwuX+yxERXmuXli761N9HIpE359amHwAAAHCTVMSeb33h7txWZd3zd2c62JcaSORubQxHffZFnpfJYx1T3enW99z21veWlZe/abcz/QAAAICbRDabbd+1Y3DnTxcMb5/v9ngtV640Zbi7szNRXeJrnBdQ7kLGwLaVtnxbS99+2/v/8M1cDvQDAAAAblqnO06eObQn2XXYN3o6nOmrzfT4TGbAW9lpVR7vidV4xtZEhusDCRnJTGuMyWaQpazjOeRv6au6q3HtOxYvv4WtSj8AAADgTSqVSp08eqjv2D6n96g/0VubPF7hjgzbpX2BhnSgyq1YUNK0tGXZqnmVVWwr+gEAAADAxWD9aQAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAA3Fi8kmJfaGVDAAAAAHlFv3ScjTCJ+QcAAAAA9AMAAACAy80yxrAVAAAAABSD+QcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAADoBwAAAAD0AwAAAAD6AQAAAMD1zSsp9oVWNgQAAACQV/RLx9kIk5h/AAAAAEA/AAAAALjcLGMMWwEAAABAMZh/AAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAAD0AwAAAICL4ZW0detWNgQAAACQ17p169gIkyxjDFsBAAAAQDHYfwkAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAADA7r6StW7eyIQAAAIC81q1bx0aYZBlj2AoAAAAAisH+SwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAAD9AAAAAIB+AAAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAgNl5JW3dupUNAQAAAOS1bt06NsIkyxjDVgAAAABQDPZfAgAAAEA/AAAAAKAfAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAAb0ZeSVu3bmVDAAAAAHmtW7eOjTDJMsawFQAAAAAUg/2XAAAAANAPAAAAAOgHAAAAAPQDAAAAAPoBAAAAAP0AAAAAgH4AAAAAAPoBAAAAAP0AAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAAAAs/NK2rp1KxsCAAAAyGvdunVshEmWMYatAAAAAKAY7L8EAAAAgH4AAAAAQD8AAAAAoB8AAAAA0A8AAAAA6AcAAAAA9AMAAAAA0A8AAAAA6AcAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAACYnVfS1q1b2RAAAABAXuvWrWMjTLKMMWwFAAAAAMVg/yUAAAAA9AMAAAAA+gEAAAAA/QAAAACAfgAAAABAPwAAAACgHwAAAACAfgAAAABAPwAAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAMDsvJK2bt3KhgAAAADyWrduHRthkmWMYSsAAAAAKAb7LwEAAACgHwAAAADQDwAAAADoBwAAAAD0AwAAAAD6AQAAAAD9AAAAAAD0AwAAAAD6AQAAAAD9AAAAAIB+AAAAAEA/AAAAAP9/u3Zs4+gOQ2GUAhS6iHUVrO25APfGGiZwEeucLxMGGP2AsNiNfE6s6GYfRPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA4NqMiKoyBAAAbGWmEZbR3VYAAABOuF8CAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA+EQzIqrKEAAAsJWZRlhGd1sBAAA44X4JAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAABcmxFRVYYAAICtzDTCMrrbCgAAwAn3SwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA4NqMiKoyBAAAbGWmEZbR3VYAAABOuF8CAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA+EQzIqrKEAAAsJWZRlhGd1sBAAA44X4JAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAABcmxFRVYYAAICtzDTCMrrbCgAAwAn3SwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA4NqMiKoyBAAAbGWmEZbR3VYAAABOuF8CAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAADXZkS8H3dDAADA1u35MsIyutsKAADACfdLAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADg2oyI9+NuCAAA2Lo9X0ZYRndbAQAAOOF+CQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAOATzYioKkMAAMBWZhphGd1tBQAA4IT7JQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAcG1GRFUZAgAAtjLTCMvobisAAAAn3C8BAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAIBrMyLej7shAABg6/Z8GWEZ3W0FAADghPslAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAABwbUbE+3E3BAAAbN2eLyMso7utAAAAnHC/BAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAAPgTMyKqyhAAALCVmUZYRndbAQAAOOF+CQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHu+fr8gAADktJREFUAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAAXJsRUVWGAACArcw0wjK62woAAMAJ90sAAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAODajIiqMgQAAGxlphGW0d1WAAAATrhfAgAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA12ZEVJUhAABgKzONsIzutgIAAHDC/RIAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAADAJ5oRUVWGAACArcw0wjK62woAAMAJ90sAAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAODajIiqMgQAAGxlphGW0d1WAAAATrhfAgAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA12ZEVJUhAABgKzONsIzutgIAAHDC/RIAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAADAJ5oR8X7cDQEAAFu358sIy+huKwAAACfcLwEAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAgGszIt6PuyEAAGDr9nwZYRndbQUAAOCE+yUAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAP6lGRFVZQgAANjKTCMso7utAAAAnHC/BAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAPCJZkRUlSEAAGArM42wjO62AgAAcML9EgAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAAuDYjoqoMAQAAW5lphGV0txUAAIAT7pcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAMC1GRFVZQgAANjKTCMso7utAAAAnHC/BAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAArs2IqCpDAADAVmYaYRndbQUAAOCE+yUAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAACATzQjoqoMAQAAW5lphGV0txUAAIAT7pcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAMC1GRHvx90QAACwdXu+jLCM7rYCAABwwv0SAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAC4NiPi/bgbAgAAtm7PlxGW0d1WAAAATrhfAgAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA12ZEvB93QwAAwE+358sI343utgIAAHDC/RIAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAALg2I+L9uBsCAAB+uj1fRvhudLcVAACAE+6XAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAD7RjIj3424IAAD46fZ8GeE7/w8AAIB+AAAA/rbR3VYAAABO+H8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAADXxu//flkBAAC2bs+XEb7z/wAAAOgHAADgbxvdbQUAAOCE/wcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAAD6AQAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAKAfAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAAD9AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAANAPAACAfgAAAPQDAACgHwAAAP0AAADoBwAAQD8AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA9AMAAIB+AAAA9AMAAKAfAAAA/QAAAOgHAABAPwAAAPoBAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAoB8AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAgD83Tx5199fXl7EAAODDje62AgAAcML9EgAAoB8AAAD9AAAA6AcAAEA/AAAA+gEAANAPAAAA+gEAANAPAACAfgAAAPQDAACgHwAAAP0AAACgHwAAAP0AAADoBwAAQD8AAAD6AQAA0A8AAIB+AAAA0A8AAIB+AAAA9AMAAKAfAAAA/QAAAOgHAAAA/QAAAOgHAABAPwAAAPoBAADQDwAAgH4AAAD0AwAAgH4AAAD0AwAAoB8AAAD9AAAA6AcAAEA/AAAA6AcAAEA/AAAA+gEAANAPAACAfgAAAPQDAACgHwAAAPQDAACgHwAAAP0AAADoBwAAQD8AAAD6AQAAQD8AAAD6AQAA+Nf+ByfERpTqI0gDAAAAAElFTkSuQmCC"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w4 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls0 ws0">8 </div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x28 yeb w15 h13"><div class="t m0 x12 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">W<span class="ff4">szystkie kwoty w tysiącach zło<span class="_ _0"></span>tych<span class="ff3">. </span></span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb hc y5f ff1 fs7 fc0 sc0 ls0 ws0">5<span class="ff5"> <span class="_ _c"> </span></span><span class="fc1"> <span class="ff2">RACHUNEK PRZEPŁYWÓW PIENIĘŻNYCH</span> </span></div><div class="t m0 x4 h5 y8c ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y8d wd h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 y8d we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y8d w14 h13"><div class="t m0 x37 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Rok zakończony<span class="ff1"> </span></div></div><div class="c x2 yc8 wd h16"><div class="t m0 x0 h12 yc9 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 yc8 we h16"><div class="t m0 x2a h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Nota </div></div><div class="c x15 yc8 wf h16"><div class="t m0 x1a h9 yca ff1 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x16 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x17 yc8 w10 h16"><div class="t m0 x18 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x2 ycb wd h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 ycb we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ycb wf h13"><div class="t m0 x30 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 ycb w10 h13"><div class="t m0 x1b h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 yec wd h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Przepływy środków pieni<span class="_ _0"></span>ężnych z działalności operacyjnej<span class="ff1"> </span></div></div><div class="c x13 yec we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yec wf h11"><div class="t m0 x30 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 yec w10 h11"><div class="t m0 x1b h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 yed wd h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Zysk przed op<span class="_ _0"></span>odatkowaniem </div></div><div class="c x13 yed we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yed wf h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">436<span class="ls0"> </span>697<span class="ls0"> </span></div></div><div class="c x17 yed w10 h13"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">354 851<span class="ls0"> </span></div></div><div class="c x2 ye2 wd h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Korekta o pozyc<span class="_ _0"></span>je: </div></div><div class="c x13 ye2 we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ye2 wf h11"><div class="t m0 xd h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 ye2 w10 h11"><div class="t m0 x1b h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 ycf wd h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Amortyzacja </div></div><div class="c x13 ycf we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 ycf wf h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">11 <span class="ls8">063</span> </div></div><div class="c x17 ycf w10 h13"><div class="t m0 x1e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">10 344<span class="ls0"> </span></div></div><div class="c x2 yd0 wd h13"><div class="t m0 x38 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">(Zysk)/strata z tytułu rżni<span class="_ _0"></span>c kursowych<span class="ff3"> </span></div></div><div class="c x13 yd0 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yd0 wf h13"><div class="t m0 x9 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 205<span class="ls0"> </span></div></div><div class="c x17 yd0 w10 h13"><div class="t m0 x39 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(1) </div></div><div class="c x2 yd1 wd h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(Zysk)/strata na inwestycjach<span class="_ _0"></span> </div></div><div class="c x13 yd1 we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yd1 wf h11"><div class="t m0 x2b h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls8">117 673</span>) </div></div><div class="c x17 yd1 w10 h11"><div class="t m0 x2c h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(112 093) </div></div><div class="c x2 yd2 wd h14"><div class="t m0 x38 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszty/(przychody) finanso<span class="_ _0"></span>we z tytułu odsetek<span class="_ _0"></span> <span class="_ _a"></span><span class="ff3"> </span></div></div><div class="c x13 yd2 we h14"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yd2 wf h14"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(4 485) </div></div><div class="c x17 yd2 w10 h14"><div class="t m0 x2 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">8 082<span class="ls0"> </span></div></div><div class="c x2 yd3 wd h11"><div class="t m0 x38 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Koszty z tytułu wyceny prog<span class="_ _0"></span>ramw opcji mene<span class="_ _0"></span>dżerskich<span class="_ _a"></span><span class="ff3"> </span></div></div><div class="c x13 yd3 we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yd3 wf h11"><div class="t m0 x9 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">5 393<span class="ls0"> </span></div></div><div class="c x17 yd3 w10 h11"><div class="t m0 x2 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 701<span class="ls0"> </span></div></div><div class="c x2 yd4 wd h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Zmiany w kapitale<span class="_ _0"></span> obrotowym: </div></div><div class="c x13 yd4 we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yd4 wf h11"><div class="t m0 xd h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 yd4 w10 h11"><div class="t m0 x1b h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 yd5 wd h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Zmiany stanu rezerw </div></div><div class="c x13 yd5 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yd5 wf h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(5 127) </div></div><div class="c x17 yd5 w10 h13"><div class="t m0 x2 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">3 126<span class="ls0"> </span></div></div><div class="c x2 yd6 wd h11"><div class="t m0 x38 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zmiany stanu zapasw<span class="ff3"> </span></div></div><div class="c x13 yd6 we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yd6 wf h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls8">13 403</span>) </div></div><div class="c x17 yd6 w10 h11"><div class="t m0 x2c h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(282 745) </div></div><div class="c x2 yd7 wd h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Zmiany <span class="ff4">stanu nale<span class="_ _0"></span>żności<span class="ff3"> </span></span></div></div><div class="c x13 yd7 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yd7 wf h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(5 549) </div></div><div class="c x17 yd7 w10 h13"><div class="t m0 x2 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">6 127<span class="ls0"> </span></div></div><div class="c x2 yd8 wd h13"><div class="t m0 x38 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zmiany stanu zobo<span class="_ _0"></span>wiąza krtkoterminowych z wyjątki<span class="_ _0"></span>em kredytw i obli<span class="_ _0"></span>gacji<span class="_ _a"></span><span class="ff3"> </span></div></div><div class="c x13 yd8 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yd8 wf h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">52 999<span class="ls0"> </span></div></div><div class="c x17 yd8 w10 h13"><div class="t m0 x16 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(98 536) </div></div><div class="c x2 y69 wd h11"><div class="t m0 x38 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zmiany stanu rozlicze<span class="_ _0"></span> midzyokresowych i przycho<span class="_ _0"></span>dw przyszłych okresw<span class="ff3"> </span></div></div><div class="c x13 y69 we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y69 wf h11"><div class="t m0 x2b h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(161 683) </div></div><div class="c x17 y69 w10 h11"><div class="t m0 x1f h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">296 086<span class="ls0"> </span></div></div><div class="c x2 yd9 wd h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Inne korekty </div></div><div class="c x13 yd9 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yd9 wf h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(1 205) </div></div><div class="c x17 yd9 w10 h13"><div class="t m0 x3a h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 </div></div><div class="c x2 yee wd h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Środki pieniężne wygenerowane z <span class="_ _0"></span>działalności<span class="_ _0"></span> operacyjnej<span class="ff1"> </span></div></div><div class="c x13 yee we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yee wf h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">1<span class="ls8">98</span> <span class="ls8">232</span> </div></div><div class="c x17 yee w10 h13"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">186 943<span class="ls0"> </span></div></div><div class="c x2 yef wd h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Odsetki otrzymane </div></div><div class="c x13 yef we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yef wf h11"><div class="t m0 x9 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">7 793<span class="ls0"> </span></div></div><div class="c x17 yef w10 h11"><div class="t m0 x24 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 yf0 wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Odsetki zapłacone <span class="ff3"> </span></div></div><div class="c x13 yf0 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yf0 wf h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 lsa ws0">(1<span class="ls0">6 <span class="ls8">098</span>) </span></div></div><div class="c x17 yf0 w10 h13"><div class="t m0 x16 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(11 488) </div></div><div class="c x2 yf1 wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zapłacony podatek<span class="_ _0"></span> dochodowy<span class="ff3"> </span></div></div><div class="c x13 yf1 we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yf1 wf h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls8">53 611</span>) </div></div><div class="c x17 yf1 w10 h11"><div class="t m0 x16 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(31 797) </div></div><div class="c x2 yf2 wd h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Środki pieniężne netto z działal<span class="_ _0"></span>ności operacyjnej<span class="ff1"> </span></div></div><div class="c x13 yf2 we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yf2 wf h11"><div class="t m0 x2 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">1<span class="ls8">36</span> <span class="ls8">316</span> </div></div><div class="c x17 yf2 w10 h11"><div class="t m0 x1f h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">143 658<span class="ls0"> </span></div></div><div class="c x2 yf3 wd h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 yf3 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yf3 wf h13"><div class="t m0 xd h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 yf3 w10 h13"><div class="t m0 x1b h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 yf4 wd h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Przepływy środków pieni<span class="_ _0"></span>ężnych z działalnoś<span class="_ _0"></span>ci inwestycyjnej<span class="ff1"> </span></div></div><div class="c x13 yf4 we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yf4 wf h11"><div class="t m0 xd h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 yf4 w10 h11"><div class="t m0 x1b h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 yf5 wd h14"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wpływy ze sprzedaży wartości ni<span class="_ _0"></span>ematerialnych oraz rzeczo<span class="_ _0"></span>wych aktyww trwałych<span class="ff3"> </span></div></div><div class="c x13 yf5 we h14"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yf5 wf h14"><div class="t m0 x3a h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">394<span class="ls0"> </span></div></div><div class="c x17 yf5 w10 h14"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">551<span class="ls0"> </span></div></div><div class="c x2 yf6 wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Wpływy z aktyww finansowych (d<span class="_ _0"></span>ywidendy)<span class="ff3"> </span></div></div><div class="c x13 yf6 we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yf6 wf h11"><div class="t m0 x2 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">11<span class="ls0">7 </span>276<span class="ls0"> </span></div></div><div class="c x17 yf6 w10 h11"><div class="t m0 x1f h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">112 608<span class="ls0"> </span></div></div><div class="c x2 yf7 wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Wpłaty z tytułu udzielo<span class="_ _0"></span>nych pożyczek<span class="ff3"> </span></div></div><div class="c x13 yf7 we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yf7 wf h11"><div class="t m0 x2 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">270 833<span class="ls0"> </span></div></div><div class="c x17 yf7 w10 h11"><div class="t m0 x1e h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">62 663<span class="ls0"> </span></div></div><div class="c x2 yf8 wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Inne wpływy z aktyww finanso<span class="_ _0"></span>wych<span class="ff3"> </span></div></div><div class="c x13 yf8 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yf8 wf h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">28<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x17 yf8 w10 h13"><div class="t m0 x1e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">18 025<span class="ls0"> </span></div></div><div class="c x2 yf9 wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Wydatki z tytułu udzi<span class="_ _0"></span>elonych pożyczek<span class="ff3"> </span></div></div><div class="c x13 yf9 we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yf9 wf h11"><div class="t m0 x2b h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls8">335</span> <span class="ls8">785</span>) </div></div><div class="c x17 yf9 w10 h11"><div class="t m0 x2c h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(199 627) </div></div><div class="c x2 yfa wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Nabycie wartości nie<span class="_ _0"></span>materialnych oraz rzeczowych aktyww trwa<span class="_ _0"></span>łych<span class="ff3"> </span></div></div><div class="c x13 yfa we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yfa wf h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(7 <span class="ls8">338</span>) </div></div><div class="c x17 yfa w10 h13"><div class="t m0 x16 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(11 218) </div></div><div class="c x2 yfb wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Nabycie aktyww finan<span class="_ _0"></span>sowych i dopłaty do kapitału spłek zale<span class="_ _0"></span>żnych<span class="ff3"> </span></div></div><div class="c x13 yfb we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yfb wf h13"><div class="t m0 x2b h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls8">130 254</span>) </div></div><div class="c x17 yfb w10 h13"><div class="t m0 x16 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(37 623) </div></div><div class="c x2 yfc wd h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Środki pieniężne netto wykorz<span class="_ _0"></span>ystane w działalnoś<span class="_ _0"></span>ci inwestycyjnej<span class="ff1"> </span></div></div><div class="c x13 yfc we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yfc wf h11"><div class="t m0 x2e h9 y90 ff1 fs5 fc1 sc0 lsb ws0">(5<span class="ls0">6 <span class="ls8">874</span>) </span></div></div><div class="c x17 yfc w10 h11"><div class="t m0 x16 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">(54 <span class="ls8">621)</span> </div></div><div class="c x2 y31 wd h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 y31 we h13"><div class="t m0 x19 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y31 wf h13"><div class="t m0 xd h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 y31 w10 h13"><div class="t m0 x1b h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 yfd wd h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Przepływy środków pieni<span class="_ _0"></span>ężnych z działalnoś<span class="_ _0"></span>ci finansowej<span class="ff1"> </span></div></div><div class="c x13 yfd we h11"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 yfd wf h11"><div class="t m0 xd h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 yfd w10 h11"><div class="t m0 x1b h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 yfe wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wpływy z tytułu emisji akcji (reali<span class="_ _0"></span>zacje opcji<span class="_ _0"></span> na <span class="ff3">akcje)<span class="_ _a"></span> </span></div></div><div class="c x13 yfe we h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.15<span class="ls0"> </span></div></div><div class="c x15 yfe wf h13"><div class="t m0 x9 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">8 <span class="ls8">500</span> </div></div><div class="c x17 yfe w10 h13"><div class="t m0 x2 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">7 500<span class="ls0"> </span></div></div><div class="c x2 yff wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wpływy z tytułu zaciągni<span class="_ _0"></span>tych kredytw<span class="ff3"> </span></div></div><div class="c x13 yff we h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.19<span class="ls0"> </span></div></div><div class="c x15 yff wf h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">50 000<span class="ls0"> </span></div></div><div class="c x17 yff w10 h13"><div class="t m0 x24 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x2 y100 wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Wpływy z emisji dłużnych<span class="_ _0"></span> papierw wartościowych <span class="ff3"> </span></div></div><div class="c x13 y100 we h11"><div class="t m0 x20 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.20<span class="ls0"> </span></div></div><div class="c x15 y100 wf h11"><div class="t m0 x23 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x17 y100 w10 h11"><div class="t m0 x1f h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">110 000<span class="ls0"> </span></div></div><div class="c x2 y101 wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wydatki z tytułu spłaty kredyt<span class="_ _0"></span>w <span class="ff3"> </span></div></div><div class="c x13 y101 we h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.19<span class="ls0"> </span></div></div><div class="c x15 y101 wf h13"><div class="t m0 x23 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x17 y101 w10 h13"><div class="t m0 x16 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(10 000) </div></div><div class="c x2 y102 wd h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wydatki z tytułu wykupu<span class="_ _0"></span> dłużnych papierw wartościowych<span class="ff3"> </span></div></div><div class="c x13 y102 we h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7.20<span class="ls0"> </span></div></div><div class="c x15 y102 wf h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(50 000) </div></div><div class="c x17 y102 w10 h13"><div class="t m0 x2c h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(110 000) </div></div><div class="c x2 y103 wd h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Wydatki z tytułu pod<span class="_ _0"></span>ziału zysku (dywidenda)<span class="ff3"> </span></div></div><div class="c x13 y103 we h11"><div class="t m0 x20 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7.18<span class="ls0"> </span></div></div><div class="c x15 y103 wf h11"><div class="t m0 x2b h12 y90 ff3 fs5 fc1 sc0 lsa ws0">(2<span class="ls8">68<span class="ls0"> </span>258<span class="ls0">) </span></span></div></div><div class="c x17 y103 w10 h11"><div class="t m0 x2c h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(253 984) </div></div><div class="c x2 y104 wd h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Środki pieniężne netto wykorz<span class="_ _0"></span>ystane w działalnoś<span class="_ _0"></span>ci finansowej<span class="ff1"> </span></div></div><div class="c x13 y104 we h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y104 wf h13"><div class="t m0 x26 h9 y8b ff1 fs5 fc1 sc0 ls9 ws0">                 <span class="ls0">(259 <span class="ls8">758</span>) </span></div></div><div class="c x17 y104 w10 h13"><div class="t m0 x3b h9 y8b ff1 fs5 fc1 sc0 ls9 ws0">                 <span class="ls0">(256 <span class="ls8">484)</span> </span></div></div><div class="c x2 y105 wd h15"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 y105 we h15"><div class="t m0 x19 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y105 wf h15"><div class="t m0 x1a h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x17 y105 w10 h15"><div class="t m0 xd h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x2 y106 wd h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Zwiększenie/(zmniejszenie) net<span class="_ _0"></span>to stanu środkó<span class="_ _0"></span>w pieniężnych i ich ekwiwalentów<span class="ff3 fc2"> </span></div></div><div class="c x13 y106 w11 h11"><div class="t m0 x19 h12 y90 ff3 fs5 fc2 sc0 ls0 ws0"> </div></div><div class="c x15 y106 w12 h11"><div class="t m0 x2b h9 y90 ff1 fs5 fc1 sc0 lsb ws0">(1<span class="ls8">80<span class="ls0"> </span>316<span class="ls0">) </span></span></div></div><div class="c x17 y106 w13 h11"><div class="t m0 x2c h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">(167 <span class="ls8">447)</span><span class="fc2"> </span></div></div><div class="c x2 y107 wd h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Środki pieniężne i i<span class="_ _0"></span>ch ekwiwalenty na początek okresu<span class="ff1 fc2"> </span></div></div><div class="c x13 y107 w11 h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc2 sc0 ls8 ws0">7.14<span class="ls0"> </span></div></div><div class="c x15 y107 w12 h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">364<span class="ls0"> </span>394<span class="ls0"> </span></div></div><div class="c x17 y107 w13 h13"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">531 841<span class="fc2 ls0"> </span></div></div><div class="c x2 y108 wd h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Środki pieniężne i i<span class="_ _0"></span>ch ekwiwalenty na koniec okresu<span class="ff1 fc2"> </span></div></div><div class="c x13 y108 w11 h13"><div class="t m0 x20 h9 y8b ff1 fs5 fc2 sc0 ls8 ws0">7.14<span class="ls0"> </span></div></div><div class="c x15 y108 w12 h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">184<span class="ls0"> </span>078<span class="ls0"> </span></div></div><div class="c x17 y108 w13 h13"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">364 394<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h5 y109 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y10a ff1 fs7 fc1 sc0 ls0 ws0"> <span class="_ _11"> </span> </div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x0 y1 w16 h18" alt="" 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class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w4 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 ls0 ws0">9 </div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x3c y10b w17 h11"><div class="t m0 x12 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">W<span class="ff4">szystkie kwoty w tysiącach zło<span class="_ _0"></span>tych<span class="ff3">. </span></span></div></div><div class="c x3c y10c w17 h13"><div class="t m0 x12 h12 y10d ff3 fs5 fc1 sc0 ls0 ws0">W<span class="ff4">szystkie kwoty w tysiącach zło<span class="_ _0"></span>tych<span class="ff3">. </span></span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 xb hc y5f ff1 fs7 fc0 sc0 ls0 ws0">6<span class="ff5"> <span class="_ _c"> </span><span class="ff2 fc1">ZESTAWIENIE ZMIAN W KAPITALE WŁASNYM<span class="ff1"> </span></span></span></div><div class="t m0 x4 h19 y10e ff1 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h19 y10f ff1 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h19 y110 ff1 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y111 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y112 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y113 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hc y114 ff1 fs7 fc1 sc0 ls0 ws0"> </div></div><div class="c x2e y115 w18 h1a"><div class="t m0 x0 h6 y116 ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x3d y117 w19 h1b"><div class="t m0 x18 h6 y118 ff2 fs3 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x3e h6 y119 ff2 fs3 fc1 sc0 ls0 ws0">zakładowy<span class="ff1"> </span></div></div><div class="c x3f y117 w1a h1b"><div class="t m0 x40 h6 y118 ff2 fs3 fc1 sc0 ls0 ws0">Nadwyżka ze </div><div class="t m0 x3b h6 y119 ff2 fs3 fc1 sc0 ls0 ws0">sprzedaży akcji </div><div class="t m0 x41 h6 y11a ff2 fs3 fc1 sc0 ls0 ws0">powyżej ich </div><div class="t m0 x42 h6 y11b ff2 fs3 fc1 sc0 ls0 ws0">wartości </div><div class="t m0 x1c h6 y11c ff1 fs3 fc1 sc0 ls0 ws0">nominalnej </div><div class="t m0 x43 h6 y11d ff1 fs3 fc1 sc0 ls0 ws0">pomniejszona o </div><div class="t m0 x20 h6 y11e ff1 fs3 fc1 sc0 ls0 ws0">akcje <span class="ff2">własne</span> </div></div><div class="c x44 y117 w1b h1b"><div class="t m0 x45 h6 y118 ff2 fs3 fc1 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x19 h6 y119 ff2 fs3 fc1 sc0 ls0 ws0">kapitały<span class="ff1 lsc">    <span class="ls0"> </span></span></div><div class="t m0 x46 h6 y11a ff2 fs3 fc1 sc0 ls0 ws0">(kapitał </div><div class="t m0 x3e h6 y11b ff1 fs3 fc1 sc0 ls0 ws0">zapasowy) </div></div><div class="c x47 y115 w1c h1a"><div class="t m0 x48 h6 y11e ff2 fs3 fc1 sc0 ls0 ws0">Kapitał rezerwo<span class="_ _0"></span>wy<span class="ff1"> </span></div></div><div class="c x49 y117 w1a h1b"><div class="t m0 x38 h6 y118 ff1 fs3 fc1 sc0 ls0 ws0">Niepodzielony <span class="_ _0"></span> </div><div class="t m0 x31 h6 y119 ff1 fs3 fc1 sc0 ls0 ws0">wynik </div><div class="t m0 x4a h6 y11a ff1 fs3 fc1 sc0 ls0 ws0">finansowy </div></div><div class="c x4b y117 w1d h1b"><div class="t m0 x18 h6 y118 ff2 fs3 fc1 sc0 ls0 ws0">Kapitał <span class="ff3"> </span></div><div class="t m0 x18 h6 y119 ff2 fs3 fc1 sc0 ls0 ws0">własny <span class="ff3"> </span></div><div class="t m0 x31 h6 y11a ff1 fs3 fc1 sc0 ls0 ws0">razem </div></div><div class="c x2e y117 w18 h1c"><div class="t m0 x0 h6 y11f ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x47 y117 w1e h1c"><div class="t m0 x29 h6 y11f ff2 fs3 fc1 sc0 ls0 ws0">z obniżenia </div><div class="t m0 x19 h6 y120 ff2 fs3 fc1 sc0 ls0 ws0">kapitału </div><div class="t m0 x4c h6 y121 ff1 fs3 fc1 sc0 ls0 ws0">akcyjnego </div></div><div class="c x4d y117 w1b h1c"><div class="t m0 x4e h6 y11f ff1 fs3 fc1 sc0 ls0 ws0">z wyceny </div><div class="t m0 x4f h6 y120 ff2 fs3 fc1 sc0 ls0 ws0">zabezpieczeń </div><div class="t m0 x26 h6 y121 ff2 fs3 fc1 sc0 ls0 ws0">przepływów </div><div class="t m0 x41 h6 y122 ff2 fs3 fc1 sc0 ls0 ws0">pieniężnych<span class="ff1"> </span></div></div><div class="c x2e y123 w18 h1d"><div class="t m0 x0 h6 y124 ff2 fs3 fc1 sc0 ls0 ws0">Saldo na dzień <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x0 h6 y8b ff1 fs3 fc1 sc0 ls0 ws0">1 stycznia <span class="ls3">2022</span> </div></div><div class="c x3d y123 w19 h1d"><div class="t m0 x50 h6 y125 ff1 fs3 fc1 sc0 ls3 ws0">25 398<span class="ls0">  </span></div></div><div class="c x3f y123 w1a h1d"><div class="t m0 x51 h6 y125 ff1 fs3 fc1 sc0 ls3 ws0">25<span class="ls0">8 </span>358<span class="ls0">  </span></div></div><div class="c x44 y123 w1b h1d"><div class="t m0 x51 h6 y125 ff1 fs3 fc1 sc0 ls3 ws0">626<span class="ls0"> </span>738<span class="ls0">  </span></div></div><div class="c x47 y123 w1e h1d"><div class="t m0 x16 h6 y125 ff1 fs3 fc1 sc0 ls3 ws0">510 <span class="ls0"> </span></div></div><div class="c x4d y123 w1b h1d"><div class="t m0 x22 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">7 647 </div></div><div class="c x49 y123 w1a h1d"><div class="t m0 x51 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">306 767  </div></div><div class="c x4b y123 w1d h1d"><div class="t m0 x45 h6 y125 ff1 fs3 fc1 sc0 ls3 ws0">1 225<span class="ls0"> </span>418<span class="ls0">  </span></div></div><div class="c x2e y96 w18 h1e"><div class="t m0 x0 h1f y11c ff4 fs3 fc1 sc0 ls0 ws0">Podwyższenie k<span class="_ _0"></span>apitału </div><div class="t m0 x0 h1f y124 ff4 fs3 fc1 sc0 ls0 ws0">zakładowego w dr<span class="_ _0"></span>odze realizacji </div><div class="t m0 x0 h1f y11e ff3 fs3 fc1 sc0 ls0 ws0">opcji na ak<span class="_ _0"></span>cje (nota 7.15 i 7.16) </div></div><div class="c x3d y96 w19 h1e"><div class="t m0 x1f h1f y124 ff3 fs3 fc1 sc0 ls0 ws0">150 </div></div><div class="c x3f y96 w1a h1e"><div class="t m0 x22 h1f y124 ff3 fs3 fc1 sc0 ls0 ws0">5 850 </div></div><div class="c x44 y96 w1b h1e"><div class="t m0 x2e h1f y124 ff3 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x47 y96 w1e h1e"><div class="t m0 x37 h1f y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x4d y96 w1b h1e"><div class="t m0 x36 h1f y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x49 y96 w1a h1e"><div class="t m0 x37 h1f y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x4b y96 w1d h1e"><div class="t m0 x22 h6 y124 ff1 fs3 fc1 sc0 ls0 ws0">6 0<span class="ls3">00</span> </div></div><div class="c x2e y126 w18 h20"><div class="t m0 x0 h1f y127 ff4 fs3 fc1 sc0 ls0 ws0">Przeniesieni<span class="_ _0"></span>e zysku do kapit<span class="_ _0"></span>ału </div><div class="t m0 x0 h1f y11e ff3 fs3 fc1 sc0 ls0 ws0">zapasowego (nota <span class="_ _0"></span>7.18) </div></div><div class="c x3d y126 w19 h20"><div class="t m0 x2e h1f y128 ff3 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x3f y126 w1a h20"><div class="t m0 x37 h1f y128 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x44 y126 w1b h20"><div class="t m0 x50 h1f y128 ff3 fs3 fc1 sc0 ls0 ws0">38 509 </div></div><div class="c x47 y126 w1e h20"><div class="t m0 x2e h1f y128 ff3 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x4d y126 w1b h20"><div class="t m0 x2e h1f y128 ff3 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x49 y126 w1a h20"><div class="t m0 x19 h1f y128 ff3 fs3 fc1 sc0 ls0 ws0">(38 509) </div></div><div class="c x4b y126 w1d h20"><div class="t m0 x37 h6 y128 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x2e y129 w18 h1d"><div class="t m0 x0 h1f y124 ff3 fs3 fc1 sc0 ls0 ws0">Dywidenda dl<span class="_ _0"></span>a akcjonariuszy (<span class="_ _0"></span>nota </div><div class="t m0 x0 h1f y8b ff3 fs3 fc1 sc0 ls0 ws0">7.18) </div></div><div class="c x3d y129 w19 h1d"><div class="t m0 x2e h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x3f y129 w1a h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x44 y129 w1b h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x47 y129 w1e h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x4d y129 w1b h1d"><div class="t m0 x36 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x49 y129 w1a h1d"><div class="t m0 x48 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">(268 258) </div></div><div class="c x4b y129 w1d h1d"><div class="t m0 x48 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">(<span class="ls3">268</span> <span class="ls3">258</span>) </div></div><div class="c x2e y12a w18 h1d"><div class="t m0 x0 h1f y124 ff4 fs3 fc1 sc0 ls0 ws0">Utworzenie k<span class="_ _0"></span>apitału rezerwo<span class="_ _0"></span>wego </div><div class="t m0 x0 h1f y8b ff3 fs3 fc1 sc0 ls0 ws0">z wyceny opc<span class="_ _0"></span>ji na akcje (nota <span class="_ _0"></span>7.44) </div></div><div class="c x3d y12a w19 h1d"><div class="t m0 x2e h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x3f y12a w1a h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x44 y12a w1b h1d"><div class="t m0 x52 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">5 393 </div></div><div class="c x47 y12a w1e h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x4d y12a w1b h1d"><div class="t m0 x36 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x49 y12a w1a h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x4b y12a w1d h1d"><div class="t m0 x22 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">5 393 </div></div><div class="c x2e y12b w18 h1d"><div class="t m0 x0 h1f y124 ff3 fs3 fc1 sc0 ls0 ws0">Zysk netto<span class="_ _0"></span> za okres </div><div class="t m0 x0 h1f y8b ff3 fs3 fc1 sc0 ls0 ws0">sprawozdawczy </div></div><div class="c x3d y12b w19 h1d"><div class="t m0 x2e h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x3f y12b w1a h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x44 y12b w1b h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x47 y12b w1e h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x4d y12b w1b h1d"><div class="t m0 x36 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x49 y12b w1a h1d"><div class="t m0 x51 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">3<span class="ls3">73</span> <span class="ls3">684</span> </div></div><div class="c x4b y12b w1d h1d"><div class="t m0 x51 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">3<span class="ls3">73</span> <span class="ls3">684</span> </div></div><div class="c x2e y12c w18 h1d"><div class="t m0 x0 h1f y124 ff4 fs3 fc1 sc0 ls0 ws0">Inne całkowit<span class="_ _0"></span>e dochody net<span class="_ _0"></span>to za </div><div class="t m0 x0 h1f y8b ff3 fs3 fc1 sc0 ls0 ws0">okres sp<span class="_ _0"></span>rawozdawczy </div></div><div class="c x3d y12c w19 h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x3f y12c w1a h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x44 y12c w1b h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x47 y12c w1e h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x4d y12c w1b h1d"><div class="t m0 x22 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">8 797 </div></div><div class="c x49 y12c w1a h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x4b y12c w1d h1d"><div class="t m0 x22 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">8 <span class="ls3">797</span> </div></div><div class="c x2e y12d w18 h21"><div class="t m0 x0 h6 y8b ff2 fs3 fc1 sc0 ls0 ws0">Całkowite docho<span class="_ _0"></span>dy netto<span class="ff3"> </span></div></div><div class="c x3d y12d w19 h21"><div class="t m0 x37 h1f y8b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x3f y12d w1a h21"><div class="t m0 x37 h1f y8b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x44 y12d w1b h21"><div class="t m0 x37 h1f y8b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x47 y12d w1e h21"><div class="t m0 x37 h1f y8b ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x4d y12d w1b h21"><div class="t m0 x22 h6 y8b ff1 fs3 fc1 sc0 ls0 ws0">8 797<span class="ff3"> </span></div></div><div class="c x49 y12d w1a h21"><div class="t m0 x51 h6 y8b ff1 fs3 fc1 sc0 ls0 ws0">3<span class="ls3">73</span> <span class="ls3">684</span> </div></div><div class="c x4b y12d w1d h21"><div class="t m0 x51 h6 y8b ff1 fs3 fc1 sc0 ls0 ws0">3<span class="ls3">82</span> <span class="ls3">481</span> </div></div><div class="c x2e y12e w18 h1d"><div class="t m0 x0 h6 y124 ff2 fs3 fc1 sc0 ls0 ws0">Zwiększenie/(zmniej<span class="_ _0"></span>szenie) </div><div class="t m0 x0 h6 y8b ff2 fs3 fc1 sc0 ls0 ws0">kapitału własne<span class="_ _0"></span>go<span class="ff3"> </span></div></div><div class="c x3d y12e w19 h1d"><div class="t m0 x1f h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">150<span class="ff3"> </span></div></div><div class="c x3f y12e w1a h1d"><div class="t m0 x22 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">5 850 </div></div><div class="c x44 y12e w1b h1d"><div class="t m0 x50 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">43 902<span class="ff3"> </span></div></div><div class="c x47 y12e w1e h1d"><div class="t m0 x37 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x4d y12e w1b h1d"><div class="t m0 x22 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">8 797 </div></div><div class="c x49 y12e w1a h1d"><div class="t m0 x50 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">66 917<span class="ff3"> </span></div></div><div class="c x4b y12e w1d h1d"><div class="t m0 x51 h6 y125 ff1 fs3 fc1 sc0 ls3 ws0">125<span class="ls0"> </span>616<span class="ls0"> </span></div></div><div class="c x2e y12f w18 h1d"><div class="t m0 x0 h6 y124 ff2 fs3 fc1 sc0 ls0 ws0">Saldo na dzień <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x0 h6 y11e ff1 fs3 fc1 sc0 ls0 ws0">31 grudnia 2022 </div></div><div class="c x3d y12f w19 h1d"><div class="t m0 x50 h6 y125 ff1 fs3 fc1 sc0 ls3 ws0">25 548<span class="ls0"> </span></div></div><div class="c x3f y12f w1a h1d"><div class="t m0 x51 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">2<span class="ls3">64</span> <span class="ls3">208</span> </div></div><div class="c x44 y12f w1b h1d"><div class="t m0 x51 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">6<span class="ls3">70</span> <span class="ls3">640</span> </div></div><div class="c x47 y12f w1e h1d"><div class="t m0 x1f h6 y125 ff1 fs3 fc1 sc0 ls3 ws0">510<span class="ls0"> </span></div></div><div class="c x4d y12f w1b h1d"><div class="t m0 x50 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">16 444 </div></div><div class="c x49 y12f w1a h1d"><div class="t m0 x51 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">3<span class="ls3">73</span> <span class="ls3">684</span> </div></div><div class="c x4b y12f w1d h1d"><div class="t m0 x45 h6 y125 ff1 fs3 fc1 sc0 ls3 ws0">1 351<span class="ls0"> </span>034<span class="ls0"> </span></div></div><div class="c x2e yaa w18 h1a"><div class="t m0 x0 h6 y116 ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x3d y130 w1f h22"><div class="t m0 x4e h6 y131 ff2 fs3 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x20 h6 y132 ff2 fs3 fc1 sc0 ls0 ws0">zakładowy<span class="ff1"> </span></div></div><div class="c x53 y130 w1a h22"><div class="t m0 x40 h6 y131 ff2 fs3 fc1 sc0 ls0 ws0">Nadwyżka ze </div><div class="t m0 x3b h6 y132 ff2 fs3 fc1 sc0 ls0 ws0">sprzedaży akcji </div><div class="t m0 x41 h6 y133 ff2 fs3 fc1 sc0 ls0 ws0">powyżej ich </div><div class="t m0 x42 h6 y134 ff2 fs3 fc1 sc0 ls0 ws0">wartości </div><div class="t m0 x1c h6 y11c ff1 fs3 fc1 sc0 ls0 ws0">nominalnej </div><div class="t m0 x43 h6 y124 ff1 fs3 fc1 sc0 ls0 ws0">pomniejszona o </div><div class="t m0 x20 h6 y8b ff1 fs3 fc1 sc0 ls0 ws0">akcje <span class="ff2">własne</span> </div></div><div class="c x54 y130 w19 h22"><div class="t m0 x45 h6 y131 ff2 fs3 fc1 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x19 h6 y132 ff2 fs3 fc1 sc0 ls0 ws0">kapitały <span class="ff1 lsc">  </span></div><div class="t m0 x46 h6 y133 ff2 fs3 fc1 sc0 ls0 ws0">(kapitał </div><div class="t m0 x3e h6 y134 ff1 fs3 fc1 sc0 ls0 ws0">zapasowy) </div></div><div class="c x55 yaa w1c h1a"><div class="t m0 x48 h6 y11e ff2 fs3 fc1 sc0 ls0 ws0">Kapitał rezerwo<span class="_ _0"></span>wy<span class="ff1"> </span></div></div><div class="c x56 y130 w1a h22"><div class="t m0 x38 h6 y131 ff1 fs3 fc1 sc0 ls0 ws0">Niepodzielony <span class="_ _0"></span> </div><div class="t m0 x31 h6 y132 ff1 fs3 fc1 sc0 ls0 ws0">wynik </div><div class="t m0 x4a h6 y133 ff1 fs3 fc1 sc0 ls0 ws0">finansowy </div></div><div class="c x57 y130 w20 h22"><div class="t m0 x58 h6 y131 ff2 fs3 fc1 sc0 ls0 ws0">Kapitał <span class="ff3"> </span></div><div class="t m0 x58 h6 y132 ff2 fs3 fc1 sc0 ls0 ws0">własny <span class="ff3"> </span></div><div class="t m0 x59 h6 y133 ff1 fs3 fc1 sc0 ls0 ws0">razem </div></div><div class="c x2e y130 w18 h23"><div class="t m0 x0 h6 y135 ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x55 y130 w1e h23"><div class="t m0 x29 h6 y135 ff2 fs3 fc1 sc0 ls0 ws0">z obniżenia </div><div class="t m0 x19 h6 y136 ff2 fs3 fc1 sc0 ls0 ws0">kapitału </div><div class="t m0 x4c h6 y121 ff1 fs3 fc1 sc0 ls0 ws0">akcyjnego </div></div><div class="c x5a y130 w1b h23"><div class="t m0 x4e h6 y135 ff1 fs3 fc1 sc0 ls0 ws0">z wyceny </div><div class="t m0 x4f h6 y136 ff2 fs3 fc1 sc0 ls0 ws0">zabezpieczeń </div><div class="t m0 x26 h6 y121 ff2 fs3 fc1 sc0 ls0 ws0">przepływów </div><div class="t m0 x41 h6 y137 ff2 fs3 fc1 sc0 ls0 ws0">pieniężnych<span class="ff1"> </span></div></div><div class="c x2e y138 w18 h1d"><div class="t m0 x0 h6 y124 ff2 fs3 fc1 sc0 ls0 ws0">Saldo na dzień <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x0 h6 y11e ff1 fs3 fc1 sc0 ls0 ws0">1 stycznia 2021 </div></div><div class="c x3d y138 w1f h1d"><div class="t m0 x5b h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">25 218  </div></div><div class="c x53 y138 w1a h1d"><div class="t m0 x51 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">251 038  </div></div><div class="c x54 y138 w19 h1d"><div class="t m0 x51 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">614 804  </div></div><div class="c x55 y138 w1e h1d"><div class="t m0 x16 h6 y125 ff1 fs3 fc1 sc0 ls3 ws0">510 <span class="ls0"> </span></div></div><div class="c x5a y138 w1b h1d"><div class="t m0 x18 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">(3 591) </div></div><div class="c x56 y138 w1a h1d"><div class="t m0 x51 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">264 217  </div></div><div class="c x57 y138 w20 h1d"><div class="t m0 x46 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">1 152 196  </div></div><div class="c x2e y139 w18 h1e"><div class="t m0 x0 h1f y11c ff4 fs3 fc1 sc0 ls0 ws0">Podwyższenie k<span class="_ _0"></span>apitału </div><div class="t m0 x0 h1f y124 ff4 fs3 fc1 sc0 ls0 ws0">zakładowego w dr<span class="_ _0"></span>odze realizacji </div><div class="t m0 x0 h1f y11e ff3 fs3 fc1 sc0 ls0 ws0">opcji na ak<span class="_ _0"></span>cje (nota 7.15) </div></div><div class="c x3d y139 w1f h1e"><div class="t m0 x5c h1f y124 ff3 fs3 fc1 sc0 ls3 ws0">180<span class="ls0"> </span></div></div><div class="c x53 y139 w1a h1e"><div class="t m0 x22 h1f y124 ff3 fs3 fc1 sc0 ls0 ws0">7 320 </div></div><div class="c x54 y139 w19 h1e"><div class="t m0 x2e h1f y124 ff3 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x55 y139 w1e h1e"><div class="t m0 x37 h1f y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5a y139 w1b h1e"><div class="t m0 x36 h1f y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x56 y139 w1a h1e"><div class="t m0 x37 h1f y124 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x57 y139 w20 h1e"><div class="t m0 x5d h6 y124 ff1 fs3 fc1 sc0 ls0 ws0">7 500 </div></div><div class="c x2e y13a w18 h1d"><div class="t m0 x0 h1f y124 ff4 fs3 fc1 sc0 ls0 ws0">Przeniesieni<span class="_ _0"></span>e zysku do kapit<span class="_ _0"></span>ału </div><div class="t m0 x0 h1f y11e ff3 fs3 fc1 sc0 ls0 ws0">zapasowego </div></div><div class="c x3d y13a w1f h1d"><div class="t m0 x5d h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x53 y13a w1a h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x54 y13a w19 h1d"><div class="t m0 x50 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">10 233 </div></div><div class="c x55 y13a w1e h1d"><div class="t m0 x2e h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x5a y13a w1b h1d"><div class="t m0 x2e h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x56 y13a w1a h1d"><div class="t m0 x19 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">(10 <span class="ls3">233)</span> </div></div><div class="c x57 y13a w20 h1d"><div class="t m0 x9 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x2e y13b w18 h1d"><div class="t m0 x0 h1f y124 ff3 fs3 fc1 sc0 ls0 ws0">Dywidenda dl<span class="_ _0"></span>a akcjonariuszy (<span class="_ _0"></span>nota </div><div class="t m0 x0 h1f y11e ff3 fs3 fc1 sc0 ls0 ws0">7.18) </div></div><div class="c x3d y13b w1f h1d"><div class="t m0 x5d h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x53 y13b w1a h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x54 y13b w19 h1d"><div class="t m0 x36 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x55 y13b w1e h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5a y13b w1b h1d"><div class="t m0 x36 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x56 y13b w1a h1d"><div class="t m0 x48 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">(253 <span class="ls3">984)</span> </div></div><div class="c x57 y13b w20 h1d"><div class="t m0 x5e h6 y125 ff1 fs3 fc1 sc0 lsd ws0">(253<span class="ls0"> 984)<span class="_ _0"></span> </span></div></div><div class="c x2e y13c w18 h20"><div class="t m0 x0 h1f y124 ff4 fs3 fc1 sc0 ls0 ws0">Utworzenie k<span class="_ _0"></span>apitału rezerwo<span class="_ _0"></span>wego </div><div class="t m0 x0 h1f y11e ff3 fs3 fc1 sc0 ls0 ws0">z wyceny opc<span class="_ _0"></span>ji na akcje (not<span class="_ _0"></span>a 7.44) </div></div><div class="c x3d y13c w1f h20"><div class="t m0 x5d h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x53 y13c w1a h20"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x54 y13c w19 h20"><div class="t m0 x22 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">1 701 </div></div><div class="c x55 y13c w1e h20"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5a y13c w1b h20"><div class="t m0 x36 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x56 y13c w1a h20"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x57 y13c w20 h20"><div class="t m0 x5d h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">1 701 </div></div><div class="c x2e y13d w18 h1d"><div class="t m0 x0 h1f y124 ff3 fs3 fc1 sc0 ls0 ws0">Zysk netto<span class="_ _0"></span> za okres </div><div class="t m0 x0 h1f y11e ff3 fs3 fc1 sc0 ls0 ws0">sprawozdawczy </div></div><div class="c x3d y13d w1f h1d"><div class="t m0 x5d h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x53 y13d w1a h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x54 y13d w19 h1d"><div class="t m0 x36 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x55 y13d w1e h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5a y13d w1b h1d"><div class="t m0 x36 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x56 y13d w1a h1d"><div class="t m0 x51 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">306 767 </div></div><div class="c x57 y13d w20 h1d"><div class="t m0 x5c h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">306 767 </div></div><div class="c x2e y13e w18 h1d"><div class="t m0 x0 h1f y124 ff4 fs3 fc1 sc0 ls0 ws0">Inne całkowit<span class="_ _0"></span>e dochody net<span class="_ _0"></span>to za </div><div class="t m0 x0 h1f y11e ff3 fs3 fc1 sc0 ls0 ws0">okres sp<span class="_ _0"></span>rawozdawczy </div></div><div class="c x3d y13e w1f h1d"><div class="t m0 x21 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x53 y13e w1a h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x54 y13e w19 h1d"><div class="t m0 x36 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x55 y13e w1e h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5a y13e w1b h1d"><div class="t m0 x50 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">11 238 </div></div><div class="c x56 y13e w1a h1d"><div class="t m0 x37 h1f y125 ff3 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x57 y13e w20 h1d"><div class="t m0 x5f h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">11 238 </div></div><div class="c x2e y13f w18 h21"><div class="t m0 x0 h6 y8b ff2 fs3 fc1 sc0 ls0 ws0">Całkowite docho<span class="_ _0"></span>dy netto<span class="ff3"> </span></div></div><div class="c x3d y13f w1f h21"><div class="t m0 x21 h6 y8b ff3 fs3 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x53 y13f w1a h21"><div class="t m0 x37 h6 y8b ff3 fs3 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x54 y13f w19 h21"><div class="t m0 x36 h6 y8b ff3 fs3 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x55 y13f w1e h21"><div class="t m0 x37 h6 y8b ff3 fs3 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x5a y13f w1b h21"><div class="t m0 x50 h6 y8b ff1 fs3 fc1 sc0 ls0 ws0">11 238 </div></div><div class="c x56 y13f w1a h21"><div class="t m0 x51 h6 y8b ff1 fs3 fc1 sc0 ls0 ws0">306 767 </div></div><div class="c x57 y13f w20 h21"><div class="t m0 x5c h6 y8b ff1 fs3 fc1 sc0 ls0 ws0">318 005 </div></div><div class="c x2e y140 w18 h1d"><div class="t m0 x0 h6 y124 ff2 fs3 fc1 sc0 ls0 ws0">Zwiększenie/(zmniej<span class="_ _0"></span>szenie) </div><div class="t m0 x0 h6 y11e ff2 fs3 fc1 sc0 ls0 ws0">kapitału własne<span class="_ _0"></span>go<span class="ff3"> </span></div></div><div class="c x3d y140 w1f h1d"><div class="t m0 x5c h6 y125 ff1 fs3 fc1 sc0 ls3 ws0">180<span class="ls0"> </span></div></div><div class="c x53 y140 w1a h1d"><div class="t m0 x22 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">7 320 </div></div><div class="c x54 y140 w19 h1d"><div class="t m0 x50 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">11 934 </div></div><div class="c x55 y140 w1e h1d"><div class="t m0 x37 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x5a y140 w1b h1d"><div class="t m0 x50 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">11 238 </div></div><div class="c x56 y140 w1a h1d"><div class="t m0 x50 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">42 550 </div></div><div class="c x57 y140 w20 h1d"><div class="t m0 x5f h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">73 222 </div></div><div class="c x2e y141 w18 h24"><div class="t m0 x0 h6 y11d ff2 fs3 fc1 sc0 ls0 ws0">Saldo na dzień <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x0 h6 y11e ff1 fs3 fc1 sc0 ls0 ws0">31 grudnia 2021 </div></div><div class="c x3d y141 w1f h24"><div class="t m0 x5b h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">25 398 </div></div><div class="c x53 y141 w1a h24"><div class="t m0 x51 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">258 358 </div></div><div class="c x54 y141 w19 h24"><div class="t m0 x51 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">626 738 </div></div><div class="c x55 y141 w1e h24"><div class="t m0 x1f h6 y125 ff1 fs3 fc1 sc0 ls3 ws0">510<span class="ls0"> </span></div></div><div class="c x5a y141 w1b h24"><div class="t m0 x22 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">7 647 </div></div><div class="c x56 y141 w1a h24"><div class="t m0 x51 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">306 767 </div></div><div class="c x57 y141 w20 h24"><div class="t m0 x46 h6 y125 ff1 fs3 fc1 sc0 ls0 ws0">1 225 418 </div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x0 y1 w21 h18" alt="" src="data:image/png;base64,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class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">10<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h5 y142 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 xb hc y143 ff1 fs7 fc0 sc0 ls0 ws0">7<span class="ff5"> <span class="_ _c"> </span></span><span class="fc1">DODATKOWE INFORMACJE I OBJA<span class="ff2">Ś</span>NIENIA </span></div><div class="t m0 xc hc y144 ff1 fs7 fc1 sc0 ls0 ws0">DO SPRAWOZDANIA FINANSOWEGO </div><div class="t m0 xc hc y145 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y146 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y147 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y148 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y149 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y14a ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y14b ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y14c ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y14d ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y14e ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y14f ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y150 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y151 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y152 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y153 ff1 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc hc y154 ff1 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">11<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h25 y159 ff1 fs9 fc0 sc0 lsf ws0">7.1<span class="ff5 ls0"> <span class="_ _d"> </span><span class="ff1 fc1">PODSTAWOWE INFORMACJE O DOM DEVELOPMENT S.A. </span></span></div><div class="t m0 x1 he y15a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y15b ff4 fs8 fc1 sc0 ls0 ws0">Spłka  Akcyjna <span class="_ _12"> </span>Dom  Development  S.A<span class="_ _0"></span>.  („Spłka”)  jest <span class="_ _12"> </span>jednostką  dominującą  Grupy <span class="_ _12"> </span>Kapitałowej  Dom  Development  S.A. </div><div class="t m0 x1 he y15c ff4 fs8 fc1 sc0 ls0 ws0">(„Grupa”). <span class="_ _e"></span>Si<span class="_ _0"></span>edziba <span class="_ _e"></span>Spłki <span class="_ _e"></span>mie<span class="_ _0"></span>ści <span class="_ _e"></span>si <span class="_ _e"></span>w <span class="_ _13"></span>Warszawie <span class="_ _13"></span>(00<span class="_ _a"></span><span class="ff3">-</span>078 <span class="_ _13"></span>Warszawa, <span class="_ _e"></span>Pl. <span class="_ _13"></span>Piłsudskiego <span class="_ _13"></span>3). <span class="_ _e"></span>Spłka <span class="_ _13"></span>wp<span class="_ _a"></span><span class="ff3">isana <span class="_ _13"></span>jest <span class="_ _13"></span>do <span class="_ _e"></span>Krajowego </span></div><div class="t m0 x1 he y15d ff4 fs8 fc1 sc0 ls0 ws0">Rejestru <span class="_ _f"></span>Sądowego <span class="_ _10"> </span>pod <span class="_ _10"> </span>numerem <span class="_ _10"> </span>0000031483, <span class="_ _10"> </span>Sąd <span class="_ _f"> </span>R<span class="_ _a"></span>ejonowy <span class="_ _f"></span>dla <span class="_ _10"> </span>m.st.<span class="ff3"> </span>W<span class="_ _a"></span>arszawy <span class="_ _10"> </span>w <span class="_ _f"> </span>Warszawie <span class="_ _10"> </span>XII <span class="_ _10"> </span>Wydział <span class="_ _10"> </span>Gospodarczy </div><div class="t m0 x1 he y145 ff4 fs8 fc1 sc0 ls0 ws0">Krajowego Rejestru Sądowego. <span class="ff3"> </span></div><div class="t m0 x1 he y15e ff4 fs8 fc1 sc0 ls0 ws0">Według Polskiej Klasyfikacji Działalności przedmiote<span class="_ _0"></span>m działalności<span class="_ _a"></span> Spłki jest realizacja projektw budowlanych związanych ze </div><div class="t m0 x1 he y15f ff4 fs8 fc1 sc0 ls0 ws0">wznoszeniem budyn<span class="_ _0"></span>kw –<span class="ff3"> </span>PKD 4110Z. Miejscem prowadzeni<span class="_ _0"></span>a działalności Spłki jest przede <span class="_ _0"></span>wszystkim Warszawa i jej okolice. </div><div class="t m0 x1 he y160 ff4 fs8 fc1 sc0 ls0 ws0">Spłka <span class="_ _14"> </span>posiada <span class="_ _14"> </span>rwnież <span class="_ _14"> </span>podmioty <span class="_ _14"> </span>zależne  prowadząc<span class="_ _a"></span>e <span class="_ _14"> </span>działalność  deweloperską <span class="_ _14"> </span>na <span class="_ _14"> </span>rynku <span class="_ _14"> </span>wrocławskim<span class="_ _13"></span><span class="ff3">, <span class="_ _14"> </span></span>tr<span class="ff3">jmiejskim <span class="_ _14"> </span><span class="ls10">i </span></span></div><div class="t m0 x1 he y161 ff3 fs8 fc1 sc0 ls0 ws0">krakowskim. </div><div class="t m0 x1 he y162 ff4 fs8 fc1 sc0 ls0 ws0">Spłka <span class="_ _f"></span>jest <span class="_ _f"></span>w <span class="_ _f"></span>wikszości <span class="_ _f"></span>własnością <span class="_ _f"> </span>Groupe <span class="_ _f"> </span>Belleforêt <span class="_ _f"> </span>S.à <span class="_ _10"> </span>r.l. <span class="_ _f"></span>z <span class="_ _f"> </span>siedzibą <span class="_ _f"> </span>w <span class="_ _f"> </span>L<span class="_ _a"></span>uksemburgu <span class="_ _f"></span>(patrz <span class="_ _f"></span>nota <span class="_ _f"></span>7.15)<span class="_ _13"></span>, <span class="_ _f"></span>ktra <span class="_ _f"> </span>na <span class="_ _f"> </span>dzie </div><div class="t m0 x1 he y163 ff3 fs8 fc1 sc0 ls6 ws0">31<span class="ls0"> <span class="ff4">grudnia  2022 <span class="_ _14"> </span>r.  posiadała  5<span class="_ _a"></span>5,41%  akcj<span class="_ _a"></span>i  Spłki.</span>  <span class="_ _14"> </span><span class="ff4">Jednostką  dominującą <span class="_ _14"> </span>najwyższego  szczebla <span class="_ _14"> </span>Grupy  Kapitałowej<span class="_ _a"></span></span>  Do<span class="_ _a"></span>m </span></div><div class="t m0 x1 he y164 ff3 fs8 fc1 sc0 ls0 ws0">Development S.A.  jest  S<span class="_ _0"></span>COP 2003 T<span class="_ _a"></span>rust, podmiot ustanowiony zgodnie<span class="_ _0"></span> z prawem Anglii i Walii. SCOP 2003 Trust jest je<span class="_ _0"></span>dynym </div><div class="t m0 x1 he y165 ff4 fs8 fc1 sc0 ls0 ws0">akcjonariuszem SCOP Luxembourg 2007 S.a r.l., ktry z kolei jest wikszościowym udziałowcem Groupe Belleforet S<span class="_ _0"></span>.a r.l.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y166 ff3 fs8 fc1 sc0 ls0 ws0">Podstawow<span class="ff4">ym przedmiotem działalności Spłki jest budowa i sprzedaż nieruchomości mieszkalnych.</span> </div><div class="t m0 x1 he y167 ff4 fs8 fc1 sc0 ls0 ws0">Spłka <span class="_ _a"></span>prowadzi <span class="_ _a"></span>działalność <span class="_ _a"></span>gospodarczą <span class="_ _13"></span>na <span class="_ _a"></span>terytorium <span class="_ _a"></span>Polski <span class="_ _a"></span>zgodnie z<span class="_ _a"></span> <span class="_ _a"></span>Kodeksem <span class="_ _a"></span>Spłek <span class="_ _a"></span>Handlowych <span class="_ _a"></span>a <span class="_ _13"></span>czas <span class="_ _a"></span>jej <span class="_ _a"></span>trwania <span class="_ _a"></span>jest </div><div class="t m0 x1 he y168 ff3 fs8 fc1 sc0 ls0 ws0">nieograniczony. </div><div class="t m0 x1 he y169 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _4"></span>okresie <span class="_ _4"></span>dwu<span class="_ _a"></span>nastu <span class="_ _4"></span>miesicy <span class="_ _0"></span>zakoczonym <span class="_ _0"></span>31 <span class="_ _4"></span>grudnia <span class="_ _4"></span><span class="ff3 ls6">2022<span class="ls0"> <span class="ff4">r. <span class="_ _4"></span>Spłka <span class="_ _0"></span>nie <span class="_ _4"></span>zaniechała <span class="_ _0"></span>żadnego <span class="_ _4"></span>rodzaju <span class="_ _0"></span>prowadzonej <span class="_ _4"></span>działalności.<span class="_ _a"></span><span class="ff3"> </span></span></span></span></div><div class="t m0 x2 h5 y14d ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y16a ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y16b ff1 fs9 fc0 sc0 lsf ws0">7.2<span class="ff5 ls0"> <span class="_ _d"> </span><span class="ff2 fc1">PODSTAWA SPORZĄDZANIA SPRAWOZDAŃ FINANSOWYCH<span class="ff1 fs4"> </span></span></span></div><div class="t m0 x4 hf y16c ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y16d ff4 fs8 fc1 sc0 ls0 ws0">Niniejsze sprawozdanie finansowe zostało sporządzone w konwencji kosztu hi<span class="_ _0"></span>storycznego<span class="_ _a"></span><span class="ff3">. </span></div><div class="t m0 x1 he y16e ff3 fs8 fc1 sc0 ls0 ws0">Niniejsze <span class="_ _e"></span>sprawoz<span class="_ _a"></span>danie <span class="_ _e"></span>finanso<span class="_ _a"></span>we <span class="_ _f"></span>zosta<span class="_ _a"></span><span class="ff4">ł</span>o <span class="_ _f"></span>sporz<span class="ff4">ą</span>dzone <span class="_ _e"></span>przy <span class="_ _f"> </span>z<span class="_ _a"></span>a<span class="ff4">łożeniu <span class="_ _f"></span>kontynuowania <span class="_ _e"></span>dzia<span class="_ _a"></span>ł</span>alno<span class="ff4">ści <span class="_ _f"></span>gospodarczej <span class="_ _f"></span>Spłki <span class="_ _f"></span> <span class="_ _f"></span> <span class="_ _f"></span>w </span></div><div class="t m0 x1 he y16f ff3 fs8 fc1 sc0 ls0 ws0">daj<span class="ff4">ą</span>cej si<span class="ff4"></span> przewidzie<span class="ff4">ć</span> przysz<span class="ff4">ł</span>o<span class="ff4">ś</span>ci.  </div><div class="t m0 x1 he y170 ff3 fs8 fc1 sc0 ls0 ws0">Dokonana  w <span class="_ _14"> </span>dniu  24  lutego  2022 <span class="_ _14"> </span>roku  rosyjska  inwazja  na<span class="_ _a"></span> <span class="ff4">Ukrain  jest  cz<span class="_ _a"></span>ynnikiem  istotnie  d<span class="_ _a"></span>estabilizującym  otoczenie </span></div><div class="t m0 x1 he y171 ff4 fs8 fc1 sc0 ls0 ws0">gospodarcze <span class="_ _f"> </span>w <span class="_ _12"> </span>całym <span class="_ _f"> </span>regionie. <span class="_ _10"> </span>Spłka <span class="_ _10"> </span>i <span class="_ _10"> </span>jej <span class="_ _10"> </span>podmioty <span class="_ _10"> </span>zależne <span class="_ _f"> </span>pr<span class="_ _a"></span>owadzą <span class="_ _10"> </span>działalność <span class="_ _f"> </span>w<span class="_ _a"></span>yłącznie <span class="_ _f"> </span>na<span class="_ _13"></span><span class="ff3"> terenie <span class="_ _f"> </span>Polski. <span class="_ _10"> </span>W <span class="_ _10"> </span>ocenie </span></div><div class="t m0 x1 he y172 ff4 fs8 fc1 sc0 ls0 ws0">Zarządu <span class="_ _13"></span>Spłki, <span class="_ _13"></span>wojna <span class="_ _13"></span>w<span class="_ _a"></span> <span class="_ _13"></span>Ukrainie <span class="_ _13"></span>może <span class="_ _13"></span>wpłynąć <span class="_ _13"></span>przede <span class="_ _13"></span>wszystki<span class="_ _a"></span>m <span class="_ _13"></span>na <span class="_ _13"></span>popyt <span class="_ _13"></span>na <span class="_ _13"></span>m<span class="_ _a"></span>ieszkania, <span class="_ _13"></span>koszty <span class="_ _13"></span>budowy <span class="_ _e"></span>oraz <span class="_ _13"></span>dost<span class="_ _13"></span>pność </div><div class="t m0 x1 he y173 ff4 fs8 fc1 sc0 ls0 ws0">podwykonawcw.  N<span class="_ _0"></span>a<span class="ff3"> </span>dzie  sp<span class="_ _0"></span>orządzenia  n<span class="_ _0"></span>iniejszego  s<span class="_ _0"></span>prawozdania  fin<span class="_ _0"></span>ansowego  wszystkie<span class="_ _0"></span>  in<span class="_ _0"></span>westycje  Spłki <span class="_ _10"> </span>postpowały </div><div class="t m0 x1 he y174 ff4 fs8 fc1 sc0 ls0 ws0">zgodnie <span class="_ _a"></span>zał<span class="_ _a"></span>ożonymi <span class="_ _13"></span>budżetami <span class="_ _13"></span>oraz <span class="_ _e"></span>harmonogramem <span class="_ _a"></span>rzecz<span class="_ _a"></span>owo<span class="_ _a"></span><span class="ff3">-</span>finansowym. <span class="_ _13"></span>Zarząd <span class="_ _13"></span>Spłki <span class="_ _13"></span>na <span class="_ _13"></span>bieżąc<span class="_ _a"></span>o <span class="_ _13"></span>monitoruje <span class="_ _13"></span>sytuacj <span class="_ _13"></span>i </div><div class="t m0 x1 he y175 ff3 fs8 fc1 sc0 ls0 ws0">analizuje <span class="_ _10"> </span>j<span class="_ _a"></span>ej  poten<span class="ff4">cjalny <span class="_ _10"> </span>wpływ<span class="_ _a"></span>  zarwno <span class="_ _10"> </span>z<span class="_ _a"></span>  p<span class="_ _0"></span>erspektywy  p<span class="_ _0"></span>oszczeglnych  projektw, <span class="_ _12"> </span>jak  i <span class="_ _10"> </span>całej  Spłki <span class="_ _10"> </span>i  jej  dług<span class="_ _0"></span>ofalowych </span></div><div class="t m0 x1 he y176 ff4 fs8 fc1 sc0 ls0 ws0">zamierze. W oc<span class="_ _a"></span>enie Zarządu Spłki, <span class="_ _a"></span>na dzie zatwierdzenia niniejszego <span class="_ _a"></span>sprawozdania finansowego nie stwierdza <span class="_ _a"></span>si istnienia </div><div class="t m0 x1 he y177 ff4 fs8 fc1 sc0 ls0 ws0">okoliczności wskazujących na zagrożenie kontynuowania działalności przez Spłk<span class="ff3">. </span></div><div class="t m0 x1 he y178 ff4 fs8 fc1 sc0 ls0 ws0">Walutą funkcjonalną Spłki jes<span class="_ _0"></span>t złoty polski. Niniejsze sprawozdanie finansowe zostało sporządzone <span class="_ _0"></span>w złotych polskich („PLN”,<span class="ff3"> </span></div><div class="t m0 x1 he y179 ff4 fs8 fc1 sc0 ls0 ws0">„zł”). <span class="_ _14"> </span>Dane  finansowe  prezento<span class="_ _a"></span>wane  w<span class="_ _a"></span> <span class="_ _14"> </span>sprawozdaniu  finansowym <span class="_ _14"> </span>wyrażone  są <span class="_ _14"> </span>w <span class="_ _14"> </span>tysiąc<span class="_ _a"></span>ach  złotych <span class="_ _14"> </span>polskich,  o<span class="_ _a"></span> <span class="_ _14"> </span>ile  nie </div><div class="t m0 x1 he y17a ff3 fs8 fc1 sc0 ls0 ws0">zaznaczono inaczej.  </div><div class="t m0 x1 he y17b ff4 fs8 fc1 sc0 ls0 ws0">Spłka <span class="_ _10"> </span>sporządziła  rwnież <span class="_ _10"> </span>skonsolidowane <span class="_ _10"> </span>sprawozdanie <span class="_ _12"> </span>finanso<span class="_ _a"></span>we <span class="_ _10"> </span>Grupy <span class="_ _12"> </span>Kapitałowej <span class="_ _12"> </span>Dom <span class="_ _12"> </span>Development <span class="_ _10"> </span>S.A.  <span class="ff3">z<span class="_ _a"></span>a <span class="_ _10"> </span>o<span class="_ _a"></span>kres </span></div><div class="t m0 x1 he y17c ff4 fs8 fc1 sc0 ls0 ws0">dwunastu <span class="_ _a"></span>miesicy <span class="_ _13"></span>zakoczony <span class="_ _13"></span>31 <span class="_ _a"></span>grudnia <span class="_ _13"></span><span class="ff3 ls6">2022<span class="ls0"> <span class="_ _13"></span></span></span>roku, <span class="_ _13"></span>ktre <span class="_ _a"></span>zo<span class="_ _a"></span>stało <span class="_ _a"></span>z<span class="_ _a"></span>atwierdzone przez <span class="_ _13"></span>Zarząd<span class="_ _a"></span><span class="ff3"> <span class="_ _13"></span></span>Spłki <span class="_ _13"></span>w <span class="_ _13"></span>dniu <span class="_ _a"></span><span class="ff3">15 <span class="_ _13"></span>marca <span class="_ _13"></span>2023 </span></div><div class="t m0 x1 he y17d ff3 fs8 fc1 sc0 ls0 ws0">roku. </div><div class="t m0 x1 he y17e ff4 fs8 fc1 sc0 ls0 ws0">Skonsolidowane sprawozdanie najwyższego szczebla sp<span class="_ _0"></span>orządzane jest przez Groupe Belleforet S.a r.l.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x4 hf y17f ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y180 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y181 ff1 fs9 fc0 sc0 lsf ws0">7.3<span class="ff5 ls0"> <span class="_ _d"> </span><span class="ff2 fc1">OŚWIADCZENIE O ZGODNOŚCI Z PRZEPISAMI<span class="ff1"> </span></span></span></div><div class="t m0 x4 hf y182 ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y183 ff4 fs8 fc1 sc0 ls0 ws0">Polskie <span class="_ _15"> </span>regulacje <span class="_ _15"> </span>prawne <span class="_ _15"> </span>nakładają <span class="_ _16"> </span>na <span class="_ _15"> </span>Spłk <span class="_ _15"> </span>obowiązek <span class="_ _15"> </span>sporządzania <span class="_ _15"> </span>sprawozdania <span class="_ _17"> </span><span class="ff3">finansowego <span class="_ _15"> </span>zgodnie </span></div><div class="t m0 x1 he y184 ff3 fs8 fc1 sc0 ls0 ws0">z <span class="ff4">Midzynarodowymi <span class="_ _e"></span>Standardami <span class="_ _e"></span>Sprawozdawczości <span class="_ _e"></span>Finansowej <span class="_ _e"></span>(„MSSF”) <span class="_ _e"></span>przyjtymi <span class="_ _e"></span>przez <span class="_ _f"></span>Uni <span class="_ _e"></span>Europejską <span class="_ _e"></span>(„UE”). <span class="_ _e"></span>Biorąc </span></div><div class="t m0 x1 he y185 ff4 fs8 fc1 sc0 ls0 ws0">pod <span class="_ _13"></span>uwag <span class="_ _13"></span>toczący <span class="_ _e"></span>si <span class="_ _a"></span>w<span class="_ _a"></span> <span class="_ _13"></span>UE <span class="_ _13"></span>pro<span class="_ _a"></span>ces <span class="_ _13"></span>wprowadzania <span class="_ _13"></span>standardw <span class="_ _e"></span>MSSF <span class="_ _13"></span>oraz <span class="_ _13"></span>prowadzoną <span class="_ _13"></span>przez <span class="_ _e"></span>Spłk <span class="_ _13"></span>działalność, <span class="_ _13"></span>w <span class="_ _e"></span>zakresie </div><div class="t m0 x1 he y186 ff3 fs8 fc1 sc0 ls0 ws0">stos<span class="ff4">owanych p<span class="_ _0"></span>rzez Spłk <span class="_ _0"></span>zasad rachunkowości <span class="_ _0"></span>nie ma <span class="_ _4"></span>rż<span class="_ _a"></span>nicy <span class="_ _0"></span>midzy standardami MSSF<span class="_ _0"></span>, ktre <span class="_ _0"></span>weszły w <span class="_ _0"></span>życie, a <span class="_ _4"></span>standardami </span></div><div class="t m0 x1 he y187 ff4 fs8 fc1 sc0 ls0 ws0">MSSF zatwierdzonymi przez UE dla roku finansowego zakoczonego 31 grudn<span class="_ _0"></span>ia <span class="_ _a"></span><span class="ff3 ls6">2022<span class="ls0"> roku. </span></span></div><div class="t m0 x1 he y188 ff3 fs8 fc1 sc0 ls0 ws0">Niniejsze  s<span class="_ _0"></span>prawozdanie  finansowe  stanowi  jedn<span class="_ _0"></span>ostkowe  s<span class="ff4">prawozdanie  fin<span class="_ _0"></span>ansowe  Spłki <span class="_ _12"> </span>w  rozumieniu <span class="_ _12"> </span>MSR  27  i<span class="_ _0"></span>  zostało </span></div><div class="t m0 x1 he y189 ff4 fs8 fc1 sc0 ls0 ws0">sporządzone zgodnie ze wszystkimi mającymi zastosowanie MSSF<span class="_ _0"></span> przyjtymi przez Uni Europejską.<span class="_ _a"></span><span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">12<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y18a ff4 fs8 fc1 sc0 ls0 ws0">MSSF <span class="_ _4"></span>obejmują <span class="_ _0"></span>standardy <span class="_ _4"></span>i i<span class="_ _0"></span>nterpretacje <span class="_ _4"></span>zaakc<span class="_ _a"></span>eptowane <span class="_ _4"></span>przez <span class="_ _4"></span>Rad<span class="_ _a"></span> <span class="_ _4"></span>Midzynarodowych <span class="_ _0"></span>Standardw <span class="_ _4"></span>Rachunkow<span class="_ _13"></span>ości <span class="_ _4"></span>(„RMSR”) </div><div class="t m0 x1 he y18b ff4 fs8 fc1 sc0 ls0 ws0">oraz Komitet ds. Interpretacji Midzynarodowej Sprawozdawczości Fin<span class="_ _0"></span>ansowej („KIMSF”). <span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y18c ff4 fs8 fc1 sc0 ls0 ws0">Zasady <span class="_ _a"></span>(polityki) <span class="_ _a"></span>rachunkowo<span class="_ _a"></span>ści <span class="_ _a"></span>zastosowane <span class="_ _a"></span>do <span class="_ _13"></span>sporządzenia <span class="_ _a"></span>niniejszego <span class="_ _a"></span>sprawozdania <span class="_ _a"></span>fi<span class="_ _a"></span>nansowego <span class="_ _a"></span>są <span class="_ _a"></span>spjne <span class="_ _a"></span>z <span class="_ _13"></span>tymi, <span class="_ _a"></span>ktre<span class="_ _a"></span> </div><div class="t m0 x1 he y18d ff4 fs8 fc1 sc0 ls0 ws0">zastosowano <span class="_ _a"></span>przy <span class="_ _13"></span>sporządzaniu s<span class="_ _a"></span>prawozdania <span class="_ _a"></span>finansowego <span class="_ _13"></span>Spłki <span class="_ _a"></span>za <span class="_ _a"></span>rok <span class="_ _13"></span>zakoczony <span class="_ _a"></span>dnia <span class="_ _a"></span>31 <span class="_ _13"></span>grudnia <span class="_ _13"></span><span class="ff3 ls6">2021<span class="ls0"> <span class="_ _a"></span></span></span>roku, <span class="_ _13"></span>z <span class="_ _a"></span>wyjątkiem </div><div class="t m0 x1 he y18e ff4 fs8 fc1 sc0 ls0 ws0">zastosowania <span class="_ _18"> </span>nastpujących <span class="_ _18"> </span>zmian <span class="_ _19"> </span>do <span class="_ _19"> </span>standardw <span class="_ _18"> </span>oraz <span class="_ _18"> </span>nowych <span class="_ _18"> </span>interpretacji <span class="_ _19"> </span>obowiązujących <span class="_ _18"> </span>dla <span class="_ _19"> </span>o<span class="_ _a"></span>kresw <span class="_ _19"> </span>rocznych </div><div class="t m0 x1 he y18f ff4 fs8 fc1 sc0 ls0 ws0">rozpoczynających si w dniu 1 stycznia <span class="ff3 ls6">2022<span class="ls0"> roku: </span></span></div><div class="t m0 xe he y190 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Roczne zmiany <span class="_ _a"></span>MSSF 2018-<span class="ff4">2020 <span class="_ _a"></span>wprowadzają zmiany <span class="_ _a"></span>do standardw: MSSF</span> <span class="ls6">1 <span class="_ _a"></span></span><span class="ff9">Zastosowa<span class="_ _a"></span>nie Międzynarodowych Standardów </span></span></span></div><div class="t m0 x60 he y191 ff9 fs8 fc1 sc0 ls0 ws0">Sprawozdawczości <span class="_ _14"> </span>Finansowej <span class="_ _14"> </span>po <span class="_ _14"> </span>raz <span class="_ _14"> </span>pierwszy<span class="ff3">, <span class="_ _14"> </span>MSSF <span class="ls6">9 <span class="_ _14"> </span></span><span class="ffa">Instrumenty <span class="_ _14"> </span>finansowe</span>, <span class="_ _14"> </span>MSR <span class="ls6">41 <span class="_ _14"> </span></span><span class="ffa">Rolnictwo<span class="_ _a"></span></span>  <span class="ff4">o<span class="_ _a"></span>raz <span class="_ _14"> </span>do <span class="_ _14"> </span>przykładw </span></span></div><div class="t m0 x60 he y192 ff4 fs8 fc1 sc0 ls0 ws0">ilustrujących <span class="_ _10"> </span>do <span class="_ _10"> </span>MSSF <span class="_ _10"> </span>16  <span class="ffa">Leasing</span>. <span class="_ _10"> </span>Poprawki <span class="_ _10"> </span>zawierają <span class="_ _10"> </span>wyjaśnienia <span class="_ _10"> </span>oraz <span class="_ _12"> </span>doprecyzowują <span class="_ _10"> </span>wytyczne <span class="_ _10"> </span>standardw <span class="_ _10"> </span>w<span class="_ _a"></span> <span class="_ _10"> </span>zakresie </div><div class="t m0 x60 he y193 ff3 fs8 fc1 sc0 ls0 ws0">ujmowania oraz wyceny. </div><div class="t m0 xe he y194 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Zmiany <span class="_ _1a"> </span>do <span class="_ _1a"> </span>MSSF <span class="_ _1a"> </span>3 <span class="_ _1a"> </span>„Połącz<span class="_ _a"></span>enia <span class="_ _1a"> </span>przedsiwzić”. <span class="_ _14"> </span> <span class="_ _1b"> </span>Opublikowane <span class="_ _1a"> </span>w <span class="_ _1a"> </span>maju <span class="_ _1a"> </span>2020 <span class="_ _1a"> </span>r. <span class="_ _1b"> </span>zmiany <span class="_ _1a"> </span>do <span class="_ _1a"> </span>standardu <span class="_ _1a"> </span>mają<span class="_ _a"></span><span class="ff3"> <span class="_ _1b"> </span>na <span class="_ _1a"> </span>celu </span></span></span></div><div class="t m0 x60 he y195 ff4 fs8 fc1 sc0 ls0 ws0">zaktualizowanie <span class="_ _10"> </span>stosownych  re<span class="_ _0"></span>ferencji  do <span class="_ _10"> </span>Założe <span class="_ _12"> </span>Koncepcyjnych <span class="_ _10"> </span>w  MSS<span class="_ _0"></span>F, <span class="_ _12"> </span>nie <span class="_ _10"> </span>w<span class="_ _a"></span>prowadzając <span class="_ _12"> </span>zmian <span class="_ _12"> </span>merytorycznych <span class="_ _10"> </span>dla </div><div class="t m0 x60 he y196 ff4 fs8 fc1 sc0 ls0 ws0">rachunkowości połącze przedsibiorstw. <span class="ff3"> </span></div><div class="t m0 xe he y197 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Zmiany <span class="_ _e"></span>do <span class="_ _f"></span>MSR <span class="_ _f"></span>37 <span class="_ _e"></span>„Rezerwy, <span class="_ _f"></span>zobowiązania <span class="_ _e"></span>warunkowe <span class="_ _f"></span>i <span class="_ _f"></span>aktywa <span class="_ _e"></span>warunkowe”. <span class="_ _f"></span> <span class="_ _e"></span>Zmiany <span class="_ _f"></span>do <span class="_ _f"></span>MSR <span class="_ _e"></span>37 <span class="_ _e"></span>dost<span class="_ _13"></span>arczają <span class="_ _e"></span>w<span class="_ _a"></span>yjaśnie </span></span></div><div class="t m0 x60 he y198 ff4 fs8 fc1 sc0 ls0 ws0">odnośnie do kosztw, ktre jednostka uwzgldnia w analizie, czy umowa jest kontrakte<span class="_ _0"></span>m rodzącym obciążenia. <span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y199 ff4 fs8 fc1 sc0 ls0 ws0">Opublikowane standardy i interpretacje, ktre jeszcze nie obowiązują i nie<span class="_ _0"></span> zostały wcz<span class="_ _a"></span>eśniej zastosowane przez Sp<span class="_ _0"></span>łk<span class="_ _13"></span><span class="ff3"> </span></div><div class="t m0 x1 he y19a ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _1c"> </span>niniejszym <span class="_ _1c"> </span>sprawozdaniu<span class="_ _0"></span> <span class="_ _1c"> </span>finansowym <span class="_ _1c"> </span><span class="ff4">Spłka</span> <span class="_ _1c"> </span>nie <span class="ff4">zdecydowała <span class="_ _1c"> </span>o <span class="_ _1c"> </span>wcześniejszym <span class="_ _1c"> </span>zastosowaniu <span class="_ _1c"> </span>nastpujących </span></div><div class="t m0 x1 he y19b ff4 fs8 fc1 sc0 ls0 ws0">opublikowanych standardw, interpretacji lub<span class="_ _0"></span> poprawek do istniejących standardw przed ich datą wejścia w<span class="_ _a"></span><span class="ff3"> </span>życ<span class="_ _a"></span>ie:<span class="ff3"> </span></div><div class="t m0 xe he y19c ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Zmiany <span class="_ _14"> </span>do <span class="_ _1a"> </span>MSSF <span class="_ _14"> </span>10 <span class="_ _1a"> </span>i <span class="_ _1a"> </span>MSR <span class="_ _14"> </span>28 <span class="_ _1a"> </span>dotyczące <span class="_ _1a"> </span>sprzedaży <span class="_ _14"> </span>lub <span class="_ _1a"> </span>wniesienia <span class="_ _14"> </span>aktyww <span class="_ _1a"> </span>pomidzy <span class="_ _14"> </span>inwe<span class="_ _a"></span>storem <span class="_ _14"> </span>a <span class="_ _14"> </span>je<span class="_ _a"></span>go <span class="_ _14"> </span>jednostką<span class="_ _a"></span> </span></span></div><div class="t m0 x60 he y19d ff4 fs8 fc1 sc0 ls0 ws0">stowarzyszoną <span class="_ _14"> </span>lub <span class="_ _14"> </span>w<span class="_ _a"></span>splnym <span class="_ _14"> </span>przedsiwziciem. <span class="_ _1a"> </span>Zmiany <span class="_ _14"> </span>rozwiązują <span class="_ _1a"> </span>problem <span class="_ _14"> </span>aktualnej <span class="_ _14"> </span>niespj<span class="_ _a"></span>ności <span class="_ _14"> </span>pomidzy <span class="_ _14"> </span>M<span class="_ _a"></span>SSF<span class="_ _a"></span><span class="ff3"> <span class="ls6">10 </span></span></div><div class="t m0 x60 he y19e ff3 fs8 fc1 sc0 ls0 ws0">a MSR <span class="ff4">28.  Ujcie ksigowe zależy od tego, c<span class="_ _a"></span>zy aktywa niepieniżne sprzedan<span class="_ _a"></span></span>e lub wniesione do jednostki stowarz<span class="_ _a"></span>yszonej lub </div><div class="t m0 x60 he y19f ff4 fs8 fc1 sc0 ls0 ws0">wsplnego <span class="_ _10"> </span>przedsiwzicia <span class="_ _10"> </span>stanowią <span class="_ _10"> </span>„biznes” <span class="_ _10"> </span>(ang. <span class="_ _10"> </span>business). <span class="_ _12"> </span>W <span class="_ _10"> </span>przypadku, <span class="_ _10"> </span>gdy <span class="_ _10"> </span>aktywa <span class="_ _12"> </span>niepieniżne <span class="_ _f"> </span>stanowią <span class="_ _12"> </span>„biznes”, </div><div class="t m0 x60 he y1a0 ff4 fs8 fc1 sc0 ls0 ws0">inwestor <span class="_ _0"></span>wykazuje pełny <span class="_ _4"></span>zysk<span class="_ _a"></span> lub <span class="_ _0"></span>strat n<span class="_ _0"></span>a transakcji. <span class="_ _4"></span>Jeże<span class="_ _a"></span>li zaś <span class="_ _4"></span>akt<span class="_ _a"></span>ywa ni<span class="_ _0"></span>e spełni<span class="_ _0"></span>ają defi<span class="ff3">nicji biznesu, inwe<span class="_ _0"></span>stor ujmuje <span class="_ _4"></span>z<span class="_ _a"></span>ysk lub </span></div><div class="t m0 x60 he y1a1 ff4 fs8 fc1 sc0 ls0 ws0">strat <span class="_ _10"> </span>z <span class="_ _10"> </span>tylko <span class="_ _12"> </span>w <span class="_ _10"> </span>zakresie <span class="_ _10"> </span>czści <span class="_ _10"> </span>stanowiącej <span class="_ _12"> </span>udziały <span class="_ _10"> </span>innych <span class="_ _10"> </span>inwestorw.  N<span class="_ _0"></span>a <span class="_ _10"> </span>dzie <span class="_ _10"> </span>sporządzenia <span class="_ _12"> </span>niniejszego <span class="_ _10"> </span>sprawozdania </div><div class="t m0 x60 he y1a2 ff4 fs8 fc1 sc0 ls0 ws0">finansowego, zatwierdzenie<span class="_ _0"></span> tej zmiany jest odroczone przez Uni Europejską.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 xe he y1a3 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Zmiany <span class="_ _10"> </span>do <span class="_ _10"> </span>MSR <span class="_ _12"> </span>1 <span class="_ _10"> </span><span class="ffa">Prez<span class="_ _a"></span>e<span class="ff9">ntacja <span class="_ _10"> </span>sprawozdań <span class="_ _12"> </span>finansowych<span class="ff4">. <span class="_ _10"> </span>R<span class="_ _a"></span>ada <span class="_ _10"> </span>opublikowała <span class="_ _10"> </span>zmiany <span class="_ _12"> </span>do <span class="_ _10"> </span>MSR <span class="_ _10"> </span>1, <span class="_ _12"> </span>ktre <span class="_ _10"> </span>wyjaśniają <span class="_ _10"> </span>kwesti </span></span></span></span></span></div><div class="t m0 x60 he y1a4 ff4 fs8 fc1 sc0 ls0 ws0">prezentacji <span class="_ _e"></span>zo<span class="_ _a"></span>bowiąza <span class="_ _f"></span>jako <span class="_ _f"></span>długo<span class="ff3">-<span class="_ _a"></span> <span class="_ _f"></span>i </span>krtkoterminowe. <span class="_ _f"></span>Opublikowane <span class="_ _f"></span>zmiany <span class="_ _f"></span>obowiązują <span class="_ _f"></span>dla <span class="_ _f"></span>sprawozda <span class="_ _f"></span>finansowych <span class="_ _f"></span>za </div><div class="t m0 x60 he y1a5 ff4 fs8 fc1 sc0 ls0 ws0">okresy <span class="_ _12"> </span>rozpoczynające  s<span class="_ _0"></span>i  z <span class="_ _10"> </span>dniem  1 <span class="_ _10"> </span>stycznia  202<span class="ff3">4 </span>r.  l<span class="_ _0"></span>ub <span class="_ _12"> </span>po  tej <span class="_ _10"> </span>dacie.  Na <span class="_ _10"> </span>dzie  sp<span class="_ _0"></span>orządzenia  niniejszeg<span class="_ _0"></span>o  sprawozdania </div><div class="t m0 x60 he y1a6 ff4 fs8 fc1 sc0 ls0 ws0">finansowego, zmiana ta nie została jeszcze zatwierdzona przez Uni Europejską.<span class="ff3"> </span></div><div class="t m0 xe he y1a7 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Zmiany <span class="_ _13"></span>do <span class="_ _e"></span>MSR <span class="_ _13"></span>1 <span class="_ _e"></span><span class="ff9">Prezentacja <span class="_ _13"></span>sprawozdań <span class="_ _e"></span>finansowych</span> <span class="_ _e"></span><span class="ff4">oraz <span class="_ _13"></span>wytyczne <span class="_ _13"></span>Rady <span class="_ _e"></span>MSSF <span class="_ _13"></span>w <span class="_ _e"></span>zakresie <span class="_ _13"></span>ujawnie <span class="_ _13"></span>dotycząc<span class="_ _a"></span>ych <span class="_ _13"></span>po<span class="_ _a"></span></span>lityk </span></span></div><div class="t m0 x60 he y1a8 ff4 fs8 fc1 sc0 ls0 ws0">rachunkowości <span class="_ _14"> </span>w<span class="_ _a"></span> <span class="_ _1a"> </span>praktyce. <span class="_ _14"> </span>Zmiana <span class="_ _1a"> </span>do <span class="_ _1a"> </span>MSR <span class="_ _14"> </span>1 <span class="_ _1a"> </span>wprowadza <span class="_ _1a"> </span>wymg <span class="_ _1a"> </span>ujawniania <span class="_ _14"> </span>istotnych <span class="_ _1a"> </span>informacji <span class="_ _1a"> </span>dotycząc<span class="_ _a"></span>ych <span class="_ _14"> </span>zasad </div><div class="t m0 x60 he y1a9 ff4 fs8 fc1 sc0 ls0 ws0">rachunkowości, ktre zostały zdefiniowane w standardzie. Zmiana <span class="_ _a"></span>wyjaśnia, że informacje na temat polityk rachunkowości są </div><div class="t m0 x60 he y1aa ff4 fs8 fc1 sc0 ls0 ws0">istotne, jeżeli <span class="_ _a"></span>w <span class="_ _a"></span>przypadku ich <span class="_ _a"></span>br<span class="_ _a"></span>aku, użytkow<span class="_ _a"></span>nicy sprawozdania <span class="_ _a"></span>finansowego nie <span class="_ _a"></span>byliby <span class="_ _a"></span>w <span class="_ _a"></span>stanie z<span class="_ _a"></span>rozumieć innych <span class="_ _a"></span>istotnych </div><div class="t m0 x60 he y1ab ff4 fs8 fc1 sc0 ls0 ws0">informacji <span class="_ _4"></span>zawartych <span class="_ _0"></span>w <span class="_ _0"></span>sprawozdaniu <span class="_ _4"></span>finansowym. <span class="_ _4"></span>Po<span class="_ _a"></span>nadto, <span class="_ _4"></span>dokonano <span class="_ _0"></span>rwnież <span class="_ _4"></span>zmian <span class="_ _0"></span>wytycznych <span class="_ _0"></span>Rady <span class="_ _4"></span>w<span class="_ _a"></span> <span class="_ _4"></span>zakresie <span class="_ _0"></span>stosowania </div><div class="t m0 x60 he y1ac ff4 fs8 fc1 sc0 ls0 ws0">koncepcji <span class="_ _e"></span>istotności <span class="_ _e"></span>w <span class="_ _f"></span>praktyce, <span class="_ _e"></span>ab<span class="_ _a"></span>y <span class="_ _e"></span>zapewnić <span class="_ _e"></span>wytycz<span class="_ _a"></span>ne <span class="_ _e"></span>dotyczące <span class="_ _e"></span>stosow<span class="_ _a"></span>ania <span class="_ _e"></span>pojcia <span class="_ _e"></span>istotności <span class="_ _f"></span>do <span class="_ _e"></span>ujawnie <span class="_ _f"></span>dotyczących </div><div class="t m0 x60 he y1ad ff4 fs8 fc1 sc0 ls0 ws0">zasad rachunkowości. Zmiana obowiązuje począwszy od 1 stycznia 2023 r.<span class="ff3"> </span></div><div class="t m0 xe he y1ae ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Zmiany <span class="_ _13"></span>do <span class="_ _e"></span>MSR <span class="_ _e"></span>8 <span class="_ _e"></span>Zasady <span class="_ _e"></span>(polityka) <span class="_ _e"></span>rachunkowości, <span class="_ _e"></span>zmiany <span class="_ _e"></span>wartości <span class="_ _e"></span>szacunkowych <span class="_ _e"></span>i <span class="_ _e"></span>korygowanie <span class="_ _13"></span>błdw. <span class="_ _e"></span>W<span class="_ _13"></span><span class="ff3"> <span class="_ _e"></span>2021 <span class="_ _e"></span>r. <span class="_ _e"></span>Rada </span></span></span></div><div class="t m0 x60 he y1af ff4 fs8 fc1 sc0 ls0 ws0">opublikowała <span class="_ _e"></span>zmian <span class="_ _f"></span>do <span class="_ _e"></span>MSR <span class="_ _e"></span>8<span class="_ _a"></span> <span class="_ _e"></span>Zasady <span class="_ _f"></span>(polityka) <span class="_ _e"></span>rachunkowo<span class="_ _a"></span>ści, <span class="_ _e"></span>zmiany <span class="_ _e"></span>warto<span class="_ _a"></span>ści <span class="_ _e"></span>szacunkowych <span class="_ _e"></span>i <span class="_ _f"></span>korygowanie <span class="_ _e"></span>błdw <span class="_ _e"></span>w<span class="_ _a"></span> </div><div class="t m0 x60 he y1b0 ff4 fs8 fc1 sc0 ls0 ws0">zakresie <span class="_ _0"></span>definicji wartości szacunkowych. Zmian<span class="_ _0"></span>a do MSR <span class="_ _0"></span>8 wyjaśnia, <span class="_ _0"></span>w jaki s<span class="_ _0"></span>posb jednostki<span class="_ _0"></span> powinny odrżniać <span class="_ _0"></span>zmiany zasad </div><div class="t m0 x60 he y1b1 ff3 fs8 fc1 sc0 ls0 ws0">rachu<span class="ff4">nkowości od zmian wartości szacunkowych. Zmiana obowiązuje<span class="_ _0"></span> począwszy o<span class="_ _a"></span>d 1 stycznia 2023 r.<span class="ff3"> </span></span></div><div class="t m0 xe he y1b2 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Zmiany <span class="_ _10"> </span>do <span class="_ _10"> </span>MSR <span class="_ _12"> </span>12 <span class="_ _10"> </span>„Podatek <span class="_ _10"> </span>dochodowy”.  Zmiany <span class="_ _f"> </span>do <span class="_ _12"> </span>MSR <span class="_ _10"> </span>12 <span class="_ _10"> </span>precyzują, <span class="_ _10"> </span>w <span class="_ _12"> </span>jaki <span class="_ _10"> </span>sposb <span class="_ _10"> </span>roz<span class="_ _a"></span>liczać <span class="_ _10"> </span>podatek <span class="_ _10"> </span>odroczony <span class="_ _10"> </span>od </span></span></div><div class="t m0 x60 he y1b3 ff4 fs8 fc1 sc0 ls0 ws0">transakcji takich jak leas<span class="_ _0"></span>ing i zobowiązania z tytułu wycofania z ek<span class="_ _0"></span>sploatacji. Przed zmianą do standard<span class="_ _0"></span>u istniały niejasności co </div><div class="t m0 x60 he y1b4 ff4 fs8 fc1 sc0 ls0 ws0">do <span class="_ _a"></span>tego, <span class="_ _a"></span>czy <span class="_ _13"></span>ujcie <span class="_ _a"></span>rwnych <span class="_ _a"></span>kwot <span class="_ _a"></span>aktywa <span class="_ _a"></span>i<span class="_ _a"></span><span class="ff3"> </span>zobowiązania <span class="_ _a"></span>dla <span class="_ _a"></span>celw <span class="_ _13"></span>ksigowych <span class="_ _a"></span>(np. <span class="_ _a"></span>początkowe <span class="_ _13"></span>ujcie leasingu) <span class="_ _13"></span>pozostające </div><div class="t m0 x60 he y1b5 ff4 fs8 fc1 sc0 ls0 ws0">bez <span class="_ _a"></span>wpływu <span class="_ _a"></span>na <span class="_ _a"></span>bieżące <span class="_ _a"></span>roz<span class="_ _a"></span>liczenia <span class="_ _a"></span>podatkowe <span class="_ _a"></span>powoduje <span class="_ _a"></span>koniec<span class="_ _a"></span>zność <span class="_ _a"></span>ujcia <span class="_ _a"></span>sald <span class="_ _a"></span>podatku <span class="_ _a"></span>o<span class="_ _a"></span>droczonego <span class="_ _a"></span>czy <span class="_ _a"></span>też <span class="_ _a"></span>z<span class="_ _a"></span>astosowanie </div><div class="t m0 x60 he y1b6 ff4 fs8 fc1 sc0 ls0 ws0">ma <span class="_ _e"></span>tzw. <span class="_ _e"></span>zwolnienie<span class="_ _0"></span> <span class="_ _e"></span>z <span class="_ _e"></span>początkowego <span class="_ _e"></span>ujcia <span class="_ _e"></span>(ang.<span class="ff3"> </span>initial <span class="_ _e"></span>recognition <span class="_ _e"></span>exemption), <span class="_ _e"></span>ktre <span class="_ _13"></span>m<span class="_ _a"></span>wi, <span class="_ _13"></span>ż<span class="_ _a"></span>e <span class="_ _e"></span>nie <span class="_ _13"></span>ujmuje <span class="_ _e"></span>si <span class="_ _13"></span>sa<span class="_ _a"></span>ld <span class="_ _e"></span>podatku </div><div class="t m0 x60 he y1b7 ff4 fs8 fc1 sc0 ls0 ws0">odroczonego, <span class="_ _13"></span>jeśli <span class="_ _13"></span>ujcie <span class="_ _13"></span>składnika <span class="_ _13"></span>aktyww <span class="_ _e"></span>lub <span class="_ _a"></span>zo<span class="_ _a"></span>bowiąza <span class="_ _a"></span>nie <span class="_ _13"></span>ma <span class="_ _e"></span>wpływu <span class="_ _13"></span>na<span class="_ _a"></span><span class="ff3"> <span class="_ _13"></span></span>wynik <span class="_ _13"></span>ksigowy <span class="_ _13"></span>lub <span class="_ _13"></span>podatkowy <span class="_ _13"></span>na <span class="_ _13"></span>moment<span class="_ _a"></span> </div><div class="t m0 x60 he y1b8 ff4 fs8 fc1 sc0 ls0 ws0">tego <span class="_ _e"></span>ujcia.<span class="_ _a"></span> <span class="_ _e"></span>Zmie<span class="_ _a"></span>niony <span class="_ _e"></span>M<span class="_ _a"></span>SR <span class="_ _e"></span>12 <span class="_ _f"> </span>reguluje <span class="_ _f"></span>t <span class="_ _f"></span>kwesti <span class="_ _f"></span>wymagając <span class="_ _f"></span>ujcia <span class="_ _e"></span>podatku <span class="_ _f"></span>odroczonego <span class="_ _f"></span>w <span class="_ _f"></span>powyższej <span class="_ _f"></span>sytuacji <span class="_ _e"></span>poprzez<span class="_ _a"></span> </div><div class="t m0 x60 he y1b9 ff4 fs8 fc1 sc0 ls0 ws0">wprowadzenie dodatkowego zapisu, że zwolnienie z początkow<span class="_ _a"></span>ego ujcia nie ma zastosowania, jeżeli jed<span class="_ _a"></span>nostka jednocześnie </div><div class="t m0 x60 he y1ba ff4 fs8 fc1 sc0 ls0 ws0">rozpoznaje <span class="_ _14"> </span>składnik <span class="_ _14"> </span>aktyww <span class="_ _14"> </span>i <span class="_ _14"> </span>rwnoznaczny <span class="_ _14"> </span>składnik <span class="_ _14"> </span>zobowiąza <span class="_ _14"> </span>i <span class="_ _14"> </span>każdy <span class="_ _14"> </span>z <span class="_ _14"> </span>nich <span class="_ _14"> </span>tworzy <span class="_ _14"> </span>rżnice <span class="_ _14"> </span>przejściowe. <span class="_ _14"> </span>Zmiana </div><div class="t m0 x60 he y1bb ff4 fs8 fc1 sc0 ls0 ws0">obowiązuje dla sprawozda finansowych za okresy rozpoczynające si<span class="_ _0"></span> z dniem 1<span class="_ _a"></span><span class="ff3"> stycznia 2023 r. lub po tej dacie. </span></div><div class="t m0 x2 h5 y1bc ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="fs8"> </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 x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">13<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe he y1bd ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Zmiana <span class="_ _4"></span>do <span class="ff4">MSSF <span class="_ _4"></span>16 „Leasing”. <span class="_ _4"></span> We <span class="_ _4"></span>wrześniu 2022 <span class="_ _4"></span>r. <span class="_ _0"></span>Rada <span class="_ _0"></span>zmieniła standard <span class="_ _4"></span>MSSF 16 <span class="_ _4"></span>„Leasing” <span class="_ _0"></span>uzupełniając wymogi <span class="_ _4"></span>dotyczące </span></span></span></div><div class="t m0 x60 he y1be ff4 fs8 fc1 sc0 ls0 ws0">pźniejszej  wyceny <span class="_ _14"> </span>obowiązania  leasingowego <span class="_ _14"> </span>w  przypadku <span class="_ _14"> </span>transakcji  sprzedaży <span class="_ _14"> </span>i <span class="_ _14"> </span>leasingu  zwrotnego, <span class="_ _14"> </span>w <span class="_ _14"> </span>sytuacji,  gdy </div><div class="t m0 x60 he y1bf ff4 fs8 fc1 sc0 ls0 ws0">spełnione <span class="_ _f"> </span>są <span class="_ _10"> </span>kryteria <span class="_ _10"> </span>MSSF <span class="_ _f"> </span>15<span class="_ _a"></span><span class="ff3"> <span class="_ _10"> </span></span>i <span class="_ _10"> </span>gdy <span class="_ _10"> </span>transakcj <span class="_ _f"> </span>należy <span class="_ _10"> </span>ująć <span class="_ _10"> </span>jako <span class="_ _10"> </span>sprzedaż. <span class="_ _10"> </span>Zmiana <span class="_ _10"> </span>wymaga <span class="_ _10"> </span>od <span class="_ _10"> </span>sprzedawcy<span class="ff3">-leasingobiorcy </span></div><div class="t m0 x60 he y1c0 ff4 fs8 fc1 sc0 ls0 ws0">pźniejszej <span class="_ _a"></span>w<span class="_ _a"></span>yceny <span class="_ _13"></span>zobowiąza <span class="_ _13"></span>leasingowych <span class="_ _13"></span>wynikających <span class="_ _13"></span>z <span class="_ _13"></span>leasingu <span class="_ _a"></span>z<span class="_ _a"></span>wrotnego <span class="_ _13"></span>w <span class="_ _13"></span>taki <span class="_ _13"></span>sposb, <span class="_ _13"></span>aby <span class="_ _13"></span>nie <span class="_ _13"></span>ujmować <span class="_ _13"></span>z<span class="_ _a"></span>ysku <span class="_ _a"></span>lub </div><div class="t m0 x60 he y1c1 ff4 fs8 fc1 sc0 ls0 ws0">straty <span class="_ _13"></span>z<span class="_ _a"></span>wiązanej <span class="_ _e"></span>z <span class="_ _e"></span>zachowanym <span class="_ _13"></span>prawem <span class="_ _e"></span>do <span class="_ _e"></span>użytkowani<span class="_ _a"></span>a. <span class="_ _e"></span>Nowy <span class="_ _13"></span>wymg <span class="_ _e"></span>ma <span class="_ _e"></span>szczeglne <span class="_ _e"></span>znaczenie <span class="_ _13"></span>w <span class="_ _e"></span>przypadku, <span class="_ _e"></span>gdy <span class="_ _e"></span>leasing </div><div class="t m0 x60 he y1c2 ff4 fs8 fc1 sc0 ls0 ws0">zwrotny obejmuje <span class="_ _0"></span>zmienne opłaty le<span class="_ _0"></span>asingowe, ktre ni<span class="_ _0"></span>e zależą od <span class="_ _0"></span>indeksu lub <span class="_ _0"></span>stawki, gdyż opłaty <span class="_ _0"></span>te są <span class="_ _0"></span>wyłączone z „płatn<span class="_ _0"></span>ości </div><div class="t m0 x60 he y1c3 ff4 fs8 fc1 sc0 ls0 ws0">leasingowych” <span class="_ _10"> </span>w <span class="_ _10"> </span>myśl <span class="_ _12"> </span>MSSF <span class="_ _10"> </span>16. <span class="_ _12"> </span>Zmiana <span class="_ _10"> </span>obowiązuje <span class="_ _10"> </span>pocz<span class="_ _a"></span>ąwszy <span class="_ _10"> </span>od <span class="_ _10"> </span>1 <span class="_ _12"> </span>stycz<span class="_ _a"></span>nia <span class="_ _10"> </span>2024 <span class="_ _12"> </span>r. <span class="_ _10"> </span>Na <span class="_ _12"> </span>dzie <span class="_ _12"> </span>sporządzenia <span class="_ _10"> </span>niniejszego </div><div class="t m0 x60 he y1c4 ff4 fs8 fc1 sc0 ls0 ws0">sprawozdania finansowego, zmiana ta nie<span class="_ _0"></span> została jeszcze zatwierdzona przez Uni Europejską.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y1c5 ff4 fs8 fc1 sc0 ls0 ws0">Zarząd jest w trakcie weryfikowania wpływu powyższych standardw<span class="_ _a"></span> na sytuacj finansową, wyniki działalności Spłki ora<span class="_ _a"></span><span class="ff3">z na<span class="_ _a"></span> </span></div><div class="t m0 x1 he y1c6 ff4 fs8 fc1 sc0 ls0 ws0">zakres <span class="_ _4"></span>informacji pre<span class="_ _0"></span>zentowanych w <span class="_ _4"></span>sprawozdaniu <span class="_ _0"></span>finansowym. <span class="_ _0"></span>Zarząd <span class="_ _0"></span>Spłki <span class="_ _4"></span>nie przewidu<span class="_ _0"></span>je<span class="_ _a"></span><span class="ff3">, <span class="_ _0"></span>aby nowe <span class="_ _4"></span>standardy <span class="_ _0"></span>oraz <span class="_ _0"></span>zmiany </span></div><div class="t m0 x1 he y1c7 ff4 fs8 fc1 sc0 ls0 ws0">do obecnie<span class="_ _0"></span> obowiązujących standardw mogły mie<span class="_ _0"></span>ć istotny <span class="_ _0"></span>wpływ na s<span class="_ _0"></span>prawozdanie finansowe Spłki <span class="_ _0"></span>za okres, w <span class="_ _0"></span>ktrym bdą<span class="_ _0"></span> </div><div class="t m0 x1 he y1c8 ff3 fs8 fc1 sc0 ls0 ws0">one zastosowane po raz pierwszy. </div><div class="t m0 x1 he y163 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y1c9 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 ye5 ff1 fs9 fc0 sc0 lsf ws0">7.4<span class="ff5 ls0"> <span class="_ _d"> </span><span class="ff2 fc1">ISTOTNE ZASADY RACHUNKOWOŚCI<span class="ff1"> </span></span></span></div><div class="t m0 x4 hf y1ca ff1 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1cb ff2 fs4 fc0 sc0 ls0 ws0">INWESTYCJE W JEDNOST<span class="_ _a"></span>KACH ZALEŻNYCH<span class="_ _a"></span>, STOW<span class="_ _a"></span>ARZYSZONYCH I <span class="_ _a"></span>WSPÓLNYCH PRZED<span class="_ _a"></span>SIĘWZIĘCIACH<span class="_ _a"></span><span class="ff1"> </span></div><div class="t m0 x1 he y1cc ff4 fs8 fc1 sc0 ls0 ws0">Akcje  i  udziały  w  jednostkach  zależnych,  stowarzyszonych  i  wsplnych  przedsiwziciach  wykazywane  są<span class="_ _a"></span><span class="ff3"> </span>według  kosztu </div><div class="t m0 x1 he y1cd ff4 fs8 fc1 sc0 ls0 ws0">historycznego po uwzgldnieniu odpisw z tytułu utraty wartości.<span class="ff3"> </span></div><div class="t m0 x1 hf y1ce ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1cf ff2 fs4 fc0 sc0 ls0 ws0">RZECZOWE AKTYWA TRWA<span class="_ _a"></span>ŁE <span class="_ _a"></span><span class="ff1"> </span></div><div class="t m0 x1 he y1d0 ff3 fs8 fc1 sc0 ls0 ws0">R<span class="ff4">zeczowe <span class="_ _14"> </span>aktywa  trwałe <span class="_ _14"> </span>są  wykazywane <span class="_ _14"> </span>według  ceny <span class="_ _14"> </span>nabycia <span class="_ _14"> </span>pomniejszonej  o <span class="_ _14"> </span>umorzenie  (z<span class="_ _13"></span></span> <span class="ff4">wyjątkiem  gruntw) <span class="_ _14"> </span>oraz </span></div><div class="t m0 x1 he y1d1 ff4 fs8 fc1 sc0 ls0 ws0">skumulowane <span class="_ _f"> </span>o<span class="_ _a"></span>dpisy <span class="_ _f"> </span>aktua<span class="_ _a"></span>lizujące <span class="_ _10"> </span>z <span class="_ _10"> </span>tytułu <span class="_ _10"> </span>utraty <span class="_ _10"> </span>wartośc<span class="_ _a"></span>i. <span class="_ _10"> </span>W <span class="_ _10"> </span>s<span class="_ _a"></span>kład <span class="_ _f"> </span>c<span class="_ _a"></span>eny <span class="_ _10"> </span>nabycia <span class="_ _f"> </span>w<span class="_ _a"></span>chodzi <span class="_ _10"> </span>rwnież <span class="_ _10"> </span>koszt <span class="_ _10"> </span>wymiany <span class="_ _10"> </span>czści </div><div class="t m0 x1 he y1d2 ff4 fs8 fc1 sc0 ls0 ws0">składowych <span class="_ _e"></span>urządze <span class="_ _e"></span>w <span class="_ _f"></span>momencie <span class="_ _e"></span>poniesienia, <span class="_ _e"></span>jeśli <span class="_ _f"></span>jest <span class="_ _e"></span>to <span class="_ _f"></span>istotne. <span class="_ _e"></span>Amortyzacja <span class="_ _e"></span>jest <span class="_ _f"></span>naliczana <span class="_ _e"></span>metodą <span class="_ _f"></span>liniową <span class="_ _e"></span>przez <span class="_ _e"></span>o<span class="_ _a"></span>kres </div><div class="t m0 x1 he y1d3 ff4 fs8 fc1 sc0 ls0 ws0">użytkowania dane<span class="_ _0"></span>go składnika aktyww. Budynki <span class="_ _0"></span>i<span class="ff3"> </span>budowle są amortyzowane stawkami od <span class="_ _0"></span>2,5% do 4,5%, ś<span class="_ _0"></span>rodki transportu <span class="_ _0"></span>są </div><div class="t m0 x1 he y1d4 ff4 fs8 fc1 sc0 ls0 ws0">amortyzowane stawką 20% a<span class="ff3"> </span>urządzenia i pozostałe środki trwałe od 10% do 30%. <span class="ff3"> </span></div><div class="t m0 x1 he y1d5 ff4 fs8 fc1 sc0 ls0 ws0">Prawo <span class="_ _1b"> </span>do <span class="_ _1a"> </span>użytkowania <span class="_ _1b"> </span>powierzchni<span class="_ _0"></span> <span class="_ _1b"> </span>biurowych <span class="_ _1a"> </span>wykaz<span class="_ _a"></span>ane <span class="_ _1a"> </span>jest <span class="_ _1a"> </span>zgo<span class="_ _a"></span>dnie <span class="_ _1a"> </span>z <span class="_ _1a"> </span>z<span class="_ _a"></span>asadami <span class="_ _1a"> </span>określonymi <span class="_ _1b"> </span>w <span class="_ _1a"> </span>MSSF <span class="_ _1a"> </span>16 <span class="_ _19"> </span><span class="ffa">Lea<span class="_ _a"></span>sing<span class="ff3"> <span class="_ _1b"> </span><span class="ls11">i </span></span></span></div><div class="t m0 x1 he y1d6 ff3 fs8 fc1 sc0 ls0 ws0">amortyzowane jest przez okres trwania umowy najmu.  </div><div class="t m0 x1 he y1d7 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1d8 ff1 fs4 fc0 sc0 ls0 ws0">ZAPASY  </div><div class="t m0 x61 he y1d9 ff3 fs8 fc1 sc0 ls0 ws0">Wyroby gotowe </div><div class="t m0 x1 he y1da ff4 fs8 fc1 sc0 ls0 ws0">Wyroby gotowe to <span class="_ _0"></span>przede wszystki<span class="_ _0"></span>m jednostki mie<span class="_ _0"></span>szkalne i miejsca parki<span class="_ _0"></span>ngowe.  Wyroby <span class="_ _0"></span>gotowe wyceniane są <span class="_ _0"></span>według niższej </div><div class="t m0 x1 he y1db ff4 fs8 fc1 sc0 ls0 ws0">z dwch wartości: kosztu wytworzenia i możliwej do uzyskani<span class="_ _0"></span>a ceny sprzedaży netto. <span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y1dc ff3 fs8 fc1 sc0 ls0 ws0">C<span class="ff4">ena sprzedaży netto jest to szacowana cena sprzedaży oceniana przez Zarząd Spłki na podstawie cen rynkowych. </span> </div><div class="t m0 x61 he y1ad ff3 fs8 fc1 sc0 ls0 ws0">Produkcja w toku </div><div class="t m0 x1 he y1dd ff4 fs8 fc1 sc0 ls0 ws0">Produkcja <span class="_ _a"></span>w <span class="_ _13"></span>toku <span class="_ _a"></span>jest <span class="_ _13"></span>wyceniana <span class="_ _a"></span>wg <span class="_ _13"></span>niższej <span class="_ _13"></span>z <span class="_ _a"></span>dwch <span class="_ _13"></span>wartości: <span class="_ _a"></span>cena <span class="_ _a"></span>nabycia/koszt <span class="_ _13"></span>wytworzenia <span class="_ _a"></span>i <span class="_ _13"></span>możliwej <span class="_ _13"></span>do<span class="_ _13"></span><span class="ff3"> uzyskania <span class="_ _a"></span>ceny </span></div><div class="t m0 x1 he y1de ff4 fs8 fc1 sc0 ls0 ws0">sprzedaży <span class="_ _e"></span>netto. <span class="_ _f"></span>W <span class="_ _f"></span>przypadku <span class="_ _f"></span>rozbieżności <span class="_ _f"></span>dokonywany <span class="_ _e"></span>jest <span class="_ _f"></span>odpis <span class="_ _f"></span>aktualizacyjny. <span class="_ _e"></span>W<span class="_ _13"></span><span class="ff3"> </span>przypadku <span class="_ _f"></span>projektw <span class="_ _f"></span>deweloperskich </div><div class="t m0 x1 he y1df ff4 fs8 fc1 sc0 ls0 ws0">Spłki, ocena konieczności dokonania odpisu aktu<span class="_ _0"></span>alizacyjnego dokonywana jest na podstawie opisanego niżej „testu na utrat </div><div class="t m0 x1 he y1e0 ff4 fs8 fc1 sc0 ls0 ws0">wartości” opartego na analizie kosztu wytworzenia i możliwej do uzyskania ceny sprzedaży ne<span class="_ _0"></span>tto.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x61 he y1e1 ff4 fs8 fc1 sc0 ls0 ws0">Test na utrat wartości zapasw<span class="ff3">  </span></div><div class="t m0 x1 he y1e2 ff4 fs8 fc1 sc0 ls0 ws0">Jeśli przewidu<span class="_ _0"></span>je si, że projekt<span class="_ _0"></span> deweloperski b<span class="_ _0"></span>dzie generował strat, <span class="_ _0"></span>skutkuje to <span class="_ _0"></span>odpisem aktualizującym wartość produkcji <span class="_ _0"></span>w<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y1e3 ff4 fs8 fc1 sc0 ls0 ws0">toku, kt<span class="_ _0"></span>ry ujmowany <span class="_ _0"></span>jest <span class="_ _0"></span>niezwłocznie <span class="_ _0"></span>w rachu<span class="_ _0"></span>nku <span class="_ _0"></span>zyskw i <span class="_ _0"></span>strat. <span class="_ _0"></span>Odpis <span class="_ _0"></span>aktualizacyjny może <span class="_ _0"></span>rwnież <span class="_ _4"></span>dotycz<span class="_ _a"></span>yć ni<span class="_ _0"></span>eruchomości, </div><div class="t m0 x1 he y1e4 ff4 fs8 fc1 sc0 ls0 ws0">dla ktrych proces deweloperski obarczony jest ryzykiem istotnego przesunicia w czasie.<span class="ff3"> </span></div><div class="t m0 x1 he y1e5 ff4 fs8 fc1 sc0 ls0 ws0">Dla <span class="_ _1a"> </span>każdego <span class="_ _1a"> </span>projektu <span class="_ _1a"> </span>deweloperskiego <span class="_ _1a"> </span>przygotowywane <span class="_ _1a"> </span>są <span class="_ _1a"> </span>budżety, <span class="_ _1a"> </span>ktre <span class="_ _1a"> </span>obejmują <span class="_ _1a"> </span>zarwno <span class="_ _1a"> </span>doko<span class="_ _a"></span>nane <span class="_ _14"> </span>jak <span class="_ _1b"> </span>i<span class="ff3"> </span>przyszłe </div><div class="t m0 x1 he y1e6 ff4 fs8 fc1 sc0 ls0 ws0">przepływy <span class="_ _0"></span>środkw pie<span class="_ _0"></span>niżnych dla <span class="_ _0"></span>każdego <span class="_ _0"></span>realizowanego <span class="_ _0"></span>projektu. Bud<span class="_ _0"></span>żety te <span class="_ _0"></span>aktualizowane s<span class="_ _0"></span>ą<span class="_ _a"></span><span class="ff3"> </span>przynajmniej raz <span class="_ _0"></span>na <span class="_ _0"></span>kwartał. </div><div class="t m0 x1 he y1e7 ff4 fs8 fc1 sc0 ls0 ws0">Dla <span class="_ _19"> </span>celw <span class="_ _19"> </span>badania <span class="_ _1b"> </span>ut<span class="_ _a"></span>raty <span class="_ _19"> </span>wartości <span class="_ _19"> </span>budżety <span class="_ _19"> </span>projektw <span class="_ _19"> </span>obejmują <span class="_ _19"> </span>wszelkie <span class="_ _1b"> </span>przeszł<span class="_ _a"></span>e <span class="_ _19"> </span>i <span class="_ _19"> </span>p<span class="ff3">rze<span class="_ _a"></span>widywane <span class="_ _19"> </span>przychody <span class="_ _19"> </span>netto </span></div><div class="t m0 x1 he y1e8 ff4 fs8 fc1 sc0 ls0 ws0">pomniejszone <span class="_ _e"></span>o <span class="_ _f"></span>bezpośrednie <span class="_ _13"></span>k<span class="_ _a"></span>oszty <span class="_ _e"></span>nabycia <span class="_ _f"></span>gruntu, <span class="_ _e"></span>projektowania, <span class="_ _f"></span>budowy <span class="_ _e"></span>oraz <span class="_ _f"></span>inne <span class="_ _e"></span>koszty <span class="_ _e"></span>z<span class="_ _a"></span>wiązane <span class="_ _e"></span>z <span class="_ _f"></span>przygotowaniem </div><div class="t m0 x1 he y1e9 ff4 fs8 fc1 sc0 ls0 ws0">projektu, <span class="_ _4"></span>lokalami pokazowymi <span class="_ _4"></span>oraz b<span class="_ _0"></span>iurem <span class="_ _0"></span>sprzedaży <span class="_ _4"></span>na terenie <span class="_ _4"></span>budowy. Budżety <span class="_ _4"></span>te <span class="_ _0"></span>są <span class="_ _4"></span>r<span class="_ _a"></span>wnież <span class="_ _4"></span>o<span class="_ _a"></span>bciążane <span class="_ _4"></span>pow<span class="_ _a"></span>iązany<span class="_ _a"></span><span class="ff3">mi <span class="_ _0"></span>z <span class="_ _0"></span>nimi </span></div><div class="t m0 x1 he y1ea ff4 fs8 fc1 sc0 ls0 ws0">przeszłymi i<span class="ff3"> </span>przewidywanymi kosztami <span class="_ _a"></span>finansowania zewntrznego o<span class="_ _a"></span>raz przewidywanymi roszczeniami klientw <span class="_ _a"></span>(jeśli dotyczy </div><div class="t m0 x1 he y1eb ff3 fs8 fc1 sc0 ls0 ws0">to projektu). </div><div class="t m0 x1 he y112 ff4 fs8 fc1 sc0 ls0 ws0">Budżety projektw opracowywane są z zastosowaniem zasady ostrożnej wyceny. <span class="ff3"> </span></div><div class="t m0 x1 he y1ec ff4 fs8 fc1 sc0 ls0 ws0">Jeśli <span class="_ _a"></span>marża <span class="_ _e"></span>na <span class="_ _13"></span>projekcie, <span class="_ _13"></span>wyliczona <span class="_ _13"></span>z<span class="_ _a"></span> <span class="_ _13"></span>uwzgldnieniem <span class="_ _a"></span>w<span class="_ _a"></span>szystkich <span class="_ _13"></span>przychodw <span class="_ _13"></span>i <span class="_ _13"></span>ww<span class="_ _a"></span>. <span class="_ _13"></span>kosztw, <span class="_ _13"></span>jest <span class="_ _13"></span>dodatnia, <span class="_ _a"></span>w<span class="_ _a"></span>wczas <span class="_ _13"></span>nie <span class="_ _13"></span>ma </div><div class="t m0 x1 he y1ed ff4 fs8 fc1 sc0 ls0 ws0">potrzeby tworzenia odpisu z tytułu <span class="_ _a"></span>utraty wartości zapasw. Ujemna <span class="_ _a"></span>marża wskazuje na <span class="_ _a"></span>potencjalny problem utraty wartości, </div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">14<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y18a ff4 fs8 fc1 sc0 ls0 ws0">co po <span class="_ _a"></span>dokładnej weryfikacji prze<span class="_ _a"></span>pływw środkw<span class="_ _a"></span> pieniżnych <span class="_ _a"></span>dla danego <span class="_ _a"></span>projektu skutkuje <span class="_ _a"></span>zaksigowaniem o<span class="_ _a"></span>dpisu na <span class="_ _a"></span>utrat </div><div class="t m0 x1 he y18b ff4 fs8 fc1 sc0 ls0 ws0">wartości zapasw w kwocie oszacowanej ujemnej wartości te<span class="_ _0"></span>j marży.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y18c ff4 fs8 fc1 sc0 ls0 ws0">Odpis <span class="_ _f"></span>aktualizacyjny <span class="_ _f"> </span>ujmow<span class="_ _a"></span>any <span class="_ _f"></span>jest <span class="_ _f"></span>w <span class="_ _10"> </span>koszcie <span class="_ _f"></span>własnym <span class="_ _f"> </span>sprzedaży <span class="_ _10"> </span>w <span class="_ _10"> </span>pozycji <span class="_ _f"></span>„Korekta <span class="_ _f"> </span>wartości <span class="_ _f"> </span>zapasw <span class="_ _10"> </span>do<span class="_ _a"></span><span class="ff3"> </span>wartości <span class="_ _10"> </span>netto </div><div class="t m0 x1 he y18d ff4 fs8 fc1 sc0 ls0 ws0">możliwej <span class="_ _f"></span>do <span class="_ _e"></span>uzyskania”. <span class="_ _f"></span>Ewentualne <span class="_ _f"></span>odwrcenie <span class="_ _e"></span>taki<span class="_ _a"></span>ego <span class="_ _e"></span>o<span class="_ _a"></span>dpisu <span class="_ _e"></span>na <span class="_ _f"> </span>utrat <span class="_ _f"></span>wartości <span class="_ _f"></span>dla<span class="_ _a"></span><span class="ff3"> </span>danego <span class="_ _f"> </span>projektu <span class="_ _f"></span>jest <span class="_ _f"></span>możliwe, <span class="_ _f"></span>jeśli </div><div class="t m0 x1 he y18e ff4 fs8 fc1 sc0 ls0 ws0">przewidywana wartość marży na tym projekcie przybierze wartość dodatnią.<span class="ff3"> </span></div><div class="t m0 x1 he y1ee ff4 fs8 fc1 sc0 ls0 ws0">Jeśli projekt składa si z kilku etapw, wwczas badan<span class="_ _0"></span>ie utraty wa<span class="_ _a"></span>rtości zapasw przeprowadza si w<span class="ff3"> </span>nastpujący sposb:<span class="ff3"> </span></div><div class="t m0 x1 he y1ef ff3 fs8 fc1 sc0 ls12 ws0">a)<span class="ls13">  <span class="ff4 ls0">wszelkie przyszłe etapy p<span class="_ _0"></span>rojektu traktowane są jako jeden projekt dla celw badania utraty wartości.<span class="_ _a"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 he y1f0 ff3 fs8 fc1 sc0 lsf ws0">b)<span class="ls14">  <span class="ff4 ls0">każdy <span class="_ _a"></span>etap <span class="_ _13"></span>projektu, <span class="_ _a"></span>w <span class="_ _a"></span>ktrym <span class="_ _13"></span>rozpoczto <span class="_ _a"></span>sprzedaż <span class="_ _a"></span>i <span class="_ _13"></span>proces <span class="_ _a"></span>budowy, <span class="_ _a"></span>z<span class="_ _a"></span>ostaje <span class="_ _a"></span>odłączony <span class="_ _13"></span>od <span class="_ _a"></span>reszt<span class="_ _a"></span><span class="ff3">y <span class="_ _a"></span>projektu <span class="_ _a"></span>(<span class="_ _a"></span>budowy) <span class="_ _a"></span>i <span class="_ _a"></span>dla </span></span></span></div><div class="t m0 x1 he y1f1 ff4 fs8 fc1 sc0 ls0 ws0">celw badania utraty wartości rozpatruje s<span class="_ _0"></span>i go osobno.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y1f2 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y4d ff2 fs4 fc0 sc0 ls0 ws0">KOSZTY FINANSOWANI<span class="_ _a"></span>A ZEWNĘTRZNE<span class="_ _a"></span>GO<span class="ff1"> </span></div><div class="t m0 x1 he y1f3 ff4 fs8 fc1 sc0 ls0 ws0">Koszty <span class="_ _f"> </span>finansowania <span class="_ _f"> </span>z<span class="_ _a"></span>ewntrznego <span class="_ _f"></span>ujmuje <span class="_ _f"></span>si <span class="_ _10"> </span>jako <span class="_ _f"> </span>koszty <span class="_ _10"> </span>w <span class="_ _10"> </span>rachunku <span class="_ _f"></span>zyskw <span class="_ _f"> </span>i <span class="_ _10"> </span>strat <span class="_ _f"></span>w <span class="_ _10"> </span>okresie <span class="_ _f"> </span>w <span class="_ _10"> </span>ktrym <span class="_ _10"> </span>je <span class="_ _f"></span>poniesiono <span class="_ _f"></span>z </div><div class="t m0 x1 he y1f4 ff4 fs8 fc1 sc0 ls0 ws0">wyjątkiem <span class="_ _f"> </span>ko<span class="_ _a"></span>sztw <span class="_ _10"> </span>aktywowanych, <span class="_ _10"> </span>czyli <span class="_ _10"> </span>kosztw <span class="_ _10"> </span>ktre <span class="_ _f"> </span>mo<span class="_ _a"></span>żna <span class="_ _10"> </span>przyporządkować <span class="_ _f"> </span>do <span class="_ _10"> </span>kosztw <span class="_ _10"> </span>wytworzenia <span class="_ _10"> </span>dostosowanych </div><div class="t m0 x1 he y1f5 ff4 fs8 fc1 sc0 ls0 ws0">składnikw aktyww (w przypadku Spłki: d<span class="_ _0"></span>o produkcji w toku) jako c<span class="_ _a"></span>zść ich kosztu wytworzenia. <span class="ff3"> </span></div><div class="t m0 x1 he y1f6 ff4 fs8 fc1 sc0 ls0 ws0">Koszty finansowe aktywow<span class="_ _a"></span>ane są do produkcji w<span class="_ _a"></span> toku tylko <span class="_ _a"></span>w o<span class="_ _a"></span>kresie kiedy <span class="_ _a"></span>projekt deweloperski jest <span class="_ _a"></span>aktywny. Projekt uważ<span class="_ _a"></span>a </div><div class="t m0 x1 he y1f7 ff4 fs8 fc1 sc0 ls0 ws0">si <span class="_ _14"> </span>za <span class="_ _14"> </span>aktywny, <span class="_ _14"> </span>gdy <span class="_ _14"> </span>dla  z<span class="_ _a"></span>akupionych <span class="_ _14"> </span>gruntw <span class="_ _14"> </span>prowadzone <span class="_ _14"> </span>są <span class="_ _14"> </span>prace  projektowe <span class="_ _14"> </span>lub <span class="_ _14"> </span>budowlane <span class="_ _14"> </span>oraz <span class="_ _14"> </span>podcz<span class="_ _a"></span>as <span class="_ _14"> </span>procesu </div><div class="t m0 x1 he y1f8 ff3 fs8 fc1 sc0 ls0 ws0">uzyskiwania kluczowych decyzji administracyjnych potrzebnych d<span class="_ _0"></span>o prow<span class="_ _a"></span>adzenia projektu.  </div><div class="t m0 x1 he y1f9 ff3 fs8 fc1 sc0 ls0 ws0">Koszty  f<span class="ff4">inansowe <span class="_ _12"> </span>przestają  być  aktywowane  z  ch<span class="_ _0"></span>wilą,  gdy  zasadniczo  wszystki<span class="_ _0"></span>e  działania,  kt<span class="_ _0"></span>rych  przeprowadzenie  jest </span></div><div class="t m0 x1 he y1fa ff4 fs8 fc1 sc0 ls0 ws0">konieczne do przygotowania mieszka do przekazania klientom zostały zakoczone.<span class="ff3"> </span></div><div class="t m0 x1 he y1fb ff4 fs8 fc1 sc0 ls0 ws0">Aktywowanie kosztw finansowych jest zawieszane w przypadku wstrzym<span class="_ _a"></span>ania działa związanych z działalnością inwestycyjną </div><div class="t m0 x1 he y1fc ff4 fs8 fc1 sc0 ls0 ws0">na <span class="_ _13"></span>projekcie, <span class="_ _13"></span>w <span class="_ _13"></span>tym <span class="_ _13"></span>prac <span class="_ _13"></span>związanych <span class="_ _13"></span>z <span class="_ _13"></span>projektowaniem, <span class="_ _13"></span>procesem <span class="_ _13"></span>budowlanym <span class="_ _13"></span>lub <span class="_ _a"></span>uzysk<span class="_ _a"></span>iwaniem <span class="_ _13"></span>odpowiednich <span class="_ _a"></span>z<span class="_ _a"></span>ezwole <span class="_ _13"></span>i </div><div class="t m0 x1 he y1fd ff4 fs8 fc1 sc0 ls0 ws0">postanowie administracyjnych dotyczących projektu.<span class="ff3"> </span></div><div class="t m0 x1 he y12f ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y1fe ff2 fs4 fc0 sc0 ls0 ws0">NALEŻNOŚCI Z TYTUŁU <span class="_ _a"></span>DOSTAW I USŁUG <span class="_ _a"></span>ORAZ POZ<span class="_ _a"></span>OSTAŁE<span class="_ _a"></span> NALEŻNOŚCI<span class="_ _a"></span><span class="ff1"> </span></div><div class="t m0 x1 he y1ff ff4 fs8 fc1 sc0 ls0 ws0">Należności <span class="_ _a"></span>z <span class="_ _e"></span>tytułu <span class="_ _13"></span>dostaw <span class="_ _13"></span>i <span class="_ _13"></span>usług <span class="_ _13"></span>o<span class="_ _a"></span>raz <span class="_ _13"></span>pozostałe <span class="_ _13"></span>należności <span class="_ _13"></span>wyceniane <span class="_ _13"></span>są <span class="_ _13"></span>w <span class="_ _e"></span>oparciu <span class="_ _a"></span>o<span class="_ _a"></span> <span class="_ _13"></span>MSSF <span class="_ _13"></span>9, <span class="_ _13"></span>kt<span class="_ _a"></span>ry <span class="_ _13"></span>wprowadził <span class="_ _f"></span>koncepcj </div><div class="t m0 x1 he y200 ff4 fs8 fc1 sc0 ls0 ws0">szacowania <span class="_ _1b"> </span>odpisw <span class="_ _1a"> </span>z <span class="_ _1b"> </span>tytułu <span class="_ _1a"> </span>utraty <span class="_ _1b"> </span>wartości <span class="_ _1b"> </span>aktyww <span class="_ _1b"> </span>finansowych<span class="_ _a"></span><span class="ff3"> <span class="_ _1a"> </span>z<span class="_ _a"></span> <span class="_ _1a"> </span>zastosowaniem <span class="_ _1b"> </span>modelu <span class="_ _1b"> </span></span>bazującym <span class="_ _1a"> </span>na <span class="_ _1b"> </span>stratach </div><div class="t m0 x1 he y201 ff3 fs8 fc1 sc0 ls0 ws0">oczekiwanych. </div><div class="t m0 x1 he y202 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y203 ff2 fs4 fc0 sc0 ls0 ws0">LOKATY BANKOWE POW<span class="_ _a"></span>YŻEJ TRZE<span class="_ _a"></span>CH MIESIĘCY<span class="ff1"> </span></div><div class="t m0 x1 he y204 ff4 fs8 fc1 sc0 ls0 ws0">Lokaty  bankowe <span class="_ _10"> </span>z  okresem <span class="_ _10"> </span>zap<span class="_ _a"></span>adalności  powyżej <span class="_ _10"> </span>trzech  miesicy  (na <span class="_ _10"> </span>dzie  ich <span class="_ _12"> </span>utworzenia)  prezentowane <span class="_ _10"> </span>są<span class="_ _a"></span>  w <span class="_ _10"> </span>pozyc<span class="_ _a"></span>ji </div><div class="t m0 x1 he y205 ff4 fs8 fc1 sc0 ls0 ws0">„Krtkoterminowe aktywa finansowe”.<span class="ff3"> </span></div><div class="t m0 x1 he y206 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y207 ff2 fs4 fc0 sc0 ls0 ws0">ŚRODKI PIENIĘŻNE I E<span class="_ _a"></span>KWIWALENTY ŚRODKÓW PIE<span class="_ _a"></span>NIĘŻNYCH<span class="_ _a"></span><span class="ff1"> <span class="_ _a"></span> </span></div><div class="t m0 x1 he y208 ff4 fs8 fc1 sc0 ls0 ws0">Środki pi<span class="_ _a"></span>eniżne <span class="_ _a"></span>i <span class="_ _a"></span>lokaty <span class="_ _a"></span>krtkot<span class="_ _a"></span>erminowe <span class="_ _a"></span>z <span class="_ _a"></span>okresem <span class="_ _a"></span>zapadalności <span class="_ _a"></span>do <span class="_ _13"></span>trzech <span class="_ _a"></span>miesicy <span class="_ _a"></span>(na <span class="_ _a"></span>dzie <span class="_ _a"></span>ic<span class="_ _a"></span>h <span class="_ _a"></span>utworzenia) <span class="_ _a"></span>wykazane <span class="_ _a"></span>są  </div><div class="t m0 x1 he y209 ff4 fs8 fc1 sc0 ls0 ws0">w <span class="_ _a"></span>bilansie <span class="_ _13"></span>w <span class="_ _13"></span>wartości <span class="_ _a"></span>nominal<span class="_ _a"></span>nej <span class="_ _a"></span>i <span class="_ _13"></span>obejmują <span class="_ _13"></span>środki <span class="_ _13"></span>pieniżne <span class="_ _13"></span>w <span class="_ _a"></span>b<span class="_ _a"></span>anku <span class="_ _a"></span>i <span class="_ _13"></span>w <span class="_ _13"></span>kasie <span class="_ _13"></span>oraz <span class="_ _13"></span>lokaty <span class="_ _13"></span>krtkoterminowe <span class="_ _a"></span>o <span class="_ _13"></span>pierwotnym </div><div class="t m0 x1 he y88 ff3 fs8 fc1 sc0 ls0 ws0">okresie  zapa<span class="ff4">dalności <span class="_ _14"> </span>nie  przekracz<span class="_ _a"></span>ającym  trzech <span class="_ _14"> </span>miesicy.  Saldo <span class="_ _14"> </span>środkw  pieniżnych  i <span class="_ _14"> </span>ich  ekw<span class="_ _a"></span>iwalentw  wykazane <span class="_ _14"> </span>w </span></div><div class="t m0 x1 he y20a ff4 fs8 fc1 sc0 ls0 ws0">sprawozdaniu w rachunku przepływw pieniżnych składa si z określonych powyżej środkw pieniżnych i ich ekwiwalentw </div><div class="t m0 x1 he y20b ff4 fs8 fc1 sc0 ls0 ws0">pomniejszonych o niespłacone kredyty w rachunkach bieżących.<span class="ff3"> </span></div><div class="t m0 x1 he y20c ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y20d ff2 fs4 fc0 sc0 ls0 ws0">OPROCENTOWANE KRED<span class="_ _a"></span>YTY BANKOWE, POŻY<span class="_ _a"></span>CZKI I PAPIER<span class="_ _a"></span>Y DŁUŻNE<span class="_ _a"></span><span class="ff1"> </span></div><div class="t m0 x1 he y20e ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _10"> </span>momencie <span class="_ _10"> </span>początkowego <span class="_ _12"> </span>ujcia, <span class="_ _10"> </span>wszystkie <span class="_ _10"> </span>kredyty <span class="_ _10"> </span>bankowe, <span class="_ _10"> </span>pożycz<span class="_ _a"></span>ki <span class="_ _10"> </span>i <span class="_ _10"> </span>papiery <span class="_ _10"> </span>dłużne <span class="_ _10"> </span>są <span class="_ _10"> </span>uj<span class="_ _a"></span>mowane <span class="_ _10"> </span>według <span class="_ _10"> </span>wartości </div><div class="t m0 x1 he y20f ff4 fs8 fc1 sc0 ls0 ws0">godziwej, pomniejszonej o koszty związane z uzyskaniem kredytu lub pożyczki.<span class="ff3"> </span></div><div class="t m0 x1 he y210 ff4 fs8 fc1 sc0 ls0 ws0">Po <span class="_ _0"></span>początkowym <span class="_ _0"></span>ujciu <span class="_ _4"></span>o<span class="_ _a"></span>procentowane <span class="_ _4"></span>kredyty, <span class="_ _0"></span>pożyczki i <span class="_ _4"></span>papiery <span class="_ _0"></span>dłużne <span class="_ _4"></span>są wycen<span class="_ _0"></span>iane <span class="_ _0"></span>według <span class="_ _0"></span>zamortyzowanego kosztu, <span class="_ _4"></span>przy </div><div class="t m0 x1 he y211 ff3 fs8 fc1 sc0 ls0 ws0">zastosowaniu metody efektywnej stopy procentowej.  </div><div class="t m0 x1 he y212 ff4 fs8 fc1 sc0 ls0 ws0">Przy <span class="_ _a"></span>ustalaniu <span class="_ _a"></span>zamortyzowanego <span class="_ _a"></span>kosztu <span class="_ _13"></span>uwzgldnia si<span class="_ _a"></span><span class="ff3"> <span class="_ _a"></span></span>koszty <span class="_ _13"></span>związane <span class="_ _a"></span>z <span class="_ _a"></span>uzyskaniem <span class="_ _a"></span>kredytu <span class="_ _a"></span>l<span class="_ _a"></span>ub <span class="_ _a"></span>pożyczki <span class="_ _a"></span>o<span class="_ _a"></span>raz <span class="_ _a"></span>dyskonta <span class="_ _a"></span>lub </div><div class="t m0 x1 he y213 ff4 fs8 fc1 sc0 ls0 ws0">premie uzyskane w związku z ich pozyskaniem.<span class="ff3"> </span></div><div class="t m0 x1 he y214 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y215 ff2 fs4 fc0 sc0 ls0 ws0">ZOBOWIĄZANIA Z TYTUŁ<span class="_ _a"></span>U DOSTAW, USŁUG I <span class="_ _a"></span>PODATKÓW OR<span class="_ _a"></span>AZ POZOSTAŁE ZOBO<span class="_ _a"></span>WIĄZANIA<span class="_ _a"></span><span class="ff1"> <span class="_ _a"></span> </span></div><div class="t m0 x1 he y216 ff4 fs8 fc1 sc0 ls0 ws0">Zobowiązania <span class="_ _f"> </span>krtkoterminowe <span class="_ _f"></span>z <span class="_ _10"> </span>tytułu <span class="_ _f"></span>dostaw, <span class="_ _10"> </span>usług <span class="_ _f"></span>i <span class="_ _f"></span>podatkw <span class="_ _f"> </span>or<span class="_ _13"></span>az <span class="_ _f"> </span>pozostałe <span class="_ _10"> </span>zobowiązania <span class="_ _f"></span>wykazywane <span class="_ _f"></span>są <span class="_ _f"> </span>w <span class="_ _10"> </span>kwocie </div><div class="t m0 x1 he y217 ff4 fs8 fc1 sc0 ls0 ws0">wymagającej zapłaty.<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">15<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y18a ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _1b"> </span>przypadku, <span class="_ _1b"> </span>gdy <span class="_ _19"> </span>wpływ <span class="_ _1b"> </span>wartości <span class="_ _1b"> </span>pieniądza <span class="_ _1b"> </span>w<span class="_ _a"></span> <span class="_ _1b"> </span>czasie <span class="_ _1b"> </span>jest <span class="_ _19"> </span>istotny <span class="_ _1b"> </span>(w <span class="_ _19"> </span>szczeglności <span class="_ _1b"> </span>dotyczy <span class="_ _1b"> </span>to <span class="_ _1b"> </span>z<span class="_ _a"></span>atrzymanych <span class="_ _1b"> </span>kaucji </div><div class="t m0 x1 he y18b ff4 fs8 fc1 sc0 ls0 ws0">gwarancyjnych), <span class="_ _18"> </span>wartość <span class="_ _18"> </span>zo<span class="_ _a"></span>bowiąza <span class="_ _18"> </span>jest <span class="_ _18"> </span>ustalana <span class="_ _18"> </span>poprzez <span class="_ _18"> </span>zdyskontowanie <span class="_ _18"> </span>pr<span class="_ _a"></span>ognozowanych <span class="_ _1d"> </span>przyszłych <span class="_ _18"> </span>przepływw </div><div class="t m0 x1 he y218 ff4 fs8 fc1 sc0 ls0 ws0">pieniżnych do wartości bieżącej. Jeżeli zastosowana została metoda polegająca na dyskontowaniu, zwikszenie zobowiązania </div><div class="t m0 x1 he y219 ff4 fs8 fc1 sc0 ls0 ws0">w związku z upływem czasu jest ujmowane jako koszty finansowe.<span class="ff3"> </span></div><div class="t m0 x1 he y18e ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y21a ff1 fs4 fc0 sc0 ls0 ws0">REZERWY </div><div class="t m0 x1 he y21b ff4 fs8 fc1 sc0 ls0 ws0">Rezerwy <span class="_ _a"></span>tworzone <span class="_ _a"></span>są <span class="_ _a"></span>ww<span class="_ _a"></span>czas, <span class="_ _a"></span>gdy <span class="_ _a"></span>na <span class="_ _a"></span>Spłce <span class="_ _a"></span>ciąży <span class="_ _13"></span>istniejący o<span class="_ _a"></span>bowiązek <span class="_ _a"></span>(prawny <span class="_ _a"></span>lub <span class="_ _a"></span>zwycz<span class="_ _a"></span>ajowo <span class="_ _a"></span>oczekiwany) <span class="_ _a"></span>wynikający <span class="_ _a"></span>ze </div><div class="t m0 x1 he y21c ff4 fs8 fc1 sc0 ls0 ws0">zdarze <span class="_ _10"> </span>przeszłych  i<span class="_ _0"></span> <span class="_ _12"> </span>gdy <span class="_ _10"> </span>prawd<span class="_ _a"></span>opodobne <span class="_ _10"> </span>jest, <span class="_ _12"> </span>że <span class="_ _12"> </span>wypełnienie <span class="_ _10"> </span>tego  obowiązku <span class="_ _10"> </span>spowoduje <span class="_ _12"> </span>konieczność <span class="_ _10"> </span>wypływ<span class="_ _a"></span>u <span class="_ _10"> </span>korzyści </div><div class="t m0 x1 he y62 ff4 fs8 fc1 sc0 ls0 ws0">ekonomicznych oraz można <span class="_ _0"></span>dokonać wiarygodnego oszacowania kwoty tego <span class="_ _0"></span>zobowiązania. Koszty dotyczące danej <span class="_ _0"></span>rezerwy są </div><div class="t m0 x1 he y21d ff4 fs8 fc1 sc0 ls0 ws0">wykazane w rachunku zyskw i strat po pomniejszeniu o wszelkie zwroty<span class="ff3">. </span></div><div class="t m0 x1 he y21e ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y21f ff2 fs4 fc0 sc0 ls0 ws0">UJMOWANIE PRZYCHO<span class="_ _a"></span>DÓW<span class="_ _a"></span><span class="ff1"> </span></div><div class="t m0 x1 he y220 ff4 fs8 fc1 sc0 ls0 ws0">Przychody <span class="_ _a"></span>są <span class="_ _a"></span>ujmowane <span class="_ _a"></span>w <span class="_ _a"></span>takiej <span class="_ _a"></span>wysokości, <span class="_ _a"></span>w <span class="_ _13"></span>jakiej <span class="_ _a"></span>jest <span class="_ _a"></span>prawdopodobne, że <span class="_ _13"></span>Spłka <span class="_ _a"></span>uzyska <span class="_ _a"></span>korzyści<span class="ff3"> <span class="_ _13"></span></span>ekonomiczne <span class="_ _a"></span>związane <span class="_ _a"></span>z </div><div class="t m0 x1 he y221 ff4 fs8 fc1 sc0 ls0 ws0">daną <span class="_ _e"></span>transakcją <span class="_ _e"></span>oraz<span class="_ _a"></span> <span class="_ _e"></span>gdy <span class="_ _e"></span>kwot <span class="_ _f"></span>przychodw <span class="_ _e"></span>można <span class="_ _e"></span>wycenić <span class="_ _e"></span>w<span class="_ _a"></span> <span class="_ _e"></span>wiarygodny <span class="_ _e"></span>sposb. <span class="_ _e"></span>Zanim <span class="_ _f"></span>przychody <span class="_ _e"></span>zostaną <span class="_ _f"></span>ujte, <span class="_ _13"></span>mu<span class="_ _a"></span>szą </div><div class="t m0 x1 he y222 ff4 fs8 fc1 sc0 ls0 ws0">zostać spełnione nastpujące kryteria:<span class="ff3"> </span></div><div class="t m0 x1 he y223 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x61 he y224 ff4 fs8 fc1 sc0 ls0 ws0">Sprzedaż produktw<span class="ff3"> </span></div><div class="t m0 x1 he y225 ff4 fs8 fc1 sc0 ls0 ws0">Przychody <span class="_ _4"></span>ze <span class="_ _0"></span>sprzedaży <span class="_ _4"></span>nieruchomości <span class="_ _0"></span>(jednostek <span class="_ _4"></span>mieszkalnych, <span class="_ _0"></span>powierzchni <span class="_ _4"></span>komercyjnych <span class="_ _0"></span>itp.) <span class="_ _4"></span>są<span class="ff3"> rozpoz<span class="_ _a"></span>nawane <span class="_ _4"></span>w <span class="_ _0"></span>momencie </span></div><div class="t m0 x1 he y226 ff4 fs8 fc1 sc0 ls0 ws0">przejścia <span class="_ _a"></span>na <span class="_ _e"></span>nabywc <span class="_ _a"></span>nieruchom<span class="_ _a"></span>ości <span class="_ _13"></span>kontroli <span class="_ _13"></span>nad <span class="_ _13"></span>nabywaną <span class="_ _13"></span>nieruchomością <span class="_ _13"></span>oraz <span class="_ _13"></span>znaczących <span class="_ _13"></span>ryzyk <span class="_ _13"></span>i <span class="_ _13"></span>korzyści <span class="_ _13"></span>właściwych <span class="_ _13"></span>dla </div><div class="t m0 x1 he y227 ff4 fs8 fc1 sc0 ls0 ws0">prawa <span class="_ _1a"> </span>własności. <span class="_ _1a"> </span>Według <span class="_ _1a"> </span>oceny <span class="_ _1a"> </span>Spłki <span class="_ _1a"> </span>nastpuje <span class="_ _1a"> </span>to <span class="_ _1a"> </span>w <span class="_ _1b"> </span>momencie <span class="_ _1a"> </span>wydania <span class="_ _1a"> </span>nieruc<span class="_ _a"></span>homości <span class="_ _1a"> </span>kupującemu <span class="_ _1a"> </span>na <span class="_ _1a"> </span>podstaw<span class="_ _a"></span>ie </div><div class="t m0 x1 he yd9 ff4 fs8 fc1 sc0 ls0 ws0">podpisanego p<span class="_ _0"></span>rzez strony protokołu odbioru, <span class="_ _0"></span>pod warunkiem d<span class="_ _0"></span>okonania przez kupującego <span class="_ _0"></span>100% wpłat na <span class="_ _0"></span>poczet ceny nabycia </div><div class="t m0 x1 he yee ff4 fs8 fc1 sc0 ls0 ws0">nieruchomości.<span class="ff3"> </span></div><div class="t m0 x1 he y228 ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _19"> </span>przypadku <span class="_ _19"> </span>gdy <span class="_ _18"> </span>projekt <span class="_ _18"> </span>deweloperski <span class="_ _19"> </span><span class="ff4">związany <span class="_ _19"> </span>z<span class="_ _a"></span>e <span class="_ _19"> </span>sprzedaż<span class="_ _a"></span>ą</span> <span class="_ _19"> </span><span class="ff4">nieruchomości <span class="_ _19"> </span>(jednostek <span class="_ _18"> </span>mieszk</span>alnych, <span class="_ _19"> </span>powierzchni<span class="_ _a"></span> </div><div class="t m0 x1 he y229 ff3 fs8 fc1 sc0 ls0 ws0">komercyjnych <span class="_ _10"> </span>itp.) <span class="_ _12"> </span><span class="ff4">prowadzony <span class="_ _10"> </span>jest <span class="_ _10"> </span>na<span class="_ _a"></span> <span class="_ _10"> </span>nieruchomości <span class="_ _10"> </span>(<span class="_ _a"></span>gruncie) <span class="_ _10"> </span>należącycm <span class="_ _12"> </span>do <span class="_ _10"> </span>strony <span class="_ _10"> </span>t<span class="_ _a"></span>rzeciej, <span class="_ _10"> </span>jednak  </span>realizacja <span class="_ _10"> </span>projektu </div><div class="t m0 x1 he y22a ff4 fs8 fc1 sc0 ls0 ws0">(marketing, sprzedaż, <span class="_ _13"></span>obsługa <span class="_ _a"></span>klienta <span class="_ _a"></span>i <span class="_ _a"></span>obsługa <span class="_ _a"></span>projekto<span class="_ _a"></span>wo<span class="_ _a"></span><span class="ff3">-</span>budowlana) <span class="_ _a"></span>prowadzona <span class="_ _a"></span>jest <span class="_ _a"></span>przez <span class="_ _a"></span>Spłk <span class="_ _a"></span>o<span class="_ _a"></span>raz <span class="_ _a"></span>ryzyka <span class="_ _a"></span>związ<span class="_ _a"></span><span class="ff3">ane <span class="_ _a"></span>z </span></div><div class="t m0 x1 he y22b ff4 fs8 fc1 sc0 ls0 ws0">prowadzeniem  taki<span class="_ _a"></span>ego <span class="_ _14"> </span>projektu <span class="_ _14"> </span>leżą <span class="_ _14"> </span>po <span class="_ _14"> </span>stronie <span class="_ _14"> </span>Spłki<span class="_ _a"></span><span class="ff3 ls1">, <span class="_ _14"> </span><span class="ls0">przychody <span class="_ _14"> </span>ze <span class="_ _14"> </span></span></span>sprzedaży <span class="_ _14"> </span><span class="ff3">takich <span class="_ _1a"> </span></span>nieruchomości <span class="_ _14"> </span>są<span class="ff3"> rozpoznawane </span></div><div class="t m0 x1 he y22c ff4 fs8 fc1 sc0 ls0 ws0">analogicznie <span class="_ _e"></span>jak <span class="_ _e"></span>to <span class="_ _f"></span>zostało <span class="_ _e"></span>wyż<span class="_ _a"></span>ej <span class="_ _13"></span>o<span class="_ _a"></span>pisane <span class="_ _13"></span>w<span class="_ _a"></span> <span class="_ _e"></span>odniesieniu <span class="_ _e"></span>do <span class="_ _f"></span>projektw<span class="_ _a"></span><span class="ff3"> <span class="_ _f"></span>deweloperski<span class="_ _0"></span>ch <span class="_ _f"></span><span class="ff4">prowadzonych <span class="_ _e"></span>na <span class="_ _e"></span>n<span class="_ _a"></span>ieruchomośc</span>iach </span></div><div class="t m0 x1 he y22d ff4 fs8 fc1 sc0 ls0 ws0">należąc<span class="ff3">ych </span>do Spłki lub bdący<span class="ff3 ls15">ch<span class="_ _0"></span><span class="ls0"> <span class="ff4">w jej wieczystym użytkowaniu.</span> </span></span></div><div class="t m0 x61 he y22e ff4 fs8 fc1 sc0 ls0 ws0">Sprzedaż usług<span class="ff3"> </span></div><div class="t m0 x1 he y22f ff4 fs8 fc1 sc0 ls0 ws0">Przychody <span class="_ _0"></span>ze <span class="_ _0"></span>sprzedaży <span class="_ _4"></span>usług, <span class="_ _0"></span>w <span class="_ _0"></span>tym przychody <span class="_ _4"></span>z tyt<span class="_ _0"></span>ułu <span class="_ _0"></span>administrowania <span class="_ _4"></span>o<span class="_ _a"></span>siedlami, <span class="_ _4"></span>wykazyw<span class="_ _a"></span>ane <span class="_ _4"></span>są w<span class="ff3"> </span>o<span class="_ _a"></span>kresie, <span class="_ _4"></span>w ktrym <span class="_ _4"></span>usługa </div><div class="t m0 x1 he y230 ff4 fs8 fc1 sc0 ls0 ws0">jest świadczona.<span class="ff3"> </span></div><div class="t m0 x1 he y231 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y232 ff2 fs4 fc0 sc0 ls0 ws0">PRZELICZANIE POZYCJI W<span class="_ _a"></span>YRAŻONYCH W <span class="_ _a"></span>WALUCIE OBCEJ<span class="_ _a"></span><span class="ff1"> </span></div><div class="t m0 x1 he y233 ff3 fs8 fc1 sc0 ls0 ws0">Sprawoz<span class="ff4">danie finansowe zostało przygotowane w złotych polskich, ktre są walutą funkcjonalną (wyceny) i<span class="_ _a"></span></span> <span class="ff4">walutą prezentacji </span></div><div class="t m0 x1 he y76 ff4 fs8 fc1 sc0 ls0 ws0">Spłki. Transakcje <span class="_ _0"></span>wyrażone w walutach <span class="_ _0"></span>obcych są początkowo ujmowane <span class="_ _0"></span>według ku<span class="_ _0"></span>rsu waluty funkcjonalnej <span class="_ _0"></span>obowiązującego </div><div class="t m0 x1 he y234 ff4 fs8 fc1 sc0 ls0 ws0">na <span class="_ _13"></span>dzie <span class="_ _13"></span>zawarcia <span class="_ _13"></span>transakcji. <span class="_ _13"></span>Akt<span class="_ _a"></span>ywa <span class="_ _13"></span>i <span class="_ _13"></span>zobowiązania <span class="_ _13"></span>pieniżne <span class="_ _13"></span>wyrażone <span class="_ _13"></span>w<span class="_ _a"></span> <span class="_ _13"></span>walutach <span class="_ _13"></span>obcych <span class="_ _13"></span>są<span class="_ _a"></span><span class="ff3"> <span class="_ _13"></span>p<span class="_ _a"></span>rzeliczane <span class="_ _a"></span>po <span class="_ _e"></span>kursie <span class="_ _a"></span>w<span class="_ _a"></span>aluty </span></div><div class="t m0 x1 he y235 ff4 fs8 fc1 sc0 ls0 ws0">funkcjonalnej <span class="_ _19"> </span>obowiązującym <span class="_ _18"> </span>na <span class="_ _18"> </span>dzie <span class="_ _18"> </span>bilansowy. <span class="_ _18"> </span>Rż<span class="_ _a"></span>nice <span class="_ _19"> </span>kursowe <span class="_ _18"> </span>są <span class="_ _19"> </span>ujmow<span class="_ _a"></span>ane <span class="_ _19"> </span>w <span class="_ _18"> </span>rachunku <span class="_ _18"> </span>zyskw <span class="_ _18"> </span>i <span class="_ _18"> </span>strat <span class="_ _18"> </span>jako </div><div class="t m0 x1 he y236 ff3 fs8 fc1 sc0 ls0 ws0">przychody/koszty finansowe. </div><div class="t m0 x1 he y237 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yb5 ff1 fs4 fc0 sc0 ls0 ws0">PODATKI </div><div class="t m0 x61 he y238 ff4 fs8 fc1 sc0 ls0 ws0">Podatek bieżący<span class="ff3"> </span></div><div class="t m0 x1 he y239 ff4 fs8 fc1 sc0 ls0 ws0">Zobowiązania <span class="_ _f"></span>i <span class="_ _f"></span>należności <span class="_ _f"></span>z <span class="_ _f"></span>tytułu <span class="_ _f"></span>bieżącego <span class="_ _f"></span>podatku <span class="_ _f"></span>za <span class="_ _f"> </span>okres <span class="_ _f"></span>bieżący <span class="_ _f"> </span>i <span class="_ _10"> </span>okresy <span class="_ _f"></span>poprzednie <span class="_ _f"></span>wycenia <span class="_ _f"></span>si <span class="_ _f"></span>w<span class="_ _a"></span><span class="ff3"> </span>w<span class="_ _a"></span>ysokości <span class="_ _f"></span>kwot </div><div class="t m0 x1 he y23a ff4 fs8 fc1 sc0 ls0 ws0">przewidywanej zapłaty <span class="_ _a"></span>na <span class="_ _a"></span>rzecz organw <span class="_ _a"></span>podatkowych <span class="_ _a"></span>(podlegających zw<span class="_ _a"></span>rotowi od<span class="_ _a"></span><span class="ff3"> </span>organw <span class="_ _a"></span>podatkowych) z <span class="_ _a"></span>zastosowaniem </div><div class="t m0 x1 he y23b ff4 fs8 fc1 sc0 ls0 ws0">stawek podatkowych i przepisw podatkowych, ktre obowiązywały na dzie<span class="_ _0"></span> bilansowy. <span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x61 he y23c ff3 fs8 fc1 sc0 ls0 ws0">Podatek odroczony </div><div class="t m0 x1 he y23d ff4 fs8 fc1 sc0 ls0 ws0">Na potrzeby <span class="_ _a"></span>sprawozdawczości <span class="_ _a"></span>finansowej podatek <span class="_ _a"></span>odroczony <span class="_ _a"></span>jest o<span class="_ _a"></span>bliczany metodą <span class="_ _a"></span>zobowiąza <span class="_ _a"></span>bilansowych w <span class="_ _a"></span>stosunku do </div><div class="t m0 x1 he y23e ff4 fs8 fc1 sc0 ls0 ws0">rżnic <span class="_ _13"></span>przejściowych <span class="_ _13"></span>wystpujących <span class="_ _13"></span>na <span class="_ _13"></span>dzie <span class="_ _13"></span>bilansowy <span class="_ _13"></span>midzy <span class="_ _e"></span>wartością <span class="_ _13"></span>podatkową <span class="_ _13"></span>aktyww <span class="_ _13"></span>i <span class="_ _13"></span>zobow<span class="_ _a"></span>iąza <span class="_ _a"></span>a <span class="_ _13"></span>ich <span class="_ _e"></span>wartością </div><div class="t m0 x1 he y23f ff4 fs8 fc1 sc0 ls0 ws0">bilansową wykazaną w sprawozdaniu finansowym. <span class="ff3"> </span></div><div class="t m0 x1 he y240 ff4 fs8 fc1 sc0 ls0 ws0">Aktywa <span class="_ _0"></span>z <span class="_ _0"></span>tytułu <span class="_ _4"></span>odroczonego p<span class="_ _0"></span>odatku <span class="_ _4"></span>dochodowego ujmowane <span class="_ _4"></span>są <span class="_ _0"></span>w <span class="_ _0"></span>odniesie<span class="_ _0"></span>niu <span class="_ _0"></span>do <span class="_ _0"></span>wszystkich <span class="_ _0"></span>ujem<span class="_ _a"></span>nych <span class="_ _4"></span>r<span class="_ _a"></span>żnic <span class="_ _0"></span>przejściowych, </div><div class="t m0 x1 he y241 ff4 fs8 fc1 sc0 ls0 ws0">jak <span class="_ _13"></span>rwnież <span class="_ _13"></span>niewykorzystanych <span class="_ _13"></span>ulg <span class="_ _13"></span>podatkowych <span class="_ _13"></span>i <span class="_ _e"></span>niewykorzystanych <span class="_ _13"></span>strat <span class="_ _13"></span>podatkow<span class="_ _a"></span>ych <span class="_ _13"></span>przeniesionych <span class="_ _13"></span>na <span class="_ _13"></span>nastpne <span class="_ _13"></span>lata <span class="_ _13"></span>w<span class="_ _a"></span> </div><div class="t m0 x1 he y242 ff4 fs8 fc1 sc0 ls0 ws0">takiej <span class="_ _a"></span>wysokości, <span class="_ _13"></span>w <span class="_ _13"></span>jakiej <span class="_ _a"></span>jest <span class="_ _13"></span>prawdopodobne, <span class="_ _13"></span>że <span class="_ _a"></span>zo<span class="_ _a"></span>stanie <span class="_ _a"></span>osiągnity <span class="_ _a"></span>dochd <span class="_ _13"></span>do <span class="_ _13"></span>opodatkowania, <span class="_ _13"></span>ktry <span class="_ _a"></span>poz<span class="_ _a"></span>woli <span class="_ _a"></span>w<span class="_ _13"></span>ykorzystać </div><div class="t m0 x1 he y243 ff4 fs8 fc1 sc0 ls0 ws0">ww.  rżnice, ulgi i straty.<span class="ff3"> </span></div><div class="t m0 x1 he y244 ff4 fs8 fc1 sc0 ls0 ws0">Wartość <span class="_ _f"> </span>bilansowa <span class="_ _f"> </span>składnika <span class="_ _10"> </span>aktyww <span class="_ _f"></span>z <span class="_ _10"> </span>tytułu <span class="_ _f"></span>odroczonego <span class="_ _f"> </span>podatku <span class="_ _f"></span>jest <span class="_ _f"> </span>weryfikowana <span class="_ _10"> </span>na <span class="_ _f"> </span>każdy <span class="_ _10"> </span>dzie <span class="_ _f"></span>bilansowy <span class="_ _10"> </span>i <span class="_ _f"></span>ulega </div><div class="t m0 x1 he y40 ff4 fs8 fc1 sc0 ls0 ws0">stosownemu obniżeniu o tyle, o il<span class="_ _0"></span>e przestało być prawdopodobne osiągni<span class="_ _0"></span>cie dochodu do opodatkowania <span class="_ _a"></span>wystarczającego do </div><div class="t m0 x1 he y245 ff4 fs8 fc1 sc0 ls0 ws0">czściowego lub całkowitego <span class="_ _0"></span>zrealizowania składnika aktyww z t<span class="_ _0"></span>ytułu odroczonego podatku dochodowego. Nieu<span class="_ _0"></span>jty składnik </div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">16<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y18a ff4 fs8 fc1 sc0 ls0 ws0">aktyww z tytułu odroczonego podatku d<span class="_ _0"></span>ochodowego podlega ponownej ocenie na każdy dzie bilansowy i jest ujmowany do </div><div class="t m0 x1 he y18b ff4 fs8 fc1 sc0 ls0 ws0">wysokości odzwierciedlającej prawdopodobiestwo osiągnicia w przyszłości <span class="_ _a"></span>dochodw do opodatkowania, ktre pozwolą na </div><div class="t m0 x1 he y246 ff4 fs8 fc1 sc0 ls0 ws0">odzyskanie tego składnika aktyww.<span class="ff3"> </span></div><div class="t m0 x1 he y18d ff4 fs8 fc1 sc0 ls0 ws0">Rezerwa na podatek odroczony jest tworzona w wysokości kwoty <span class="_ _0"></span>podatku dochodowego wymagającej w<span class="_ _a"></span><span class="ff3"> </span>przyszłości zapłaty w </div><div class="t m0 x1 he y18e ff4 fs8 fc1 sc0 ls0 ws0">związku z wystp<span class="_ _0"></span>owaniem dodatnich <span class="_ _0"></span>przejściowych rżnic, to <span class="_ _0"></span>jest rżnic, kt<span class="_ _0"></span>re spowodują w <span class="_ _0"></span>przyszłości zwikszen<span class="_ _0"></span>ia podstawy </div><div class="t m0 x1 he y18f ff3 fs8 fc1 sc0 ls0 ws0">obliczenia podatku dochodowego.  </div><div class="t m0 x1 he y247 ff4 fs8 fc1 sc0 ls0 ws0">Aktywa <span class="_ _10"> </span>z <span class="_ _10"> </span>tytułu <span class="_ _12"> </span>odroczonego <span class="_ _10"> </span>podatku <span class="_ _10"> </span>dochodowego <span class="_ _10"> </span>o<span class="_ _a"></span>raz <span class="_ _10"> </span>rezerwy <span class="_ _10"> </span>na <span class="_ _10"> </span>podatek <span class="_ _10"> </span>odroc<span class="_ _a"></span>zony <span class="_ _10"> </span>wyce<span class="_ _a"></span>niane <span class="_ _10"> </span>są <span class="_ _12"> </span>z<span class="ff3"> zastosowaniem </span></div><div class="t m0 x1 he y248 ff4 fs8 fc1 sc0 ls0 ws0">stawek <span class="_ _a"></span>podatkowych, <span class="_ _a"></span>ktre <span class="_ _a"></span>wedł<span class="_ _a"></span>ug <span class="_ _a"></span>przewidywa <span class="_ _a"></span>bdą <span class="_ _a"></span>obow<span class="_ _a"></span>iązywać <span class="_ _a"></span>w <span class="_ _13"></span>okresie, <span class="_ _a"></span>gdy <span class="_ _a"></span>składnik <span class="_ _a"></span>akty<span class="_ _a"></span>ww <span class="_ _a"></span>zostanie <span class="_ _a"></span>zrealizowany </div><div class="t m0 x1 he y249 ff4 fs8 fc1 sc0 ls0 ws0">lub <span class="_ _19"> </span>rezerwa <span class="_ _19"> </span>rozwiązana, <span class="_ _19"> </span>przyjmując <span class="_ _19"> </span>za <span class="_ _19"> </span>podstaw <span class="_ _19"> </span>stawki <span class="_ _1b"> </span>po<span class="_ _a"></span>datkowe <span class="_ _19"> </span>(i <span class="_ _19"> </span>przepisy <span class="_ _19"> </span>podatkowe) <span class="_ _19"> </span>prawnie <span class="_ _19"> </span>lub <span class="_ _1b"> </span>faktycz<span class="_ _a"></span>nie </div><div class="t m0 x1 he y24a ff3 fs8 fc1 sc0 ls0 ws0">obowi<span class="ff4">ązujące na dzie bilansowy.</span> </div><div class="t m0 x1 he y24b ff4 fs8 fc1 sc0 ls0 ws0">Podatek <span class="_ _0"></span>dochodowy d<span class="_ _0"></span>otyczący p<span class="_ _0"></span>ozycji ujm<span class="_ _0"></span>owanych poza <span class="_ _4"></span>zyskiem lu<span class="_ _0"></span>b s<span class="_ _0"></span>tratą jes<span class="_ _0"></span>t ujmowany <span class="_ _0"></span>poza zys<span class="_ _0"></span>kiem <span class="_ _0"></span>lub<span class="ff3"> </span>stratą:  <span class="_ _0"></span>  <span class="_ _4"></span>  <span class="_ _4"></span>w innych </div><div class="t m0 x1 he y24c ff4 fs8 fc1 sc0 ls0 ws0">całkowitych <span class="_ _f"> </span>doc<span class="_ _a"></span>hodach <span class="_ _f"> </span>dotycz<span class="_ _a"></span>ący <span class="_ _f"> </span>pozyc<span class="_ _a"></span>ji <span class="_ _f"> </span>ujtych <span class="_ _10"> </span>w <span class="_ _10"> </span>innych <span class="_ _10"> </span>całko<span class="_ _a"></span>witych <span class="_ _10"> </span>dochodach <span class="_ _f"> </span>lub <span class="_ _10"> </span>bezpośrednio <span class="_ _10"> </span>w <span class="_ _10"> </span>kapita<span class="_ _13"></span>le <span class="_ _10"> </span>własnym </div><div class="t m0 x1 he y24d ff4 fs8 fc1 sc0 ls0 ws0">dotyczący pozycji ujtych bezpośrednio w kapitale własnym.<span class="ff3"> </span></div><div class="t m0 x1 he y24e ff4 fs8 fc1 sc0 ls0 ws0">Spłka <span class="_ _13"></span>kompensuje <span class="_ _a"></span>ze <span class="_ _13"></span>sobą <span class="_ _13"></span>aktywa <span class="_ _e"></span>z <span class="_ _13"></span>tytułu <span class="_ _a"></span>o<span class="_ _a"></span>droczonego <span class="_ _a"></span>podatku <span class="_ _13"></span>dochodowego <span class="_ _13"></span>z <span class="_ _13"></span>rezerwami <span class="_ _13"></span>z <span class="_ _13"></span>tytułu <span class="_ _13"></span>odroczonego <span class="_ _13"></span>podatku </div><div class="t m0 x1 he y24f ff4 fs8 fc1 sc0 ls0 ws0">dochodowego <span class="_ _13"></span>wtedy <span class="_ _13"></span>i <span class="_ _13"></span>tylko <span class="_ _13"></span>wte<span class="_ _a"></span>dy, <span class="_ _13"></span>gdy <span class="_ _13"></span>posiada <span class="_ _13"></span>możliwy <span class="_ _13"></span>do <span class="_ _e"></span>wyegzekwowania <span class="_ _e"></span>tytuł <span class="_ _13"></span>prawny <span class="_ _13"></span>do <span class="_ _e"></span>przeprowadzenia <span class="_ _13"></span>kompensat </div><div class="t m0 x1 he y250 ff4 fs8 fc1 sc0 ls0 ws0">należności <span class="_ _a"></span>z <span class="_ _13"></span>rezerwami <span class="_ _a"></span>z<span class="_ _a"></span> <span class="_ _a"></span>tytułu <span class="_ _13"></span>bieżącego <span class="_ _a"></span>podatku <span class="_ _13"></span>i <span class="_ _a"></span>odrocz<span class="_ _a"></span>ony <span class="_ _a"></span>podatek <span class="_ _13"></span>dochodowy <span class="_ _13"></span>ma <span class="_ _13"></span>związek <span class="_ _a"></span>z <span class="_ _13"></span>tym <span class="_ _a"></span>samym <span class="_ _13"></span>podatnikiem <span class="_ _a"></span>i<span class="_ _a"></span> </div><div class="t m0 x1 he y251 ff3 fs8 fc1 sc0 ls0 ws0">tym samym organem podatkowym. </div><div class="t m0 x1 he y252 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y253 ff1 fs4 fc0 sc0 ls0 ws0">DYWIDENDY </div><div class="t m0 x1 he y254 ff4 fs8 fc1 sc0 ls0 ws0">Dywidendy są ujmowane w momencie ustalenia praw akcjonariuszy lub udziałowcw do ich otrzymania.<span class="ff3"> </span></div><div class="t m0 x1 he y255 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y256 ff2 fs4 fc0 sc0 ls0 ws0">ZYSK NETTO NA AKCJ<span class="_ _a"></span>Ę<span class="ff1"> </span></div><div class="t m0 x1 he y257 ff4 fs8 fc1 sc0 ls0 ws0">Zysk <span class="_ _4"></span>netto na <span class="_ _4"></span>akcj <span class="_ _0"></span>dla <span class="_ _0"></span>każdego <span class="_ _4"></span>okresu <span class="_ _0"></span>jest <span class="_ _0"></span>obliczony <span class="_ _0"></span>poprzez <span class="_ _0"></span>podzielenie <span class="_ _4"></span>zysku <span class="_ _0"></span>netto za <span class="_ _4"></span>dany <span class="_ _0"></span>okres <span class="_ _4"></span>przez śred<span class="_ _0"></span>nią <span class="_ _0"></span>ważoną liczb </div><div class="t m0 x1 he y258 ff3 fs8 fc1 sc0 ls0 ws0">akcji w danym okresie sprawozdawczym.  </div><div class="t m0 x1 he y259 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y25a ff1 fs4 fc0 sc0 ls0 ws0">LEASING </div><div class="t m0 x1 he y25b ff4 fs8 fc1 sc0 ls0 ws0">Spłka ujmuje <span class="ff3">akty</span>wa i zobowiązania dla wszystkich transakcji leasingu zawartych na okres powyżej 12 miesi<span class="_ _0"></span>cy, za<span class="_ _a"></span><span class="ff3"> </span>wyjątkiem </div><div class="t m0 x1 he y25c ff4 fs8 fc1 sc0 ls0 ws0">sytuacji, <span class="_ _0"></span>gdy <span class="_ _0"></span>dane <span class="_ _0"></span>aktywo jest <span class="_ _4"></span>nis<span class="_ _a"></span>kiej <span class="_ _0"></span>wartości; oraz <span class="_ _0"></span>amortyzacj <span class="_ _0"></span>leasing<span class="_ _0"></span>owanego aktywa <span class="_ _0"></span>odrbnie <span class="_ _0"></span>od <span class="_ _0"></span>odsetek <span class="_ _0"></span>od zobowiązania </div><div class="t m0 x1 he y25d ff3 fs8 fc1 sc0 ls0 ws0">leasingowego w rachunku zy<span class="ff4">skw i strat.</span> </div><div class="t m0 x1 he yf9 ff4 fs8 fc1 sc0 ls0 ws0">Aktywa <span class="_ _0"></span>z <span class="_ _0"></span>tytułu <span class="_ _4"></span>prawa do <span class="_ _4"></span>użytkowania u<span class="_ _0"></span>jte <span class="_ _0"></span>są <span class="_ _0"></span>w <span class="_ _0"></span>bilansie <span class="_ _4"></span>w ramach <span class="_ _4"></span>tej s<span class="_ _0"></span>amej pozycji, <span class="_ _4"></span>w<span class="_ _a"></span><span class="ff3"> </span>ramach <span class="_ _0"></span>ktrej <span class="_ _4"></span>przedstawione zostałyby </div><div class="t m0 x1 he y25e ff4 fs8 fc1 sc0 ls0 ws0">odpowiednie bazowe składniki aktyww, gdyby były własnością Spłki (leasin<span class="_ _0"></span>gobiorcy). <span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x61 he y25f ff3 fs8 fc1 sc0 ls0 ws0">P<span class="ff4">rawo do użytkowania powierzchn</span>i biurowych </div><div class="t m0 x1 he y260 ff3 fs8 fc1 sc0 ls0 ws0">P<span class="ff4">rawo <span class="_ _e"></span>do <span class="_ _e"></span>użytkow<span class="_ _a"></span>ania <span class="_ _e"></span>powierzchni<span class="_ _0"></span> <span class="_ _e"></span>biurowej <span class="_ _f"></span>jest <span class="_ _e"></span>amortyzowane <span class="_ _e"></span>oraz <span class="_ _e"></span>rozpoznawane <span class="_ _e"></span>są <span class="_ _f"></span>koszty <span class="_ _e"></span>finansowe <span class="_ _e"></span>z <span class="_ _e"></span>tytułu <span class="_ _e"></span>leasingu.<span class="_ _13"></span><span class="ff3"> </span></span></div><div class="t m0 x1 he y261 ff4 fs8 fc1 sc0 ls0 ws0">Aktywo  z <span class="_ _14"> </span>tego  tytułu  wykazane  zostało  w <span class="_ _14"> </span>bilans<span class="_ _0"></span>ie  w <span class="_ _14"> </span>pozycji <span class="_ _14"> </span><span class="ff9">Rzeczowe  aktywa  trwałe<span class="ff3 ls16">. <span class="_ _14"> </span><span class="ls0">Z</span></span></span>obowiązanie  zostało  wykazane </div><div class="t m0 x1 he y262 ff3 fs8 fc1 sc0 ls0 ws0">odpowiednio w <span class="ff4">zobowiązaniach długo lub kr<span class="_ _0"></span>tkoterminowych.<span class="_ _a"></span><span class="ff3"> </span></span></div><div class="t m0 x61 he y263 ff3 fs8 fc1 sc0 ls0 ws0">P<span class="ff4">rawa wieczystego użytkowania gruntw</span> </div><div class="t m0 x1 he y264 ff3 fs8 fc1 sc0 ls0 ws0">Koszty <span class="_ _e"></span><span class="ff4">–</span> <span class="_ _f"></span><span class="ff4">koszty <span class="_ _e"></span>związane <span class="_ _e"></span>z <span class="_ _e"></span>leasingiem <span class="_ _e"></span>prawa <span class="_ _e"></span>wieczystego <span class="_ _f"></span>użytkowania <span class="_ _e"></span>gruntw <span class="_ _e"></span>są <span class="_ _f"></span>odnoszone <span class="_ _e"></span>do<span class="_ _a"></span></span> <span class="_ _e"></span>poz<span class="_ _a"></span>ycji <span class="_ _e"></span><span class="ffa">Zapasy</span> <span class="_ _e"></span><span class="ls17">(w<span class="_ _a"></span></span> pozycji </div><div class="t m0 x1 he y265 ff9 fs8 fc1 sc0 ls0 ws0">Półprodukty i produkcja w toku<span class="ff3">) w trakcie realizacji projektu deweloperskiego. </span></div><div class="t m0 x1 he y266 ff3 fs8 fc1 sc0 ls0 ws0">Aktywo <span class="ff4">–</span> <span class="ff4">aktywo z tego tytułu wykazane zostało w bilansi<span class="_ _0"></span>e w pozyc<span class="_ _a"></span>ji <span class="ffa">Zapa<span class="_ _a"></span>sy<span class="ff3"> lub <span class="ff9">Należności krótkotermi<span class="_ _0"></span>nowe<span class="_ _a"></span><span class="ff3">. </span></span></span></span></span></div><div class="t m0 x1 he y267 ff4 fs8 fc1 sc0 ls0 ws0">Zobowiązanie –<span class="ff3"> </span>zobowiązanie zostało wykazane w całości w zobowiązaniach krtkotermi<span class="_ _0"></span>nowych.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y268 ff4 fs8 fc1 sc0 ls0 ws0">Powyższy  sposb  alokacj<span class="_ _a"></span>i  opłat  z <span class="_ _14"> </span>tytułu  prawa  wieczystego  użytkowania  gruntw <span class="_ _14"> </span>wynika  z  faktu,  że <span class="_ _14"> </span>prawa  te  dotyczą </div><div class="t m0 x1 he y269 ff4 fs8 fc1 sc0 ls0 ws0">nieruchomości, <span class="_ _1a"> </span>na <span class="_ _14"> </span>ktrych <span class="_ _1a"> </span>Spłka <span class="_ _1a"> </span>realizuje <span class="_ _14"> </span>swo<span class="_ _a"></span>je <span class="_ _14"> </span>projekty <span class="_ _1a"> </span>de<span class="_ _a"></span>weloperskie. <span class="_ _14"> </span>Dlatego <span class="_ _1a"> </span>koszty <span class="_ _1a"> </span>leasingu <span class="_ _1a"> </span>prawa <span class="_ _1a"> </span>wieczystego </div><div class="t m0 x1 he y26a ff4 fs8 fc1 sc0 ls0 ws0">użytkowania  odnoszone  są  do  zapasw  (<span class="ffa">Produkcja  w  toku<span class="ff3">)  a  nas</span></span>tpn<span class="_ _0"></span>ie,  wraz  z  kosztem  sprzedaży  wyrobw  gotowych </div><div class="t m0 x1 he y26b ff4 fs8 fc1 sc0 ls0 ws0">odnoszone <span class="_ _4"></span>są <span class="_ _0"></span>do <span class="_ _4"></span>rachunku <span class="_ _4"></span>zysk<span class="_ _a"></span>w <span class="_ _4"></span>i <span class="_ _0"></span>strat <span class="_ _4"></span>w <span class="_ _0"></span>okresie <span class="_ _4"></span>w <span class="_ _4"></span>kt<span class="_ _a"></span>rym <span class="_ _4"></span>dane <span class="_ _4"></span>wyroby <span class="_ _0"></span>gotowe <span class="_ _0"></span>są <span class="_ _4"></span>przekazywane <span class="_ _4"></span>klientom <span class="_ _4"></span>(czyli <span class="_ _0"></span>w <span class="_ _4"></span>mo<span class="_ _a"></span>mencie </div><div class="t m0 x1 he y26c ff4 fs8 fc1 sc0 ls0 ws0">rozpoznania sprzedaży).<span class="ff3"> </span></div><div class="t m0 x1 he y26d ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>dniu <span class="_ _a"></span>20 <span class="_ _a"></span>lipca <span class="_ _13"></span>2018 <span class="_ _a"></span>r. <span class="_ _a"></span>weszła <span class="_ _13"></span>w <span class="_ _a"></span>życie <span class="_ _a"></span>Ustawa <span class="_ _13"></span>o <span class="_ _a"></span>przekształcen<span class="_ _a"></span>iu <span class="_ _a"></span>prawa <span class="_ _a"></span>w<span class="_ _a"></span>ieczystego <span class="_ _a"></span>użytkowania <span class="_ _a"></span>gruntw <span class="_ _a"></span>zabudowanych <span class="_ _a"></span>na </div><div class="t m0 x1 he y3c ff4 fs8 fc1 sc0 ls0 ws0">cele <span class="_ _14"> </span>mieszkaniowe <span class="_ _14"> </span>w <span class="_ _1a"> </span>prawo <span class="_ _14"> </span>własności <span class="_ _14"> </span>tych <span class="_ _14"> </span>gruntw. <span class="_ _1a"> </span>Grunty <span class="_ _14"> </span>objte <span class="_ _14"> </span>wyżej <span class="_ _14"> </span>opisanym <span class="_ _14"> </span>przekształceniem <span class="_ _14"> </span>Spłka <span class="_ _1a"> </span>traktuje </div><div class="t m0 x1 he y26e ff4 fs8 fc1 sc0 ls0 ws0">analogicznie <span class="_ _a"></span>do <span class="_ _13"></span>tych, <span class="_ _13"></span>w <span class="_ _13"></span>stosunku <span class="_ _13"></span>do <span class="_ _a"></span>ktrych <span class="_ _13"></span>była <span class="_ _13"></span>dotychczas <span class="_ _13"></span>użytkownikiem <span class="_ _13"></span>wieczystym, <span class="_ _a"></span>t<span class="_ _13"></span>raktując <span class="_ _13"></span>opłaty <span class="_ _13"></span>przekształceniowe </div><div class="t m0 x1 he y26f ff4 fs8 fc1 sc0 ls0 ws0">analogicznie do opłat z tytułu wieczystego użytkowania.<span class="ff3"> </span></div><div class="t m0 x61 he y270 ff3 fs8 fc1 sc0 ls0 ws0">Uzasadnienie <span class="_ _0"></span>klasyfikacji <span class="ff4">aktyww i z<span class="_ _0"></span>obowiąza z tytu<span class="_ _0"></span>łu leasing<span class="_ _0"></span>u prawa wieczystego <span class="_ _0"></span>użytkowania gru<span class="_ _0"></span>ntw <span class="ff3">w bilansie </span></span></div><div class="t m0 x1 he y271 ff4 fs8 fc1 sc0 ls0 ws0">Generalnie, prawa do wieczystego użytkowania gruntw, na ktrych prowadzone są projekty d<span class="_ _0"></span>eweloperskie, klasyfikowane są </div><div class="t m0 x1 he y272 ff4 fs8 fc1 sc0 ls0 ws0">jako <span class="_ _f"> </span>zapasy. <span class="_ _10"> </span>Zobowiązania <span class="_ _f"></span>do <span class="_ _f"> </span>zapłaty <span class="_ _10"> </span>za <span class="_ _f"> </span>te <span class="_ _10"> </span>prawa <span class="_ _f"></span>zostaną <span class="_ _f"> </span>r<span class="_ _a"></span>ozliczone <span class="_ _f"> </span>poprzez <span class="_ _10"> </span>ich <span class="_ _f"></span>przeniesienie <span class="_ _f"></span>na <span class="_ _f"> </span>nabywc<span class="_ _a"></span>w <span class="_ _f"> </span>mieszka, <span class="_ _f"> </span>z </div><div class="t m0 x1 he y273 ff4 fs8 fc1 sc0 ls0 ws0">ktrymi <span class="_ _a"></span>te <span class="_ _13"></span>prawa <span class="_ _13"></span>są <span class="_ _13"></span>związane. <span class="_ _a"></span>Z<span class="_ _a"></span>obowiązania <span class="_ _13"></span>dotyczące <span class="_ _13"></span>tych <span class="_ _a"></span>praw <span class="_ _13"></span>klasyfikuje <span class="_ _13"></span>si <span class="_ _a"></span>jako<span class="_ _a"></span> <span class="_ _a"></span>z<span class="_ _a"></span>obowiązania <span class="_ _a"></span>krtkoterminowe <span class="_ _13"></span>co <span class="_ _13"></span>jest </div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x3 y11 w3 hd" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABAkAAAYkCAIAAAAHyMEXAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd5xdd33g/e+5ZfpIo5Fm1JtlyXKTjY1tsLGNjdchDuDwPKGFQEIKm8JugGxIQvaV5CFPQrK7T3ZfMRtIFjYNBxICbIAQmrFxwVhuktXc1LtmpOntlnOeP0aSR200Y8vWyHq/X/eP0Z1bzx29Xr/PPb9zfkmWZQEAAK+ILMv6+nq7Dh3s7eoY7OsqDXSlA3siSyOyrGZ6oW5Goa6pvqmlefrM6S2t06a3FItFG+0Vk2gDAABeJocOdu7a/nzPgW1p367arLM51zu90D+tOFKfKxfzWeSSSCKOjkaT0XqISLNKmhup5geqxf5qfV+lYTCbVkqmJw2z66bNntG+oH3O/OnTW2xebQAAwDngsR9+P93+rUumbWtqSqOSRTWNlzjqTCLyucgnkUVPX37L0JzehisWXvKGxUuW5fN5G1wbAAAwhRw6dPCZtQ9XDzy6tGbLnIaBfC6L6ssz1EwicklEVMqxZ2T63nL7UGFRY/tFCy64ZO68+T4IbQAAwFlTqVQeufdrFwx8Ze60oShV45UfYOaSqMkNDSUbexZWFvzYNTfcnsvlfC7aAACAV05fX+/ah78zo/ueS1v2RTWLszu0TCJySZrFgeHGbcMLy9Mun7f8qmXLV/qYtAEAAC9zGPT2bvnX372ibU+UqlPx9RVylSxZf2heXPiuK695g89LGwAA8LJ44Fv/uGLoa7PrBiI9G+PJZPSsRkfObTQ6ps2OPeI5SSJJIp8rZfmtAzP3JpfMuvCG5Ssvr62tHf+x0zRN0zTLsnw+f17NTdIGAABMTpZl93/pz26e9sDLdajxOD2Q5CIiqpUojcTwQAz1x1B/jAxHaTiq5ahWIk1fuHEuF/lCFGujpi7qGqOpOaZPX9u7rLjqgysvvWJ00N/b23Ng7+79OzaVe/cUSgfrsu76ZKg2Svlcmk+yUpqvZIWhtG4oppVqZ9e0LGpbuHz+wqUNDQ3aAACA8121Wn3oy//lpmmPROXlH0YmSaRplEdieDAG+2KoP4YGYngoysNRKR+/l2AcuYgsKsNR6kuG+2uGeuqfq1lVXDR93oXDM2fnGhsK+driaPREHFlvYfTnw3snIpIYXYqhUkn6ysX9lZau6qxS/ZLmuSuXLL+0tXWmNgAA4PySZdmDX/jEjTOejEoWycs3RM1FlsVQf3Tuic69MdAblTSSiMnO7ilEZFHuie7no/uZGNgbldLYcX4Um2LhrdFyRW0yb3nMWRjFutEVmif6+LkkirlD/TXryq9Zfv1Pz1uwUBsAAHC++MG/fPbmmm+8LHsMkiSq1RgeiN5D0X0w+ntieODwBKGJR0gSkUR1JIYPxeCe6N8bQwdipCvSygu/PyZ1IiKiaWEsuCUaFxSioSVa22NGezROm2SEJD3DNU8PL07n3HzV9f/utMczaAMAAM5t27dumbX2Nxtz5TP8uLl8lEvRsSf2bIn+3ojJ7x8YvUsuhjuic10c2hgjfZN8mELMuz7mXBdJFpFFtLbFkotjWmukkzz/UjG3pXdG+fKPXnTJ5doAAIBXp/379w394GNL6rsjPVNJkES5HJ1749D+6D0UIyMRMbl5SklELiqD0b83+rZH364Y7jy8i2Cy051GB8TNC2Pu9dG8MJI0Ip+P6TNjzsKYOSdy+cgmMdGoq1z3VOnK5Te+b978BdoAAIBXm/u++uk3Fr91Zk5MlOQircT+nbHjuRgaejF7CZKIQowcigNPxMH1UR4+fAjBS5dGLHhDzH1DRPnIvxsaY+VrYvqsye1DyCVbBlubbvmT9vbZ2gAAgFePgYGBjq/96pL6rpc28IzIInq7omN3HNwfw4OHr5zMI2RZjHRHz5bo3hqDe6NamvRjTORZpl8Q82+K+taI0SlG+XzMnBMLLojmGZPZgRCd5cbnZrzn9be+TRsAAPAq8YP/87mb8197STsNcvno64rn10f3wRczlk8icjHcGbsfiq7nXoYeOEFxWqx8Z9RMjzFzqHKxdGUsXDapxxmO4obZH7r69bdoAwAAznldXYcq3/mVttrBeHHDxiyLQwdi787o7ohq9UUcUTDSEz1bouu56N8dWfqyV8HhVx2Rr41Ft8bMSyKqY66dMSuWrozmlom/heEoPjntA6+/9a3aAACAc9ujD33vmp5PxXB10vfM56O3K55ZG309L+aggnyUB2Pf6jjwVKTlVygJjpeLpbfFzMvG7D0YnWW04rJYsCyqE90mndXGeONds9rapvhnXfDnDgDAOAZ2r4/iJE9OlCTRcyh2b4uD+6NaOXykwUTvG1kWfXvi0Mbo3hblgdHrzo4sja3fjfJQzHntmDxIIp7bGD3dsXRl1NZN5HFmFQa2fOdjpTf+4RQ/c5E2AABgPE2l7ZGfzNA+rcTmTbFneyRH7jXxexdiaH9svzd69xze05Cc1feeREQWOx+IfDHaVo099iCN/buirzeuuiHyhdMfoJzFBQ0Hf3D/5+e957e1AQAA56Qsy9qTzoneulqJA3ti59YY7HsR+wp6dkTnhujdEdXSi5mC9LLadm9kEe2XxzHLO/T3xiP3xUWrYmb76fMgza7IP/7MxnVTeVk0xxsAAHBKnR0dDd//pYZ85XSDyiRKI7H+0ejpnvS4vhBDB2LbPdG/7yzvJTjNWyzExe+IhrYTmifJx6promXW6fMgl2zvnz7nXZ+rra2dmu8x5y8eAIBT2btra32+cvgA3JNeIqJaja3PxiP3RU/34d0FE7xE9O2NLd+MjV+Kvn0Rk7nrK39JK/H0V6N/3wm/qFZj7erYsyOS5DQPUc0WT+t94sFvT9mPWxsAAHBKvR27ktypv81Pkhjoj9U/iK3PRqU8udF9ITo2xKYvx8FnIi1N6T0GR1WHY8f9EfkT6ihN45l1cWBvJKd7H+U0v+d+bQAAwLmnMth1yhF/pRLbN8eTP4rhoUlUQUQWcWhLbPyn2HbvC4crnyv698XW70aanvjWstjwxET2HlxS3Lxz+1ZtAADAOSYrn3TJsyQiYsPj8fymKI9Mauw50h/PfDWe+7cY2BNxDh73mkQc2Bhdz590Y2Xx7ProPjT+3oOmYmXb/X83Nd+d8xQBADBOHKSRZcccZZsk0bk3nn86hgYmcTKiJEqD0bEhDmyM8sC5/f10LmLPYzF9SRROHEqnaaxZHZddFTPaTrlpKtmVhbUdBw60tbdPwbcGAACnGNIX64/9dxI7tsS6J2JoIGLC84hyMXAgNn4ldj8alYFz49CC8Q11xfbvx0kOvI6IaiWeXhfpeEsmN9dXtj69ZmpmDwAAnFy+ruWYAww2PRXPbYoJngQ/i0hipD+23hsbvxIjvZOoiSl+iYjOzdG9/RRvfHgoHvthjAyf8v6l6uDejdoAAIBzScOM2ZFmERGlkVj9YOzeefhr/4mMoPPRtTXW/kMc2BhZ+mrYXTBWErHvqRPOWXQ0Hfp7Y/Mzkc+f/M5pNA5v1wYAAJxLZs5eUKrmo7cn1qyOocGJLl+QxHBvbPl+PP+9iFddFRzVuyd6tp6ilCJi/97YtvlUm2h20pGmqTYAAOCcMWfegr5DA/HYQ9HfN9Exfi4GOmLT16Lz6cgqr+aNk1Vj632Rlk/16zSe2Rjdh076y9n5nv379moDAADOkbFvlq350b21W4/MjJ/ANPxqJXY+Ehv+T5QGXv3bJ4kYHoyu7eMdhB3Pb4q0evhcT2Mutfl0xzNrtQEAAOeGH93z9eu6PtOUr07w+NyR/lj/5dj9ZET1VTuP6MTB9MHNpzjqYPTS0xOb1sWJ2yOJ4X1T7nBk6xsAAHC8NE0f/u5XVx74QuTLUV8fXae5fZZF17bYsTqGeyex5sGrQ8+eKPVETeMpfp1E7N0TM2dH+5xjN3E0Du6cgqkDAADHeOT7X7+h729m5gYjy6K+MdLTnI9o95PxzPdipPd82V0wVrUUe5+K8Y7STiK2Ph9J7ricmpUcrFSm1gEZ2gAAgGM89tD3L9h9dwwfmUrUcOo2iBgZiOe+G7ufPK+HlR3PRnlw3Hwa6Iun1x2zGdNoSQaGh4a0AQAAU9RTj//otbv+bHa+/4Wr6htPvjsgibQaz3w3Dm05zSyisSf2fNGyqTpVKYkol6Nv/+lut2NH9BxzzqKm/MjQFGsDxxsAAHDYnt276td8Omqqx1xbUxN1dTE8fMyVuejZHVseipETTm1aaG+vvfDCYltboaUl39ycb2pKamuTXC6rVCpdXSM7dw5t3DiydWtWqSSni4F8Y2P9qlX1K1bUzJuXq6vLKpXygQNDmzcPrllT6eyME47wzSJq5sypX7UqcrmIiCwbWL262tU1/lM0vu51SbEYEenAQP9DD8Xklx1IIvr2RuviiHHumovYtjmubD26qnQhH6WRYW0AAMCUs2Ht4/PX/tG8mqHjv5/PFWL2/Ni6+fBIPIlKKXY+EfufOTwUPubmxeJlq1fXLl48/nMNPfvsoX/+531/8Rel3buTkw3Z6y+5ZP5v/VbLHXcUZ8068e7VwcG+Bx7Y89/+W8/3vjf27klNzSUPPVR3wQVHr+l94IENt9ySVKsnfRnFefMue/jh2kWLjl7z/M/+bMff/d2LOGqia3csyiIZf9fGwc54dmNcePGRl5uUSiNT6m/AnCIAACIiyo9/riWGTjJxJ4uYNfuFr+jzsfWHsW/Tyb8jzxWL+aam0z5X/YoV8z/+8ZVf/3pSKJz4bMU5cy7+t39re//7TxoGEZFvaGj5sR9b+fWvt771rce83lwuV1c39oppN97Y9u53n2rEPuunf3psGEREvrn5xW29kd4Y6YnTH4u9fXv09x5tmWyKLY2sDQAAznfVavUHd//XVcVtp/h9Fs3ToqYuIkrD8cx3onPrmTkfUeNrXrPg93//uIF73bJllz300HFD9pMPZOvqln/pSy233z7+l/WL//t/P/HRsoiksbH9Ax84U9swTaNrx5GHzsY9Z9HOHYenPE092gAA4Hy3dvWDN+d/kEuzU6/vm4/G5sjH5gfj0I7JhUE6PFw+eLDc0VHt6zvxt/N+4zfqli7NxgzZ53zoQ2MnBZ1mLFtbO++3fmv8Nii2tc1673tPvM2C3/md+ksuOYObsWvnuMcbHLV/bwwOTc1jq7UBAMD5Lt3wlRipjneLalqunf7Md6N716T3GGz70IeeWLLkyaVLn1i0aM3ll+/+4z/OxpzUP1dfv/TTnz46syhXX996551j756l6Z7/+l+fuu66Jy68cM2qVVt//dfLnZ1jb9B8ww3Trr12/GF228/9XH7atLG3abjssrkf/eiZ3YwDB6NSmsAC0pVqbHoqsiyyrFAsagMAAKaKx39479XFZ0eHqqe85JKBXQOdOyImMPQ9PiuGhqr9/dWBgUp399D69dt+93d3/9Efjb1By4/9WO0FF2QRacT0N72pdunSsb/d9+d/vu1jHxtYvXpk8+ahdev2/vmfP33HHVmp9MJwtrZ2zkc+Mv5pUutXrFj4B38wZmmBaP+FX8jV15/0xtmLukREuRyliZySNInoOBjdXZFmhWKNNgAAYEro7e1p2/BXyfizW9I0Nq5rLO8tFM/ALJgkYtef/unI9u3HjN2PzO1pffvbx15fPnBg5x/8wXF373300d6HHhp75fRbbsk3No7/vLN/9VcbX/Oa0aF/zYIFM9/97jO+MbOI0sDESiIXsWd3Kc3X1tZqAwAApoRNj/9wUWPveEP+XC52bI2dO4u10Tr/DDxjElEdGhrcsGHslbULF0ZEkss1XX312OuHnn223NOTnPAIg089Nfaa4uzZhVOc0eiF91FbO/sXfmH0jS77zGdq5sx5ObZneXDCN+3cPzSc1tbWaQMAAKaE0o7VUaqO9w333j2xbdvomHH2ikiSM/O8lYMHx/6z0NKSRSQ1NYW2tmNuduyhBS+87H37jrvmVOceTcfMPpr5znfWLl48/dZbZ9xxx+g1WZalZ25l4iSiPBQTPSCjUhnYurtYY04RAABTw5zylvF2GvT2xNq1Ua2MTtKfNjtqGs/M8449YCAiIp+PiMjlktEfjo7sR0ZOOgTPyuXjrzzFILvjb/82O7LwWbGtbdlnPjP3Qx86mjhD69fv+9SnzmQbDE/4AIU05pX37Nj6vDYAAODsq1ar85ODpxy8VqvxzKZjRou5aG47x97j0LPPbv/Yx44uMdby5jfP+MmfPPrbfZ/9bFatnslNWprwfoMsorZ+99rvawMAAM6+SrnUkD/1yHjd2ujpOTyKPVwLMX12pJM8T1FM7GbZqYfQk3qK4yT5/K4/+7OxxyckR3YaVLq7D/z93x+3MHP20i6V6mQepbZhbu+T2gAAgKkQByMnH2knSezZFR0dx38FnkVze0Ryjr3LJGLfX/7lcVemIyPP/9zPVbq6zuxzpdXJvKzGpguKBx5/6F5tAADAWZbPypGebDWDajW2bD7pOLG+OabNnILr+Z5mEN7x+c+Xjz18ufe++zr/5V/OeOZk2YTbKZdEfUMxqzau+9vqGZ3XpA0AAJj8QPakw9g0jXVrYnj4pNNgkoj5F5+JMeix646Nnk0oq1SOO/g4d7JVC7KIXEPD8a963NMNVfv7n/npnx7esqXc2Vnu7Czt2bPnz/88eXm26UQvuULU1kaaXlR34JkNa6fIn0TB/woAgPNTNVdbzCVRPXY3wMGO2N8R+VOOfVsXRW1jlAZe0lPXzJ079p+Vzs4kIiuVSnv21C5adKqbHR1+1yxYcFzPVEcPjTiFJKL33nufWLEiVyhERFouZ2maxJnfAZLkJvygxdooFCOtJll6YNPDl6y6air8SdhvAABwnsoXa9LjwiCS2LH9lGFwZPw4vX0SxyKf5BDcOXMaVq0ae5uhbduyiDSi94EHxl5fv2JF/QUXHHf3JJdrvuaaY+6+ZUu5s/P0h0FXq9WRkerIyOhpiyb+giexM2Dig+u6Iysip1lLz/op8iehDQAAzlOFYk1XpWHMGDmJfXuju/s0d6tGy7xIX+yTZsXiirvvLs6c+cI1lcrgunWjP3d+8YtHzzcaEfnm5hX/8A9RW3v0mjRi/m/8RuNrXjP2MQ999auHZyWd9bF1fsIvor4+smx0y6+IHR0HDkyJPwn/KwAAzk9JkmxLFsyMZw//uzQSzz49kaHttLYoFKJamdBht3XLljVed12SZUltbf2SJW3vec/0W28de4N9n/50ad++JCKJ6FuzZuDJJ5uuvvrob5uvu+7Sb3yj85//udzZmW9sbHnTm9p+5mfG3r3S3b33zK1f9lJkEYViHD7J6/jSiPqGOFJBDYXq6nu++Mb3/EdtAADAWdM/c1X0Pnf4kIOOjhgpTWRaSW1DtC2OfZsn9BSLPvGJRZ/4xKl+O7Jr19aPfSzJDo+mkzTtuPvusW0QES233dZy222neoSub3xjaMeOKTIZplA74YxoGHOYdZZd3POD4eEP1tXVnd3Xb04RAMD5a9GVbxzKihERuVzs3xfJRGfWz7848i/5S+asWt328Y+nw8Njr9z/N3/T9a1vTfARhrdu3fnJT06REW0WUayL0y8ON9pB9Q1j7zm7fnDrc5vO+lvQBgAA56+ly5avrrkp8kkMDsbEFwLLor4lmmae4rfJRM8Ouv+v/qrj7//+uFtXu7o2/PiPd33zm6e9+9Czz6695prBjRunzvYs1k1o60VtMWprj1lTIs06t27QBgAAnE2vffuvPluaHTu2RTWdxBl5KtE67yRfkVeHhwc3bUpHRiI7+aT7LE3LBw50fvnLG37yJzd/9KNxim/VN733vc//yq/0PPjgiQsXZNXqwPr1O//4j9fdfnvp4MFjHiHLsmPXEcsqlfHfR7W/f+zt03L5pZynqKZ+YrebMSPyx54NqpJG53Nn/Y8hybLMfwkAgPPZQ9/80g3/+N4YLsdk1gMb7IvHvnmyb5oLhdq5c2uXLKlbsqRm3rzirFm5pqZ8Y2O1t3dk586+Rx7pe/jhysjIRL6iTiPqFy6cfsstjVdemZ82LRseHty0qff++/s3boxq9aQvtn7FikJr6wsvctOm8Zc+yNXXN65adXhfR5oObNiQDrzItRuSJK65M2pOe8hBFrFqVcyec1w+bUgXXvrvP6cNAAA4m9Y98cjlX/i/YseeSbVBFvH0Q9G56yR3yk744ehCY6PnI5rUs2STeYQTh7bJBJ5i4jce50EamuOqN0dy2ujJF+KGN0Th+MM1utL65l/8SqFwNs8VZE4RAMD5rnvXc3HpqmiePqkJNEnEkstPvtpXcuSSO3I5+nOcYrmxUxl7x+TIQ40zxE+OvUzE0VsmL2EbZhHT2yLJT2DT1TeOXbHhqJb8cO+4uzheAc5hCgBwvku7tke5EhevjCfXRGlkomPkLOqnR/Os6JnYsl2FmTPbfuqnCi0tSbE4+Nxzh77xjerAQKG1deZb31q7YEFUq31PPDH8/PMzbr/94Ne+NrJnT0S0v+c9kaYHv/711re8pf7CCyNi6LnnDnzpS2133plvbj7whS9EtZpFJIXCzLe8pfGyy8qdnYe+/e3hrVtzxWL7+95X094e+fzIrl1d3/52ad++1ttvr128+MAXvpD290eh0P6ud6XDwx1f/nKhpaX9ve8tzppV7es79K//mlYqrW9+c++DD/avXVtobW1/17v6H3us/qKL8s3NR99L7w9/2L927XHbaca8CaxskEVMnxbpSdaOS3LR19XZOnOmNgAA4KypH+mILIvm5rjumvjR6qiUJlwVMWtBdB2Y0FyU+ssuu/Aznzn6z/7HH19z442Lfvu3F/zmb45e0/mVr+z4xCcu/PSn89On7/jTPy02Ny//y7/sue++fEvL8iN37Hv88b1f+tKC3/7thosu6vzKV9LBwUiSFX/1V7M/8IHDr2hk5LHLL097e5d/+tNJTc3old3f//6Tb3rTvP/wH1rf8pbq4GDH3Xc3X3/9RZ///MDatfu//OWFv/mbCz/+8aN3rw4PX/ipT3Xfc8+a226rW7Lkwr/4i93/43/M+cVfzDc1HX3x23/v9/rXrj1mVF2I6bMmtupZS8tJ2yDSGO7vOrt/CeYUAQCc75rT7oiILIvaurj00sgXJ3SS/iwii9a5kStM7OZpGhH7PvvZH11wwb7Pfa7p6qun3357/UUXZdXq49de+/Dixc988IMDmzaN7N7descdWS437YYbco2N+/76rxsvuywinnrrWx9evHjdHXdERKRpViodnqFz2WWzP/CB7nvvXX355Vt/7/dytbVt73hHWqlk1eqeT33qh0uX7v/7v592ww117e1ppRIRcz/4wUrE3F/6pYjI0rQaUb9yZcc//uMPFy9+ePHiff/7f0e1GhHTbrppzvvfn6ZpRFT6+h694op1P/ETEdH5L//yyCWX7Lrrrjj23dU2R6HudJsgjcglMW3ayT+GLKsOneU5RdoAAOB815gNHh2exqyZ8bpro1gzwfvWNca8pTHxk9tU+/tHtm49dM89EVG3YMHoqTxbb7ut/c47m6+4olwqDW7a1HzttYUZM1rf9rZ0YODQd74z+vV/y/XXt9955/TrrjvuAWsXLYqInoceGlq//tC//VtE1C1ZMjq+r/T1lXbtSnK5JJcbPSlQVi43v+51y/7wD2feeWc6eORd53I1Cxa0v+1tbXfeWZw58/BxC0ly0f/6XzVtbaM3GdmyZXjbtoio9vUNbdpU7e4+7mU0tcSEtkLrjDjV4sdZ5Er92gAAgLMmy7LarDxmEa40auviylVR1zih3QFpLLw4amontJshxvxwVJLLzXrHO9rf975pN98cEQPr1uXq6hpWrJhx222Dzz47MjAweoLRmW99a/v73jfjjjuOe1HJ6NHQWfbCI+fzWZZlEfN+7ddev2NH27vffeCLXxzs6EhyuXRkZP/f/u2i//yfu7797cGnn46jixQvX97+/vfP/pmfqV22bPSaPZ/5TFJTM/8//sc44WWfZJGEiGmtEdUJvP9Fiw432Mku+erI2f1jcLwBAMD53gbHD9ezLKZNi+uvi0cfj56e0x6aXFMfrXNi//YJP2NErrY2IkYn+WTl8pO33FLp6Uki8hF9Tz4ZETNuvrl++fL9f/d3EYcXWn7qp35q6Jln4uh321mWpenoamsRkauvzyKS0YcdGhq9S/d99x34p38aXL++78hxw0mxuP2Tn+xfu/bgv/7r5d/4RlY6fGTFgS9+8elf//XREyLNWbo0Ig5+97v1y5bNfMtbJviOmidyCHF9Q8yadfKDDSIiopgOagMAAM6aXC5XPdVckisuj+c3x979kaXjPUQl2hfFnu2nmZEy2h+Nq1bN+7Vfm/fzP59VKr1PPDHj1luTYnHhRz5S6ewcev75g9/6Vv+GDRHR/r73RUTfmjVJRKW3NyIW/PIvD2/eXNq7d++Xv5wODBRmzFjwkY9U+/r6168vd3S0vfOdpYMHZ9x8c0T0PPJIFIsRMbB+/d677x497Wl65AWUe3p2/s//mTty7tUsojowMP2GGxZ96ENJRNf3vnd0/8amX/iFqx95pG7hwuxk+w3Gvq+madHQOIE5RTNbx/99c2ZOEQAAZ9VwVnPyWS7FYlx2aSxfFtXTPMKMtmiedpqxcVYuR8SMW2+96FOfqlu8eMO73tX36KP7Pv/5rFJZ+vu/v/yuu+b98i+nEQMbNvQ+/HDjJZekpdKhe+7JRez/4hcrvb0LP/zh5Xfdteh3fici9n3+87mamgv++I+X33VX/fLla26/PSkUln3ykzPe9Kbdn/nM/i984chTZsevcpAkkWVH9zyMjob33X1305VXrrjrruV33TXjTW/Kjvx2ZO/evZ/9bERk1WpEjH7fn53wrX8WsWBZ5E77lXs1om1WVKunmlAUWVYX5bP7l2BdZACA892az/z7K7PnxrtFV1c8+3z09p/yi+UkujtizQPj7mDI52vmz883NSW5XGnv3vLBg6NLHdfMmVVpc00AACAASURBVFOcOTMiSgcOlDs6IiJXV1e3dGmlu7u0d+/obYqtrTVz5kQuVzl4cGTv3oioXbCg0NKSlcsjO3dWBweLM2bUzJ9f7esb3r49IpIkqV20qHLoUKWvLzkygi+2t+fq6ko7d45WQXHOnCSXG11IoW7p0nxTUzYyMrJzZyRJzZw5I3v2ZMPDSX197dy5pY6OtK8vyedrFi2q9vZWDh4c+7YKNfH6N0ehOH4YRTQ2xLWvHT32+lT6l/140+2/qQ0AADhrHvxfH39D5UenuVG1Gk+tj45Dp8yDQjxxb3R3nHdbb+bcuOINcZpdK1nElZdHe1uMO/buXPa2Wbd/+Cy+F3OKAADOd9UZSyIX48x1iSyLXC6uXBWXrDh8TqITVWLu4kjPs02XRsyaE6edcxXNTdE2K9J0/I3cl2s+u2/HscgAAOe7lsWXRXdudE2A01gwP+bOiSefioPdJ37J3DYvamqiVDrtmY1eRZJonX26o5CziDmzYwKzdcq5hrP7buw3AAA43y1befmeoaYJjegP70C4PC5ZEXX1x42JC4VY+ZrR04eeF9KI+Yuirv50YVAoxpz2iTxgtVCvDQAAOJuamps7X/9bI1n+NNOKxs4vmj83Xv/auHRlNI5ZIi2N9vkxe8GE1kx7FVzqG2PFFZGMf6NcPq66PGpqTr9Vk8g1z9EGAACcZate+/qNsWySA8lczJ0d114VC+dHdmRnQRrzlpwXRx1kEW1zIn/aGfptM2PG9Ak9YhINLbO0AQAAZ9/w8p+IwuTnA+VycfHyuOaKmDUrklxk0dIac+aeB7sOkpizMMbLoNEbLV4Q1Qm10lCl0NpmvwEAAFPAdW96y5OlZZHERGcWHb2kaUyfFlddFldcGoViLo1LXxOF4qs5DNKI9tkxveV0N1q2OKY1T3Az7oi2xqYmbQAAwNmXy+UWveeTz1dnv8j7V9OY1RpvuCZWLiu0NMxdEK/iVbSKNbFy1binJ8oiWqfH0kUxwcXEktjXdOnZ/xvw3wAAgFEzZ7V1rfr5qMm/yPtnWRQKsXhB3HDNwn+3ePSr81flfoP2OVHXOO4tqhEXLplMbeSnXfQGbQAAwBRy9Y3/7v72n+uP2knPLBo7xaiaNl2++KZfWrhsRdQ1vKp2IIweRLBgyfjrnSWxcmlMnzbRLRaxYWj+yiuv1QYAAEwhuVzupp98/2Mz3xbFlzZQzLKGKy5YfnXDzbfFsosOf5P+6jjSYOGiaJkx7ntvnxkXLJ74pipFvv6O362vrz/7n77/AAAAHOd1b//FH7S+uyepHx3lv/gdCAvnRTWWXxQ33RYXXRyN0yJLzu3dCI2NseLSU0+WSiPq6mP50qhUJrqVklhd+7oLlq+cEmXoTx8AgOPU1dXd/M5fXn/BL0bxJaxynGUxtz0a6yKNhvpYtjxuvDWuvCpq66Jybu40qEYsWhzFcdY0qKmJ666MutqJb6Q0knlv/Nkp8rknWZb56wcA4GRj+2ztIw/Wrf70yvyuqL7YQWP/YKx+KqqVI8PPqFaiozP27YnOjhgpnTPfVWcRjY3x+jdETfEUv87n44qLom1mTHiA3ZvUb7r0w9fdeoc2AADgHNDVdej5f/jP18T6F5kHuSQ2bo4de+K4PRD5GBmOp9bE/v0R58JsliQXN94YTdNOcerSJBevvSxmTJ94GEQhuW/629/43o9MofeoDQAAGF+apj/85j/N2/LPF8S+F3O4wNBIPLI2yuUThqKRZdE/EAf2xf4D0dMT1WokU3ILZBFLFsdlq06xEHIuH5deGHPbJh4G5ST/cOOtV73zo03NzdoAAIBzz/2f+39uKt0T5XRyhZAk0dkVj2845cA/ichFf29sfj727I1yNXIxxSIhF7feEvV1J/tVvhDXXBbTmiazxyD3g/rbbv7535tqn682AABgoqrV6qa1j3c/9pXXDD3amBuJ6oSH8EkSa5+OfZ2nuX0SQ0Nx6FB0dMTBQzE0GNkUiIRcPq5+Tcyec8JsoiyioT4uWRat0yf0QFkWSXIoaVrX/rbXvvVnGxsbtQEAAOe8vXt27/zKH12bWzeJfQiDQ/HgkxMd6ecisjhwILZsi86DUU3P2p6ELGLRwrjiyhMWO8siWprj2ssnExnJcBSevvYPr3zdjVPzY9UGAAC8GOVy+Zn1aw6u+c6SnkcX5g7msglEwp4DsXHzJObeJBFZDA5FV08cOhiHumOgLyrp4d+8Mmrr4obXRWPDsVVQKMTC2bFk/rgnND3mjQxlxUeb37js9p+fv3DRlP1MtQEAAC/VQ9/8p0VP372w5lBUs/GG/vlcPLEp9h98MUP7JCKJwf7YvTd27Y7e/sjiZd+ZkOTiphti2thzE6URhXxcfXG0tkSaTuhRirlNlYV1P/EHSy9cMcU/R20AAMAZMDIy8vTax7qeeXjmoacuTLfX50YXBj7hdv2DsXpDVCovflCfRLUaQ8PR0xPdPdHdG/39MTJy+KnOYCpkERddGCtXHAmDLKKQjwWzY+n8qCmcfidJLhnIiuuLl2crf+yya2+eUucj0gYAALxC9uze9ew9X7i4897ZxZ7I4piFEUbPWfTEpjM0mI3IRVaJru7YeyD2H4j+/sMHSCcvrROyiGnNcdP1kc9FZBFpxKzpsWp51NacZk5UElFIyuXk4aZbL3rLr8yeO/cc+uC0AQAAL4vBwcGtz246uHVdfv/G9uGt87KOxlx59Fw9sW5z7Np/Jr/kTyIi0jSGR2JgMPr7o68/+odicDCGR6JSOWavwkSetqkpbrg26ooR+VzMbImF7dE6PXK548MgiYhk9Mjpvqxue37+ocYLaxZftfSy186eM/ec+8i0AQAAr4Q9u3c9v/qeph33X1x5rj4ZjvvXxHD5ZTxcIInIRaRRLkVPf3R1x6Hu6OuLoeGopC+kwkl3L1QjbrgqZs+KmNMaFy2OhrpIs2MeOUkin0QSUcn2VKdvq7s4WX7TymtumjGj9Zz+jLQBAACvnCzLuroO7d2xtWvr08u//19md26PoZEolQ7PO3o5UuHozoIs0jTKlSiVY3gkSqUYGYlSKUqlGClHuRqVSlQrUa6rb7j6wgWXNedamtKG+jSSShTLuWIpV1fK1ZfzDdWaadHUVmye1Thzzsw5C2a1z66rq3t1fDraAACAs+P+L//1TXs+F5U0hoajpz8O9kR3fwwOR/nIaUqTl/9kpaOPP3rOo+lNsbD9gQveceMv/8n5+YloAwAAzo6BgYFdf/mBi7IdERHJkSMGKtUYKcfwSAyNxNBIDJdiuBSlcpQrUa1Geuy5jyZbDkfvm4soFKKmGA110VgXrdOiqSHqa9bkL57/nj9pa5+tDQAA4BW15kcPXLn6tw7vKDjJWDWJJIkkIssON8PQSAwOx+BwDJVieCTKlShXIk2jmkYWx59XdLQccknkkigUoqYQdbXRWBfNDdHUEA11UcxHkkR6eE2Gp/OLLvr1f0yS5Lz9OLQBAABnTZZlP/zmP6169tPN1aEJDF2TF0b8oyWQZZGlkWaHx/fHrc2cRCS5yCWRJJE78sPRu8eYXRC5ZG+0dt/2/1686qrz+ePQBgAAnGX3/d3/98ZDX4rKWRuXHkyaR9711/MWLDzPP4icv0UAAM6u1779gw/U31JNzs7QdCQpbr76PwkDbQAAwNnX1Nx847//5Oq6ayL3is/1LyQ/mvHma9/4Zp+CNgAAYKpY9lMfX124Mk2SyLJX5jKUFH8w/W1Xv+PXbfxRjjcAAGAK+dFdv/a60mPHrEP8Minm7mt79xvf+2Hb/Cj7DQAAmEIufPfvP9hwcylXiJezDjqTafcv/pXX/9Sv2OBj2W8AAMCUc9/f/ukbD33llOsevKTxb2RJ8uT1f3rV9bfYztoAAICprlQqPfqdry55+q/nZwfP5A6EfPJYflXLmz964cpLbGRtAADAOWPr888WvvrhhUnnGTn8oJpLHpz59ut/5j8Vi0XbVhsAAHCO6e/re+xfPnfp3q+1RW+82BlGpVxhffGSuOZ9V91gHpE2AADgHC+EdX/z8ddXHolyOrkpRoWkr1q37vIPX//j/7fNqA0AAHg1KJfLT699/NCaby/qfmxhur+QpJFGnDiUTZJIIpI4lDVurr1oZOnNl7zhza2tM21AbQAAwKvQrh3bdz+7bmjvc8XeXQ2ljtml/cWsdLAws6t2bqm+LTdr6cyllyxZfnFDQ4NtpQ0AAIBJs/YZAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAD+/3btqAQAEAqCIIL9C74waw51JsL9LRyANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAPIJ7zwAABU9JREFUANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAABwh13NjCEAAOBzq7ICAADgUwQAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAABedQCIGcsl8VCbBQAAAABJRU5ErkJggg=="/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">17<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y18a ff4 fs8 fc1 sc0 ls0 ws0">spjne z klas<span class="_ _0"></span>yfikacją zapasw, ktrych te zobowiązania <span class="_ _0"></span>dotyczą (wykazanych jako aktywa obrotowe). Klasyfikacja <span class="_ _0"></span>zobowiąza i </div><div class="t m0 x1 he y18b ff4 fs8 fc1 sc0 ls0 ws0">zapasw do krtk<span class="_ _0"></span>oterminowych <span class="_ _0"></span>wynika z faktu, <span class="_ _0"></span>iż ich r<span class="_ _0"></span>ozliczenie (tj. <span class="_ _0"></span>zbycie lokali <span class="_ _0"></span>i przeni<span class="_ _0"></span>esienie związanych z <span class="_ _0"></span>nimi zobowiąz<span class="_ _a"></span>a) </div><div class="t m0 x1 he y218 ff4 fs8 fc1 sc0 ls0 ws0">nastpuje <span class="_ _a"></span>w <span class="_ _13"></span>ciągu <span class="_ _a"></span>okresu <span class="_ _13"></span>stanowiącego <span class="_ _13"></span>tzw. <span class="_ _13"></span>„cykl <span class="_ _a"></span>operacyjny” <span class="_ _13"></span>Spłki. <span class="_ _13"></span>Cykl <span class="_ _a"></span>oper<span class="_ _a"></span>acyjny <span class="_ _13"></span>to <span class="_ _13"></span>okres <span class="_ _a"></span>od <span class="_ _13"></span>dnia <span class="_ _a"></span>rozpoczcia <span class="_ _13"></span>projektu </div><div class="t m0 x1 he y219 ff4 fs8 fc1 sc0 ls0 ws0">deweloperskiego do realizacji zapasw w postaci środkw pieni<span class="_ _0"></span>żnych.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y18e ff4 fs8 fc1 sc0 ls0 ws0">Spłka  zostaje  prawnie  zwolniona  z  długu  wynikającego  z  obowiązku  zapłaty  opłat  za  wieczyste  użytkowanie  lub  opłat </div><div class="t m0 x1 he y274 ff4 fs8 fc1 sc0 ls0 ws0">przekształceniowych <span class="_ _0"></span>dopiero<span class="ff3"> </span>w <span class="_ _0"></span>momencie p<span class="_ _0"></span>rawnego (notarialnego) p<span class="_ _0"></span>rzeniesienia n<span class="_ _0"></span>a nabywc <span class="_ _0"></span>udziału w <span class="_ _0"></span>gruncie <span class="_ _0"></span>przynależnym </div><div class="t m0 x1 he y275 ff4 fs8 fc1 sc0 ls0 ws0">do <span class="_ _10"> </span>sprzedanego <span class="_ _10"> </span>lokalu. <span class="_ _f"> </span>W<span class="_ _a"></span> <span class="_ _10"> </span>związku <span class="_ _10"> </span>z <span class="_ _10"> </span>tym, <span class="_ _12"> </span>do <span class="_ _10"> </span>momentu <span class="_ _10"> </span>przeniesienia <span class="_ _10"> </span>ww. <span class="_ _10"> </span>własności, <span class="_ _10"> </span>zo<span class="_ _a"></span>bowiązania <span class="_ _f"></span>z <span class="_ _10"> </span>tyt. <span class="_ _10"> </span>leasingu <span class="_ _10"> </span>gruntu<span class="_ _a"></span> </div><div class="t m0 x1 he y276 ff4 fs8 fc1 sc0 ls0 ws0">pozostaje <span class="_ _e"></span>na <span class="_ _e"></span>bilansie <span class="_ _13"></span>Spłki. <span class="_ _e"></span>Z <span class="_ _e"></span>tego <span class="_ _e"></span>wzgldu, <span class="_ _e"></span>w <span class="_ _f"></span>momencie <span class="_ _13"></span>przekazania <span class="_ _e"></span>nabywcy <span class="_ _e"></span>lokalu <span class="_ _e"></span>(ktry <span class="_ _e"></span>jest <span class="_ _13"></span>jednocześnie <span class="_ _e"></span>momentem </div><div class="t m0 x1 he y277 ff4 fs8 fc1 sc0 ls0 ws0">ujcia <span class="_ _10"> </span>przychodu <span class="_ _10"> </span>ze  sp<span class="_ _0"></span>rzedaży <span class="_ _12"> </span>lokalu) <span class="_ _10"> </span>nastpuje <span class="_ _12"> </span>przeniesienie <span class="_ _10"> </span>zw<span class="_ _a"></span>iązanej <span class="_ _10"> </span>z <span class="_ _10"> </span>tym  l<span class="_ _0"></span>okalem <span class="_ _12"> </span>czści <span class="_ _10"> </span>aktywa  z <span class="_ _f"> </span>tytułu <span class="_ _10"> </span>l<span class="_ _a"></span>easingu <span class="_ _10"> </span>z </div><div class="t m0 x1 he y278 ff9 fs8 fc1 sc0 ls0 ws0">Zapasów<span class="ff3"> na </span>Należności<span class="ff3"> <span class="ff4">od nabywcy, w kwocie korespondującej z ujtym zobowiązaniem z tyt. leasingu danego gruntu.</span> </span></div><div class="t m0 x1 he y279 ff4 fs8 fc1 sc0 ls0 ws0">Do <span class="_ _0"></span>momentu <span class="_ _4"></span>przeniesienia <span class="_ _0"></span>na <span class="_ _0"></span>nabywc <span class="_ _0"></span>własności, <span class="_ _4"></span>z<span class="_ _a"></span>arwno <span class="_ _0"></span>należność <span class="_ _4"></span>jak i <span class="_ _4"></span>zobowiązanie <span class="_ _4"></span>wykazyw<span class="_ _a"></span>ane <span class="_ _4"></span>są <span class="_ _0"></span>jako kr<span class="_ _0"></span>tkoterminowe </div><div class="t m0 x1 he y27a ff4 fs8 fc1 sc0 ls0 ws0">gdyż, <span class="_ _f"></span>ich <span class="_ _f"> </span>ro<span class="_ _a"></span>zliczenie <span class="_ _f"></span>nastąpi <span class="_ _10"> </span>poprzez <span class="_ _f"> </span>przeniesienie <span class="_ _10"> </span>na <span class="_ _f"> </span>nabywc<span class="_ _a"></span> <span class="_ _f"> </span>w <span class="_ _10"> </span>okresie <span class="_ _f"></span>„cyklu <span class="_ _10"> </span>operacyjne<span class="_ _a"></span>go”. <span class="_ _10"> </span>W <span class="_ _10"> </span>dacie <span class="_ _f"></span>przeniesienia <span class="_ _f"> </span>na<span class="_ _a"></span> </div><div class="t m0 x1 he y27b ff4 fs8 fc1 sc0 ls0 ws0">nabywc <span class="_ _0"></span>własności nas<span class="_ _0"></span>tpuje wyksigowanie<span class="_ _0"></span> zobowiązania <span class="_ _0"></span>z tytułu<span class="_ _0"></span> leas<span class="_ _0"></span>ingu gruntu <span class="_ _4"></span>o<span class="_ _a"></span>raz nale<span class="_ _0"></span>żności z <span class="_ _0"></span>tego tyt<span class="_ _0"></span>ułu od <span class="_ _4"></span>nabywcw </div><div class="t m0 x1 he y27c ff3 fs8 fc1 sc0 ls0 ws0">lokali. </div><div class="t m0 x1 he y27d ff3 fs8 fc1 sc0 ls0 ws0">W<span class="ff4">szystkie przyszłe płatności wynikające z posiad<span class="_ _0"></span>ania prawa do wieczystego użytkowania, wyni<span class="_ _0"></span>kając<span class="ff3">e z o<span class="_ _a"></span>kresu na jaki to<span class="_ _0"></span> prawo </span></span></div><div class="t m0 x1 he y27e ff4 fs8 fc1 sc0 ls0 ws0">jest  udzielone  dla <span class="_ _14"> </span>poszczeglnych  nieruchomości  (mo<span class="_ _a"></span>że  wynosić  do <span class="_ _14"> </span>99  lat)<span class="_ _a"></span><span class="ff3"> <span class="_ _14"> </span></span>są  dyskontowane.<span class="_ _a"></span>  Okres  ten <span class="_ _14"> </span>nie  zależy  o<span class="_ _a"></span>d </div><div class="t m0 x1 he y27f ff4 fs8 fc1 sc0 ls0 ws0">przewidywanego <span class="_ _10"> </span>przez <span class="_ _10"> </span>Spłk <span class="_ _10"> </span>okresu, <span class="_ _10"> </span>w <span class="_ _12"> </span>ktrym <span class="_ _10"> </span>Spłka <span class="_ _12"> </span>bdzie <span class="_ _10"> </span>właścicielem <span class="_ _10"> </span>prawa <span class="_ _10"> </span>do  wie<span class="_ _0"></span>czystego <span class="_ _10"> </span>użytkowania, <span class="_ _10"> </span>czyli <span class="_ _10"> </span>od<span class="_ _13"></span><span class="ff3"> </span></div><div class="t m0 x1 he y280 ff4 fs8 fc1 sc0 ls0 ws0">planowanego wykorzystania tych nieruchomości pod inwestycje dewelope<span class="_ _0"></span>rskie.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y281 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y282 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y283 ff1 fs9 fc0 sc0 lsf ws0">7.5<span class="ff5 ls0"> <span class="_ _d"> </span><span class="ff2 fc1">KLUCZOWE WARTOŚCI OPARTE NA PROFESJONALNYM OSĄDZIE I ŹRÓDŁA </span></span></div><div class="t m0 x4 h25 y284 ff2 fs9 fc1 sc0 ls0 ws0">SZACUNKÓW<span class="ff1"> </span></div><div class="t m0 x1 he y285 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y1d3 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _12"> </span>procesie <span class="_ _10"> </span>stosowania <span class="_ _12"> </span>zasad <span class="_ _12"> </span>(polityki) <span class="_ _10"> </span>rachunkowości  wobec <span class="_ _f"> </span>zagadnie  p<span class="_ _0"></span>odanych <span class="_ _10"> </span>poniżej,  najwiksze <span class="_ _10"> </span>znaczenie<span class="_ _a"></span>,  oprcz </div><div class="t m0 x1 he y1d4 ff4 fs8 fc1 sc0 ls0 ws0">szacunkw ksigowych, miał profesjonaln<span class="_ _0"></span>y osąd kierownictwa i przyjte założ<span class="_ _a"></span>enia.<span class="ff3"> </span></div><div class="t m0 x1 he y286 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y287 ff2 fs4 fc0 sc0 ls0 ws0">BUDŻETY PROJEKTÓW <span class="_ _a"></span>DEWELOPERSKICH<span class="_ _a"></span><span class="ff1"> </span></div><div class="t m0 x1 he y288 ff4 fs8 fc1 sc0 ls0 ws0">Podstawą <span class="_ _f"> </span>do <span class="_ _10"> </span>decyzji <span class="_ _f"> </span>o <span class="_ _10"> </span>zakupie <span class="_ _f"> </span>nieruchomości <span class="_ _10"> </span>(gruntw) <span class="_ _f"> </span>są <span class="_ _10"> </span>analizy, <span class="_ _10"> </span>ktrych <span class="_ _f"> </span>jednym <span class="_ _f"> </span>z <span class="_ _10"> </span>najważniejszych <span class="_ _10"> </span>elementw <span class="_ _f"> </span>są <span class="_ _10"> </span>tzw. </div><div class="t m0 x1 he y289 ff4 fs8 fc1 sc0 ls0 ws0">budżety zakupow<span class="_ _a"></span>e s<span class="_ _a"></span>porządzane <span class="_ _a"></span>w <span class="_ _a"></span>celu oceny<span class="_ _a"></span> przyszłej <span class="_ _a"></span>zyskowności <span class="_ _a"></span>projektw. <span class="_ _a"></span>Od <span class="_ _a"></span>momentu <span class="_ _a"></span>zakupu <span class="_ _a"></span>nieruchomości, <span class="_ _a"></span>budżety </div><div class="t m0 x1 he y28a ff4 fs8 fc1 sc0 ls0 ws0">dla <span class="_ _e"></span>tych <span class="_ _e"></span>projektw <span class="_ _f"></span>budowlanych <span class="_ _e"></span>są <span class="_ _e"></span>aktualizowane <span class="_ _e"></span>zgodnie <span class="_ _e"></span>z <span class="_ _f"></span>najlepszą <span class="_ _e"></span>wiedzą <span class="_ _e"></span>i <span class="_ _e"></span>doświadczeniem <span class="_ _f"></span>kadry <span class="_ _e"></span>kierowniczej <span class="_ _e"></span>Spłki. </div><div class="t m0 x1 he y28b ff4 fs8 fc1 sc0 ls0 ws0">Wszystkie <span class="_ _a"></span>budżety <span class="_ _13"></span>projektw <span class="_ _13"></span>budowlanych <span class="_ _13"></span>są <span class="_ _13"></span>weryfikowane <span class="_ _a"></span>i <span class="_ _13"></span>w <span class="_ _13"></span>razie <span class="_ _13"></span>potrzeby <span class="_ _a"></span>akt<span class="_ _a"></span>ualizowane <span class="_ _a"></span>nie <span class="_ _13"></span>rzadziej <span class="_ _a"></span>niż <span class="_ _13"></span>co <span class="_ _13"></span>3 <span class="_ _13"></span>miesiące. </div><div class="t m0 x1 he y28c ff4 fs8 fc1 sc0 ls0 ws0">Aktualizowane budżety projektw stanowią podstaw do:<span class="ff3"> </span></div><div class="t m0 x1 he y28d ff4 fs8 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _1e"> </span></span>weryfikacji ich rentowności i weryfikacji ewentualneg<span class="_ _0"></span>o odpisu aktualizującego wartość zapasw,<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y28e ff4 fs8 fc1 sc0 ls0 ws0">•<span class="ff3"> <span class="_ _1e"> </span>tworzenia prognoz </span>finansowych, budżetw rocznych i planw średniotermin<span class="_ _0"></span>owych.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y28f ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf yb3 ff1 fs4 fc0 sc0 ls0 ws0">UJMOWANIE <span class="ff2">PRZYC<span class="_ _a"></span>HODÓW Z<span class="_ _a"></span>E SPRZEDAŻY PRODU<span class="_ _a"></span>KTÓW <span class="_ _a"></span></span> </div><div class="t m0 x1 he y290 ff4 fs8 fc1 sc0 ls0 ws0">Przychody <span class="_ _4"></span>ze <span class="_ _0"></span>sprzedaży <span class="_ _4"></span>nieruchomo<span class="_ _a"></span>ści <span class="_ _4"></span>(jednostek <span class="_ _4"></span>mieszkalnych, powierzchni <span class="_ _4"></span>komercyjnych <span class="_ _4"></span>itp.) <span class="_ _0"></span>są <span class="_ _0"></span>rozpoznawane <span class="_ _4"></span>w <span class="_ _0"></span>momencie </div><div class="t m0 x1 he y291 ff4 fs8 fc1 sc0 ls0 ws0">przejścia <span class="_ _a"></span>na <span class="_ _e"></span>nabywc <span class="_ _13"></span>nieruchomości <span class="_ _13"></span>kontroli <span class="_ _13"></span>nad <span class="_ _13"></span>nabywaną <span class="_ _13"></span>nieruchomością <span class="_ _13"></span>oraz <span class="_ _13"></span>znaczących <span class="_ _13"></span>ryzyk <span class="_ _13"></span>i <span class="_ _13"></span>korzyści <span class="_ _13"></span>właściwych <span class="_ _e"></span>dla </div><div class="t m0 x1 he y292 ff4 fs8 fc1 sc0 ls0 ws0">prawa w<span class="_ _a"></span>łasności. Według <span class="_ _a"></span>oceny <span class="_ _a"></span>kadry zarządzając<span class="_ _a"></span>ej Spłki <span class="_ _a"></span>nastpuje to<span class="_ _a"></span> w<span class="_ _a"></span> mo<span class="_ _a"></span>mencie wydania <span class="_ _a"></span>nieruchomości kupującemu <span class="_ _a"></span>na </div><div class="t m0 x1 he y293 ff3 fs8 fc1 sc0 ls0 ws0">podstawie <span class="_ _a"></span>podpisanego <span class="_ _e"></span>przez <span class="_ _a"></span>strony <span class="_ _13"></span>proto<span class="_ _a"></span><span class="ff4">kołu <span class="_ _13"></span>odbioru, <span class="_ _13"></span>pod <span class="_ _13"></span>warunkiem <span class="_ _a"></span>dokonania <span class="_ _13"></span>przez <span class="_ _13"></span>kupującego <span class="_ _13"></span>100% <span class="_ _13"></span>wpłat <span class="_ _e"></span>na <span class="_ _13"></span>poczet </span></div><div class="t m0 x1 he y294 ff4 fs8 fc1 sc0 ls0 ws0">ceny nabycia nieruchomości.<span class="ff3"> </span></div><div class="t m0 x1 he y295 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y296 ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="fs8"> </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 x3 y11 w3 hd" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">18<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y297 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y298 ff1 fs9 fc0 sc0 lsf ws0">7.6<span class="ff5 ls0"> <span class="_ _d"> </span><span class="ff2 fc1">WARTOŚCI NIEMATERIALNE<span class="ff1"> </span></span></span></div><div class="t m0 x1 he y15b ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y299 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y29a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y29b ff4 fs8 fc1 sc0 ls0 ws0">Wartości <span class="_ _13"></span>niematerialne <span class="_ _a"></span>są <span class="_ _13"></span>amo<span class="_ _a"></span>rtyzowane <span class="_ _13"></span>przez <span class="_ _13"></span>okres <span class="_ _13"></span>ich <span class="_ _13"></span>szacunkowej, <span class="_ _13"></span>ekonomicznej <span class="_ _13"></span>użyteczności, <span class="_ _13"></span>ktry <span class="_ _13"></span>wynosi <span class="_ _13"></span>przecitnie<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y29c ff3 fs8 fc1 sc0 ls18 ws0">od<span class="ls0"> <span class="ff4">2 do 5 lat. Nie wystpu<span class="_ _0"></span>ją warto<span class="_ _a"></span>ści niematerialne o nieokreś<span class="_ _0"></span>lonym okresie użytkowania.<span class="_ _a"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 he y29d ff4 fs8 fc1 sc0 ls0 ws0">Na <span class="_ _13"></span>dzie <span class="_ _13"></span>31 <span class="_ _e"></span>grudnia <span class="_ _13"></span><span class="ff3 ls6">2022<span class="ls0"> <span class="_ _e"></span></span></span>roku <span class="_ _13"></span>n<span class="_ _a"></span>ie <span class="_ _13"></span>wystąpiły <span class="_ _e"></span>okoliczności, <span class="_ _13"></span>w <span class="_ _e"></span>wyniku <span class="_ _13"></span>ktrych <span class="_ _13"></span>Spłka <span class="_ _e"></span>winna <span class="_ _13"></span>utworzyć <span class="_ _e"></span>odpisy <span class="_ _13"></span>aktualizujące <span class="_ _13"></span>na </div><div class="t m0 x1 he y29e ff4 fs8 fc1 sc0 ls0 ws0">wartości niematerialne. <span class="ff3"> </span></div><div class="t m0 x1 he y76 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y29f ff3 fs8 fc1 sc0 ls0 ws0">Koszty amortyzacji war<span class="ff4">tości niematerialnych zostały ujte w kosztach sprzedaży i kosztach oglnego zarządu.</span> </div><div class="t m0 x1 he y2a0 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y2a1 ff4 fs8 fc1 sc0 ls0 ws0">Na wartościach niematerialnych nie ustanowiono żadnych zabezpiecze.<span class="ff3"> </span></div><div class="t m0 x2 he y2a2 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y2a3 ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="fs8"> </span></div></div><div class="c x1 y2a4 w23 h26"><div class="t m0 x0 h9 y2a5 ff2 fs5 fc1 sc0 ls0 ws0">WARTOŚCI NIEMATERIALNE<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x0 h12 yca ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x62 y2a4 w24 h26"><div class="t m0 x42 h9 y2a5 ff2 fs5 fc1 sc0 ls0 ws0">Inne wartości </div><div class="t m0 x4e h9 yca ff1 fs5 fc1 sc0 ls0 ws0">niematerialne </div></div><div class="c x63 y2a4 w25 h26"><div class="t m0 x20 h9 y2a5 ff1 fs5 fc1 sc0 ls0 ws0">Oprogramowanie </div><div class="t m0 x4e h9 yca ff1 fs5 fc1 sc0 ls0 ws0">komputerowe </div></div><div class="c x64 y2a4 w24 h26"><div class="t m0 x65 h9 y2a5 ff2 fs5 fc1 sc0 ls0 ws0">Wartości </div><div class="t m0 x5b h9 yca ff1 fs5 fc1 sc0 ls0 ws0">niematerialne </div><div class="t m0 x5c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">w realizacji </div></div><div class="c x66 y2a4 w26 h26"><div class="t m0 x5d h9 y2a5 ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x1 y2a6 w23 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">WARTOŚĆ BRUTTO<span class="ff1"> </span></div></div><div class="c x62 y2a6 w24 h13"><div class="t m0 x52 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x63 y2a6 w25 h13"><div class="t m0 x52 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x64 y2a6 w24 h13"><div class="t m0 x52 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x66 y2a6 w26 h13"><div class="t m0 x67 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y92 w23 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Saldo na 1 stycznia 2021 </div></div><div class="c x62 y92 w24 h11"><div class="t m0 x1d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7 147<span class="ls0"> </span></div></div><div class="c x63 y92 w25 h11"><div class="t m0 x2 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">21 733<span class="ls0"> </span></div></div><div class="c x64 y92 w24 h11"><div class="t m0 x2d h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x66 y92 w26 h11"><div class="t m0 x5d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">28 880<span class="ls0"> </span></div></div><div class="c x1 y93 w23 h13"><div class="t m0 x38 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia <span class="ff3"> </span></div></div><div class="c x62 y93 w24 h13"><div class="t m0 x68 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">624<span class="ls0"> </span></div></div><div class="c x63 y93 w25 h13"><div class="t m0 x3a h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">14<span class="ls0"> </span></div></div><div class="c x64 y93 w24 h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">7 220<span class="ls0"> </span></div></div><div class="c x66 y93 w26 h13"><div class="t m0 x34 h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">7 858<span class="ff1 ls0"> </span></div></div><div class="c x1 y94 w23 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Przeniesieni<span class="_ _0"></span>a </div></div><div class="c x62 y94 w24 h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 lsa ws0">(1<span class="ls0"> <span class="ls8">339)</span> </span></div></div><div class="c x63 y94 w25 h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">8 289<span class="ls0"> </span></div></div><div class="c x64 y94 w24 h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(6 950) </div></div><div class="c x66 y94 w26 h11"><div class="t m0 xb h9 y90 ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x1 y2a7 w23 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia)  </div></div><div class="c x62 y2a7 w24 h13"><div class="t m0 x2d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x63 y2a7 w25 h13"><div class="t m0 x2d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x64 y2a7 w24 h13"><div class="t m0 x2d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x66 y2a7 w26 h13"><div class="t m0 xb h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y96 w23 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Saldo na 31 grudnia 2021<span class="ff3"> </span></div></div><div class="c x62 y96 w24 h13"><div class="t m0 x1d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">6 432<span class="ls0"> </span></div></div><div class="c x63 y96 w25 h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">30 036<span class="ls0"> </span></div></div><div class="c x64 y96 w24 h13"><div class="t m0 x68 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">270<span class="ls0"> </span></div></div><div class="c x66 y96 w26 h13"><div class="t m0 x5d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">36 738<span class="ls0"> </span></div></div><div class="c x1 y97 w23 h11"><div class="t m0 x38 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia <span class="ff3"> </span></div></div><div class="c x62 y97 w24 h11"><div class="t m0 x68 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">601<span class="ls0"> </span></div></div><div class="c x63 y97 w25 h11"><div class="t m0 x2d h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x64 y97 w24 h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">5 411<span class="ls0"> </span></div></div><div class="c x66 y97 w26 h11"><div class="t m0 x34 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">6 012<span class="ls0"> </span></div></div><div class="c x1 y2a8 w23 h14"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Przeniesieni<span class="_ _0"></span>a </div></div><div class="c x62 y2a8 w24 h14"><div class="t m0 x2d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x63 y2a8 w25 h14"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">5 499<span class="ls0"> </span></div></div><div class="c x64 y2a8 w24 h14"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(5 499) </div></div><div class="c x66 y2a8 w26 h14"><div class="t m0 xb h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y2a9 w23 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia)  </div></div><div class="c x62 y2a9 w24 h11"><div class="t m0 x2d h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x63 y2a9 w25 h11"><div class="t m0 x2d h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x64 y2a9 w24 h11"><div class="t m0 x2d h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x66 y2a9 w26 h11"><div class="t m0 xb h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y2aa w23 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Saldo na 31 grudnia <span class="ls8">2022</span> </div></div><div class="c x62 y2aa w24 h11"><div class="t m0 x1d h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">7 <span class="ls8">033</span> </div></div><div class="c x63 y2aa w25 h11"><div class="t m0 x2 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">35 <span class="ls8">53</span>5 </div></div><div class="c x64 y2aa w24 h11"><div class="t m0 x68 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">182<span class="ls0"> </span></div></div><div class="c x66 y2aa w26 h11"><div class="t m0 x5d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">42<span class="ls0"> </span>750<span class="ls0"> </span></div></div><div class="c x1 y251 w23 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x62 y251 w24 h11"><div class="t m0 x69 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x63 y251 w25 h11"><div class="t m0 x69 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x64 y251 w24 h11"><div class="t m0 x69 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x66 y251 w26 h11"><div class="t m0 x24 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y2ab w23 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">SKUMULOWANA AMORTYZAC<span class="_ _0"></span>JA </div></div><div class="c x62 y2ab w24 h13"><div class="t m0 x69 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x63 y2ab w25 h13"><div class="t m0 x69 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x64 y2ab w24 h13"><div class="t m0 x69 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x66 y2ab w26 h13"><div class="t m0 x24 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y2ac w23 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Saldo na 1 stycznia 2021 </div></div><div class="c x62 y2ac w24 h11"><div class="t m0 x1d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">5 642<span class="ls0"> </span></div></div><div class="c x63 y2ac w25 h11"><div class="t m0 x1d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">8 224<span class="ls0"> </span></div></div><div class="c x64 y2ac w24 h11"><div class="t m0 x22 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> <span class="_ _1f"> </span>- </div></div><div class="c x66 y2ac w26 h11"><div class="t m0 x5d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">13 866<span class="ls0"> </span></div></div><div class="c x1 y2ad w23 h13"><div class="t m0 x38 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia <span class="ff3"> </span></div></div><div class="c x62 y2ad w24 h13"><div class="t m0 x68 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">886<span class="ls0"> </span></div></div><div class="c x63 y2ad w25 h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">3 327<span class="ls0"> </span></div></div><div class="c x64 y2ad w24 h13"><div class="t m0 x2d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x66 y2ad w26 h13"><div class="t m0 x34 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">4 213<span class="ls0"> </span></div></div><div class="c x1 y2ae w23 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia)  </div></div><div class="c x62 y2ae w24 h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 lsa ws0">(1<span class="ls0"> <span class="ls8">335)</span> </span></div></div><div class="c x63 y2ae w25 h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 335<span class="ls0"> </span></div></div><div class="c x64 y2ae w24 h13"><div class="t m0 x2d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x66 y2ae w26 h13"><div class="t m0 xb h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y2af w23 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Saldo na 31 grudnia 2021 </div></div><div class="c x62 y2af w24 h11"><div class="t m0 x1d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">5 193<span class="ls0"> </span></div></div><div class="c x63 y2af w25 h11"><div class="t m0 x2 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">12<span class="ls0"> </span>886<span class="ls0"> </span></div></div><div class="c x64 y2af w24 h11"><div class="t m0 x2d h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x66 y2af w26 h11"><div class="t m0 x5d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">18 079<span class="ls0"> </span></div></div><div class="c x1 y2b0 w23 h13"><div class="t m0 x38 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia <span class="ff3"> </span></div></div><div class="c x62 y2b0 w24 h13"><div class="t m0 x68 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">67<span class="ls0">1 </span></div></div><div class="c x63 y2b0 w25 h13"><div class="t m0 x1d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">4 <span class="ls8">341</span> </div></div><div class="c x64 y2b0 w24 h13"><div class="t m0 x2d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x66 y2b0 w26 h13"><div class="t m0 x34 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls8">01</span>2 </div></div><div class="c x1 ydb w23 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia) </div></div><div class="c x62 ydb w24 h13"><div class="t m0 x2d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x63 ydb w25 h13"><div class="t m0 x2d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x64 ydb w24 h13"><div class="t m0 x2d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x66 ydb w26 h13"><div class="t m0 xb h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y55 w23 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Saldo na 31 grudnia <span class="ls8">202</span>2<span class="ff3"> </span></div></div><div class="c x62 y55 w24 h11"><div class="t m0 x1d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">5 864<span class="ls0"> </span></div></div><div class="c x63 y55 w25 h11"><div class="t m0 x2 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">17<span class="ls0"> </span>227<span class="ls0"> </span></div></div><div class="c x64 y55 w24 h11"><div class="t m0 x2d h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x66 y55 w26 h11"><div class="t m0 x5d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">23<span class="ls0"> </span>091<span class="ls0"> </span></div></div><div class="c x1 y2b1 w23 h11"><div class="t m0 x38 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x62 y2b1 w24 h11"><div class="t m0 x69 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x63 y2b1 w25 h11"><div class="t m0 x69 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x64 y2b1 w24 h11"><div class="t m0 x69 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x66 y2b1 w26 h11"><div class="t m0 x24 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y6e w23 h13"><div class="t m0 x38 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">WARTOŚĆ NETTO<span class="ff1"> </span></div></div><div class="c x62 y6e w24 h13"><div class="t m0 x69 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x63 y6e w25 h13"><div class="t m0 x69 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x64 y6e w24 h13"><div class="t m0 x69 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x66 y6e w26 h13"><div class="t m0 x24 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y2b2 w23 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">na 31 grudnia 2021 </div></div><div class="c x62 y2b2 w24 h11"><div class="t m0 x1d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">1 239<span class="ls0"> </span></div></div><div class="c x63 y2b2 w25 h11"><div class="t m0 x2 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">17 150<span class="ls0"> </span></div></div><div class="c x64 y2b2 w24 h11"><div class="t m0 x68 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">270<span class="ls0"> </span></div></div><div class="c x66 y2b2 w26 h11"><div class="t m0 x5d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">18 659<span class="ls0"> </span></div></div><div class="c x1 y2b3 w23 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">na 31 grudnia <span class="ls8">2022</span> </div></div><div class="c x62 y2b3 w24 h13"><div class="t m0 x1d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">1 16<span class="ls0">9 </span></div></div><div class="c x63 y2b3 w25 h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">18 <span class="ls8">30</span>8 </div></div><div class="c x64 y2b3 w24 h13"><div class="t m0 x68 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">182<span class="ls0"> </span></div></div><div class="c x66 y2b3 w26 h13"><div class="t m0 x5d h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">19 <span class="ls8">659</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 x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">19<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y297 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y298 ff1 fs9 fc0 sc0 lsf ws0">7.7<span class="ff5 ls0"> <span class="_ _d"> </span><span class="ff2 fc1">RZECZOWE AKTYWA TRWAŁE<span class="ff1"> </span></span></span></div><div class="t m0 x1 he y15b ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y110 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y2b4 ff4 fs8 fc1 sc0 ls0 ws0">Zwikszenia rzeczowych aktyww trwałych nastąpiły w wyniku nab<span class="_ _0"></span>ycia.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y2b5 ff4 fs8 fc1 sc0 ls0 ws0">Na <span class="_ _13"></span>dzie <span class="_ _13"></span>31 <span class="_ _e"></span>grudnia <span class="_ _13"></span><span class="ff3 ls6">2022<span class="ls0"> <span class="_ _e"></span></span></span>roku <span class="_ _13"></span>n<span class="_ _a"></span>ie <span class="_ _13"></span>wystąpiły <span class="_ _e"></span>okoliczności, <span class="_ _13"></span>w <span class="_ _e"></span>wyniku <span class="_ _13"></span>ktrych <span class="_ _13"></span>Spłka <span class="_ _e"></span>winna <span class="_ _13"></span>utworzyć <span class="_ _e"></span>odpisy <span class="_ _13"></span>aktualizujące <span class="_ _13"></span>na </div><div class="t m0 x1 he y2b6 ff4 fs8 fc1 sc0 ls0 ws0">rzeczowe aktywa trwałe. <span class="ff3"> </span></div><div class="t m0 x1 he y2b7 ff4 fs8 fc1 sc0 ls0 ws0">Na środkach trwałych nie ustanowiono żadnych zabezpiecze.<span class="ff3"> </span></div><div class="t m0 x1 he y2b8 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y2b9 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y2ba ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y2bb ff1 fs9 fc0 sc0 lsf ws0">7.8<span class="ff5 ls0"> <span class="_ _d"> </span><span class="ff2 fc1">INWESTYCJE W JEDNOSTKACH ZALEŻNYCH, STOWARZYSZONYCH </span></span></div><div class="t m0 x4 h25 y2bc ff1 fs9 fc1 sc0 ls0 ws0">I <span class="ff2">WSPÓLNYCH PRZEDSIĘWZIĘCIACH</span> </div><div class="t m0 x1 he y2bd ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y2be w27 h27"><div class="t m0 x0 h9 y2bf ff2 fs5 fc1 sc0 ls0 ws0">INWESTYCJE W JEDNOSTKA<span class="_ _0"></span>CH ZALEŻNYCH, STOWARZYSZONYC<span class="_ _0"></span>H <span class="ff1"> </span></div><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">I WSPÓLNYM PRZEDSIĘWZIĘ<span class="_ _0"></span>CIU<span class="ff1"> </span></div></div><div class="c x6a y2be w28 h27"><div class="t m0 x5f h9 y2c0 ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y2be w29 h27"><div class="t m0 x6c h9 y2c0 ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y2c1 w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Udziały w jednostkach zale<span class="_ _0"></span>żnych, stowarzyszonych i wspl<span class="_ _0"></span>nym przedsiwziciu  <span class="ff1"> </span></div></div><div class="c x6a y2c1 w28 h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">486<span class="ls0"> </span>050<span class="ls0"> </span></div></div><div class="c x6b y2c1 w29 h13"><div class="t m0 x65 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">383 796<span class="ls0"> </span></div></div><div class="c x1 y2c2 w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Stan na koniec okresu  </div></div><div class="c x6a y2c2 w28 h13"><div class="t m0 x2e h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">486<span class="ls0"> </span>050<span class="ls0"> </span></div></div><div class="c x6b y2c2 w29 h13"><div class="t m0 x65 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">383 796<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y2c3 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y2c4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y2c5 ff1 fs4 fc0 sc0 ls0 ws0">U<span class="ff2">DZIAŁY W JEDNOSTK<span class="_ _a"></span>ACH ZALEŻNYCH, STO<span class="_ _a"></span>WARZYSZONYCH I W<span class="_ _a"></span>SPÓLNYM PRZEDS<span class="_ _a"></span>IĘWZIĘCIU <span class="_ _a"></span></span> </div><div class="t m0 x1 hf y2c6 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 he y2c7 ff4 fs8 fc1 sc0 ls0 ws0">Na dzie 31 grudnia 2022 i 2021 roku Spłka nie p<span class="_ _0"></span>osiadała inwestycji we wspłnych przedsiwziciach.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y2c8 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y2c9 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y2ca ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y2cb ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y2cc w23 h23"><div class="t m0 x0 h9 y2cd ff2 fs5 fc1 sc0 ls0 ws0">RZECZOWE AKTYWA TRWAŁE<span class="ff3"> </span></div><div class="t m0 x0 h9 y2ce ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x62 y2cc w24 h23"><div class="t m0 x59 h9 y2cd ff1 fs5 fc1 sc0 ls0 ws0">Prawo do </div><div class="t m0 x46 h9 y2ce ff2 fs5 fc1 sc0 ls0 ws0">użytkowania </div><div class="t m0 x18 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">powierzchni </div><div class="t m0 x52 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">biurowych </div></div><div class="c x63 y2cc w25 h23"><div class="t m0 x37 h9 y2cd ff2 fs5 fc1 sc0 ls0 ws0">Środki <span class="ff1"> </span></div><div class="t m0 x22 h9 y2ce ff1 fs5 fc1 sc0 ls0 ws0">transportu </div></div><div class="c x64 y2cc w24 h23"><div class="t m0 x5c h9 y2cd ff2 fs5 fc1 sc0 ls0 ws0">Urządzenia<span class="ff1"> </span></div><div class="t m0 x20 h9 y2ce ff2 fs5 fc1 sc0 ls0 ws0">i pozostałe środki<span class="_ _0"></span> </div><div class="t m0 x2 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">trwałe<span class="ff1"> </span></div></div><div class="c x66 y2cc w26 h23"><div class="t m0 x5d h9 y2cd ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x1 y92 w23 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">WARTOŚĆ BRUTTO<span class="ff1"> </span></div></div><div class="c x62 y92 w24 h11"><div class="t m0 x69 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x63 y92 w25 h11"><div class="t m0 x69 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x64 y92 w24 h11"><div class="t m0 x69 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x66 y92 w26 h11"><div class="t m0 x24 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 ycd w23 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Saldo na 1 stycznia 2021 </div></div><div class="c x62 ycd w24 h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">29 935<span class="ls0"> </span></div></div><div class="c x63 ycd w25 h13"><div class="t m0 x1d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7 081<span class="ls0"> </span></div></div><div class="c x64 ycd w24 h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">10 147<span class="ls0"> </span></div></div><div class="c x66 ycd w26 h13"><div class="t m0 x5d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">47 163<span class="ls0"> </span></div></div><div class="c x1 yce w23 h11"><div class="t m0 x38 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia <span class="ff3"> </span></div></div><div class="c x62 yce w24 h11"><div class="t m0 x68 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">419<span class="ls0"> </span></div></div><div class="c x63 yce w25 h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 637<span class="ls0"> </span></div></div><div class="c x64 yce w24 h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 086<span class="ls0"> </span></div></div><div class="c x66 yce w26 h11"><div class="t m0 x34 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">3 142<span class="ls0"> </span></div></div><div class="c x1 y2cf w23 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia)  </div></div><div class="c x62 y2cf w24 h13"><div class="t m0 x2d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x63 y2cf w25 h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 lsa ws0">(1<span class="ls0"> <span class="ls8">049)</span> </span></div></div><div class="c x64 y2cf w24 h13"><div class="t m0 x3 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(129) </div></div><div class="c x66 y2cf w26 h13"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 lsb ws0">(1<span class="ls0"> <span class="ls8">178)</span> </span></div></div><div class="c x1 y2d0 w23 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Saldo na 31 grudnia 2021 </div></div><div class="c x62 y2d0 w24 h11"><div class="t m0 x2 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">30 354<span class="ls0"> </span></div></div><div class="c x63 y2d0 w25 h11"><div class="t m0 x1d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">7 669<span class="ls0"> </span></div></div><div class="c x64 y2d0 w24 h11"><div class="t m0 x2 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">11 104<span class="ls0"> </span></div></div><div class="c x66 y2d0 w26 h11"><div class="t m0 x5d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">49 127<span class="ls0"> </span></div></div><div class="c x1 y2d1 w23 h11"><div class="t m0 x38 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia <span class="ff3"> </span></div></div><div class="c x62 y2d1 w24 h11"><div class="t m0 x68 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">624<span class="ls0"> </span></div></div><div class="c x63 y2d1 w25 h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 035<span class="ls0"> </span></div></div><div class="c x64 y2d1 w24 h11"><div class="t m0 x68 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">72<span class="ls0">2 </span></div></div><div class="c x66 y2d1 w26 h11"><div class="t m0 x34 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">2 <span class="ls8">38</span>1 </div></div><div class="c x1 y2d2 w23 h14"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia)  </div></div><div class="c x62 y2d2 w24 h14"><div class="t m0 x2d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x63 y2d2 w25 h14"><div class="t m0 x3 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls8">900</span>) </div></div><div class="c x64 y2d2 w24 h14"><div class="t m0 x3 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls8">22</span>0) </div></div><div class="c x66 y2d2 w26 h14"><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 lsb ws0">(1<span class="ls0"> 120) </span></div></div><div class="c x1 y99 w23 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Saldo na 31 grudnia <span class="ls8">2022</span>  </div></div><div class="c x62 y99 w24 h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">30 978<span class="ls0"> </span></div></div><div class="c x63 y99 w25 h13"><div class="t m0 x1d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7 804<span class="ls0"> </span></div></div><div class="c x64 y99 w24 h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">11 606<span class="ls0"> </span></div></div><div class="c x66 y99 w26 h13"><div class="t m0 x5d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">50<span class="ls0"> </span>388<span class="ls0"> </span></div></div><div class="c x1 y2d3 w23 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x62 y2d3 w24 h13"><div class="t m0 x69 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x63 y2d3 w25 h13"><div class="t m0 x69 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x64 y2d3 w24 h13"><div class="t m0 x69 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x66 y2d3 w26 h13"><div class="t m0 x24 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y2d4 w23 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">SKUMULOWANA AMORTYZAC<span class="_ _0"></span>JA </div></div><div class="c x62 y2d4 w24 h11"><div class="t m0 x69 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x63 y2d4 w25 h11"><div class="t m0 x69 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x64 y2d4 w24 h11"><div class="t m0 x69 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x66 y2d4 w26 h11"><div class="t m0 x24 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y9c w23 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Saldo na 1 stycznia 2021 </div></div><div class="c x62 y9c w24 h13"><div class="t m0 x1d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7 532<span class="ls0"> </span></div></div><div class="c x63 y9c w25 h13"><div class="t m0 x1d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">5 411<span class="ls0"> </span></div></div><div class="c x64 y9c w24 h13"><div class="t m0 x1d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7 659<span class="ls0"> </span></div></div><div class="c x66 y9c w26 h13"><div class="t m0 x5d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">20 602<span class="ls0"> </span></div></div><div class="c x1 y9d w23 h11"><div class="t m0 x38 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia <span class="ff3"> </span></div></div><div class="c x62 y9d w24 h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">3 805<span class="ls0"> </span></div></div><div class="c x63 y9d w25 h11"><div class="t m0 x68 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">843<span class="ls0"> </span></div></div><div class="c x64 y9d w24 h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 482<span class="ls0"> </span></div></div><div class="c x66 y9d w26 h11"><div class="t m0 x34 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">6 130<span class="ls0"> </span></div></div><div class="c x1 y2d5 w23 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia)  </div></div><div class="c x62 y2d5 w24 h13"><div class="t m0 x2d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x63 y2d5 w25 h13"><div class="t m0 x3 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(847) </div></div><div class="c x64 y2d5 w24 h13"><div class="t m0 x3 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(129) </div></div><div class="c x66 y2d5 w26 h13"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(976) </div></div><div class="c x1 y9f w23 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Saldo na 31 grudnia 2021 </div></div><div class="c x62 y9f w24 h11"><div class="t m0 x2 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">11 337<span class="ls0"> </span></div></div><div class="c x63 y9f w25 h11"><div class="t m0 x1d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">5 407<span class="ls0"> </span></div></div><div class="c x64 y9f w24 h11"><div class="t m0 x1d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">9 012<span class="ls0"> </span></div></div><div class="c x66 y9f w26 h11"><div class="t m0 x5d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">25 756<span class="ls0"> </span></div></div><div class="c x1 ya0 w23 h11"><div class="t m0 x38 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia <span class="ff3"> </span></div></div><div class="c x62 ya0 w24 h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">3 <span class="ls8">959</span> </div></div><div class="c x63 ya0 w25 h11"><div class="t m0 x68 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">910<span class="ls0"> </span></div></div><div class="c x64 ya0 w24 h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 18<span class="ls0">0 </span></div></div><div class="c x66 ya0 w26 h11"><div class="t m0 x34 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">6 <span class="ls0">0</span>49<span class="ls0"> </span></div></div><div class="c x1 y2d6 w23 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia) </div></div><div class="c x62 y2d6 w24 h13"><div class="t m0 x2d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x63 y2d6 w25 h13"><div class="t m0 x3 h12 y8b ff3 fs5 fc1 sc0 lsa ws0">(8<span class="ls8">04<span class="ls0">) </span></span></div></div><div class="c x64 y2d6 w24 h13"><div class="t m0 x3 h12 y8b ff3 fs5 fc1 sc0 lsa ws0">(1<span class="ls8">79<span class="ls0">) </span></span></div></div><div class="c x66 y2d6 w26 h13"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 lsa ws0">(9<span class="ls8">83<span class="ls0">) </span></span></div></div><div class="c x1 ya2 w23 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Saldo na 31 grudnia <span class="ls8">2022</span> </div></div><div class="c x62 ya2 w24 h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">15 <span class="ls8">296</span> </div></div><div class="c x63 ya2 w25 h13"><div class="t m0 x1d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">5 51<span class="ls0">3 </span></div></div><div class="c x64 ya2 w24 h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">10<span class="ls0"> </span>01<span class="ls0">3 </span></div></div><div class="c x66 ya2 w26 h13"><div class="t m0 x5d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">30<span class="ls0"> </span>82<span class="ls0">2 </span></div></div><div class="c x1 y2d7 w23 h13"><div class="t m0 x38 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x62 y2d7 w24 h13"><div class="t m0 x69 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x63 y2d7 w25 h13"><div class="t m0 x69 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x64 y2d7 w24 h13"><div class="t m0 x69 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x66 y2d7 w26 h13"><div class="t m0 x24 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y2d8 w23 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">WARTOŚĆ NETTO<span class="ff1"> </span></div></div><div class="c x62 y2d8 w24 h11"><div class="t m0 x69 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x63 y2d8 w25 h11"><div class="t m0 x69 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x64 y2d8 w24 h11"><div class="t m0 x69 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x66 y2d8 w26 h11"><div class="t m0 x24 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y2d9 w23 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">na 31 grudnia 2021 </div></div><div class="c x62 y2d9 w24 h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">19 017<span class="ls0"> </span></div></div><div class="c x63 y2d9 w25 h13"><div class="t m0 x1d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2 262<span class="ls0"> </span></div></div><div class="c x64 y2d9 w24 h13"><div class="t m0 x1d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2 092<span class="ls0"> </span></div></div><div class="c x66 y2d9 w26 h13"><div class="t m0 x5d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">23 371<span class="ls0"> </span></div></div><div class="c x1 y2da w23 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">na 31 grudnia <span class="ls8">2022</span> </div></div><div class="c x62 y2da w24 h11"><div class="t m0 x2 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">15 <span class="ls8">682</span> </div></div><div class="c x63 y2da w25 h11"><div class="t m0 x1d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2 291<span class="ls0"> </span></div></div><div class="c x64 y2da w24 h11"><div class="t m0 x1d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">1 59<span class="ls0">3 </span></div></div><div class="c x66 y2da w26 h11"><div class="t m0 x5d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">19<span class="ls0"> </span>566<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 x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">20<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y297 ff4 fs8 fc1 sc0 ls0 ws0">Inwestycje w jednostkach zależnych<span class="ff3"> i stowarzyszonych przedstawiono w </span>poniż<span class="ff3">szej tabeli: </span></div><div class="t m0 x1 he y2db ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h12 y2dc ff4 fs5 fc1 sc0 ls0 ws0">*) <span class="_ _13"></span>Euro <span class="_ _13"></span>Styl <span class="_ _13"></span>S.A. <span class="_ _13"></span>jest <span class="_ _e"></span>podmiotem <span class="_ _a"></span>dominującym <span class="_ _13"></span>Grupy <span class="_ _13"></span>Kapitałowej <span class="_ _13"></span>Euro <span class="_ _13"></span>Styl<span class="_ _a"></span><span class="ff3"> <span class="_ _13"></span>S.A.<span class="_ _a"></span></span>, <span class="_ _13"></span>w <span class="_ _13"></span>ktrej <span class="_ _13"></span>udziały <span class="_ _13"></span>niekontrolujące <span class="_ _a"></span>posiada <span class="_ _13"></span>Euro <span class="_ _13"></span>S<span class="_ _a"></span>tyl </div><div class="t m0 x6e h12 y2dd ff3 fs5 fc1 sc0 ls0 ws0">Development <span class="_ _a"></span>sp. <span class="_ _13"></span>z <span class="_ _13"></span>o.o.<span class="_ _a"></span> <span class="_ _13"></span>w <span class="_ _13"></span>likwidacji. <span class="_ _13"></span><span class="ff4">W <span class="_ _13"></span>wyniku <span class="_ _13"></span>nabycia <span class="_ _13"></span>obydwu <span class="_ _13"></span>tych <span class="_ _e"></span>spłek, <span class="_ _a"></span>Dom <span class="_ _e"></span>Developmen<span class="_ _0"></span>t <span class="_ _13"></span>S.A. <span class="_ _13"></span>uzyskała <span class="_ _e"></span>pełną <span class="_ _a"></span>kontrol <span class="_ _13"></span>nad </span></div><div class="t m0 x6e h12 y2de ff4 fs5 fc1 sc0 ls0 ws0">Grupą Kapitałową Euro Styl<span class="ff3"> S.A.  </span></div><div class="t m0 x1 h12 y2df ff4 fs5 fc1 sc0 ls0 ws0">**) Sento S.A. jest podmio<span class="_ _0"></span>tem dominującym Grupy Kapitałowe<span class="_ _0"></span>j Sento S.A.<span class="ff3"> </span></div><div class="t m0 x1 he y2e0 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe he y2e1 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Grupa Kapitałowa Euro Styl S.A.<span class="ff3"> </span></span></span></div><div class="t m0 x1 he y2e2 ff3 fs8 fc1 sc0 ls0 ws0">Grupa <span class="ff4">Kapitałow</span>a Euro Styl S.A. p<span class="_ _0"></span>rowadzi <span class="ff4">działalność dewelopers<span class="_ _0"></span>ką w segmencie mieszkaniowym na rynku Trjmiasta i <span class="_ _0"></span>okolic. </span></div><div class="t m0 x1 he y2e3 ff4 fs8 fc1 sc0 ls0 ws0">Skład Grupy Euro Styl na dzie 31 grudnia <span class="ff3 ls6">2022<span class="ls0"> </span></span>r. przedstawia poniższa tabela:<span class="ff3"> </span></div><div class="t m0 x1 he y2e4 ff4 fs8 fc1 sc0 ls0 ws0">Grupa ta posiada w swoim portfelu<span class="_ _0"></span> spłk Euro Styl Construction Sp. z o.o., ktra reali<span class="_ _0"></span>zuje budow inwestycji mie<span class="_ _0"></span>szkaniowych </div><div class="t m0 x1 he y2e5 ff4 fs8 fc1 sc0 ls0 ws0">w formacie generalnego wykonawstwa wyłącznie dla sp<span class="_ _0"></span>łek Grupy Kapitałowej Euro Styl S.A.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y2e6 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe he y2e7 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Dom Development Wrocław sp. z o.o. <span class="ff3"> </span></span></span></div><div class="t m0 x1 he y2e8 ff3 fs8 fc1 sc0 ls0 ws0">Przed<span class="ff4">miotem działalności spłki jest p<span class="_ _0"></span>rowadzenie projektw deweloperskich na terenie Wrocławia.<span class="_ _a"></span><span class="ff3"> </span></span></div><div class="t m0 x1 he y2e9 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe he y2ea ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Grupa Kapitałowa Sento S.A. <span class="ff3"> </span></span></span></div><div class="t m0 x1 he y2eb ff4 fs8 fc1 sc0 ls0 ws0">Sento <span class="_ _a"></span>S.<span class="_ _a"></span>A. <span class="_ _13"></span>jest <span class="_ _13"></span>podmiotem <span class="_ _13"></span>dominującym <span class="_ _13"></span>Grupy <span class="_ _13"></span>Ka<span class="_ _a"></span>pitałowej <span class="_ _13"></span>Sento <span class="_ _13"></span>S.A. <span class="_ _13"></span>Przedmiotem <span class="_ _13"></span>działalności <span class="_ _13"></span>tej <span class="_ _13"></span>grupy <span class="_ _13"></span>jest <span class="_ _e"></span>prowadzenie </div><div class="t m0 x1 he y2ec ff4 fs8 fc1 sc0 ls0 ws0">projektw <span class="_ _a"></span>deweloperskich <span class="_ _13"></span>na <span class="_ _a"></span>ter<span class="_ _a"></span>enie <span class="_ _a"></span>Krakowa. <span class="_ _13"></span>W <span class="_ _13"></span>marcu <span class="_ _13"></span>2022 <span class="_ _a"></span>r. <span class="_ _13"></span>miało <span class="_ _13"></span>miejsce <span class="_ _a"></span>nabycie <span class="_ _13"></span>przez <span class="_ _a"></span>S<span class="_ _a"></span>ento <span class="_ _13"></span>S.A. <span class="_ _a"></span>od <span class="_ _13"></span>jej <span class="_ _13"></span>akcjonariusza </div><div class="t m0 x1 he y2ed ff4 fs8 fc1 sc0 ls0 ws0">mniejszościowego czści akcji <span class="_ _a"></span>własnych w celu ich umorzenia oraz<span class="_ _a"></span> jednoczene nabycie wszystkich p<span class="_ _a"></span>ozostałych akcji Sento <span class="_ _a"></span>S.A. </div><div class="t m0 x1 he y2ee ff4 fs8 fc1 sc0 ls0 ws0">przez <span class="_ _f"></span>spłk <span class="_ _f"></span>Dom <span class="_ _f"></span>Development <span class="_ _f"></span>Krakw <span class="_ _f"> </span>Sp. <span class="_ _f"></span>z <span class="_ _f"></span>o.o. <span class="_ _f"> </span>i <span class="_ _f"> </span>emisja <span class="_ _f"> </span>nowych <span class="_ _f"></span>akcji <span class="_ _f"></span>objtych <span class="_ _f"></span>całkowicie <span class="_ _f"></span>przez <span class="_ _f"></span>Spłk. <span class="_ _f"></span>W <span class="_ _f"></span>wyniku <span class="_ _f"></span>tych </div><div class="t m0 x1 he y2ef ff4 fs8 fc1 sc0 ls0 ws0">transakcji <span class="_ _e"></span>Spłka <span class="_ _f"></span>posiadała <span class="_ _f"></span>bezpośrednio <span class="_ _e"></span>93,7% <span class="_ _f"></span>akcji <span class="_ _f"></span>Sento <span class="_ _e"></span>S.A., <span class="_ _f"></span>natomiast <span class="_ _f"></span>pośrednio <span class="_ _e"></span>i <span class="_ _f"></span>bezpośrednio <span class="_ _f"></span>posiada<span class="ls19">ła</span><span class="ff3"> <span class="_ _f"></span>100% <span class="_ _f"></span>akcji </span></div><div class="t m0 x1 he y2f0 ff4 fs8 fc1 sc0 ls0 ws0">Sento <span class="_ _13"></span>S.A. <span class="_ _e"></span>W <span class="_ _e"></span>grudniu <span class="_ _e"></span>2022 <span class="_ _e"></span>roku <span class="_ _e"></span>Spłka <span class="_ _e"></span>nabyła <span class="_ _e"></span>od <span class="_ _e"></span> <span class="_ _e"></span>Dom <span class="_ _e"></span>Development <span class="_ _13"></span>Krakw <span class="_ _e"></span><span class="ff3">s</span>p. <span class="_ _e"></span>z <span class="_ _e"></span>o.o. <span class="_ _e"></span>6,3% <span class="_ _e"></span>akcji <span class="_ _13"></span>Sento <span class="_ _e"></span>S.A., <span class="_ _e"></span>stając <span class="_ _e"></span>si <span class="_ _13"></span>jej </div><div class="t m0 x1 he y2f1 ff3 fs8 fc1 sc0 ls0 ws0">jedynym akcjonariuszem. </div><div class="t m0 x1 he y2f2 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe he y2f3 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Dom Development Kredyty sp. z o.o. </span></span></div><div class="t m0 x1 he y2f4 ff4 fs8 fc1 sc0 ls0 ws0">W ramach s<span class="_ _0"></span>wojej działalności statutowej s<span class="_ _0"></span>płka ta prowadzi <span class="_ _0"></span>usługi pośrednictwa kredytoweg<span class="_ _0"></span>o na rzecz instytu<span class="_ _0"></span>cji finansowy<span class="_ _a"></span><span class="ff3">c<span class="_ _a"></span>h. </span></div></div><div class="c x6f y2f5 w2a h1b"><div class="t m0 x0 h9 y2f6 ff2 fs5 fc1 sc0 ls0 ws0">UDZIAŁY <span class="ff1"> </span></div><div class="t m0 x0 h9 y2f7 ff2 fs5 fc1 sc0 ls0 ws0">W JEDNOSTKACH ZALEŻNYCH, <span class="ff1"> </span></div><div class="t m0 x0 h9 y2f8 ff1 fs5 fc1 sc0 ls0 ws0">STOWARZYSZONYCH </div><div class="t m0 x0 h9 y2f9 ff1 fs5 fc1 sc0 ls0 ws0">I <span class="ff2">WSPÓLNYM PRZEDSIĘWZIĘ<span class="_ _0"></span>CIU<span class="ff1"> </span></span></div></div><div class="c x70 y2fa w2b h1a"><div class="t m0 x32 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Stan na 31.12.2022<span class="ff3"> </span></div></div><div class="c x71 y2fa w2c h1a"><div class="t m0 x32 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Stan na 31.12.2021 </div></div><div class="c x70 y2f5 w2d h1c"><div class="t m0 x43 h9 y2fb ff2 fs5 fc1 sc0 ls0 ws0">Udziały Spółki<span class="ff1"> </span></div><div class="t m0 x72 h9 y2a5 ff1 fs5 fc1 sc0 ls0 ws0">(%) </div></div><div class="c x73 y2f5 w2e h1c"><div class="t m0 x45 h9 y2fb ff2 fs5 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 x1c h9 y2a5 ff1 fs5 fc1 sc0 ls0 ws0">inwestycji </div><div class="t m0 x46 h9 y2fc ff1 fs5 fc1 sc0 ls0 ws0">brutto </div></div><div class="c x74 y2f5 w2f h1c"><div class="t m0 x41 h9 y2fb ff2 fs5 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 x75 h9 y2a5 ff1 fs5 fc1 sc0 ls0 ws0">bilansowa </div><div class="t m0 x75 h9 y2fc ff1 fs5 fc1 sc0 ls0 ws0">inwestycji </div><div class="t m0 x42 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">netto </div></div><div class="c x76 y2f5 w30 h1c"><div class="t m0 x43 h9 y2fb ff2 fs5 fc1 sc0 ls0 ws0">Udziały Spółki<span class="ff1"> </span></div><div class="t m0 x5f h9 y2a5 ff1 fs5 fc1 sc0 ls0 ws0">(%) </div></div><div class="c x77 y2f5 w2d h1c"><div class="t m0 x78 h9 y2fb ff2 fs5 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 x20 h9 y2a5 ff1 fs5 fc1 sc0 ls0 ws0">inwestycji </div><div class="t m0 x5b h9 y2fc ff1 fs5 fc1 sc0 ls0 ws0">brutto </div></div><div class="c x79 y2f5 w2e h1c"><div class="t m0 x41 h9 y2fb ff2 fs5 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 x75 h9 y2a5 ff1 fs5 fc1 sc0 ls0 ws0">bilansowa </div><div class="t m0 x75 h9 y2fc ff1 fs5 fc1 sc0 ls0 ws0">inwestycji </div><div class="t m0 x5b h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">netto </div></div><div class="c x6f y2fd w2a h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Development Grun<span class="_ _0"></span>ty sp. z o.o.  </div></div><div class="c x70 y2fd w2d h13"><div class="t m0 x2c h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">46%<span class="ff1 ls0"> </span></div></div><div class="c x73 y2fd w2e h13"><div class="t m0 x65 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">24<span class="ls0"> </span></div></div><div class="c x74 y2fd w2f h13"><div class="t m0 x52 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">24<span class="ls0"> </span></div></div><div class="c x76 y2fd w30 h13"><div class="t m0 x22 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">46%<span class="ls0"> </span></div></div><div class="c x77 y2fd w2d h13"><div class="t m0 x7a h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">24<span class="ls0"> </span></div></div><div class="c x79 y2fd w2e h13"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">24<span class="ls0"> </span></div></div><div class="c x6f y2fe w2a h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o.<span class="ff3"> </span></div></div><div class="c x70 y2fe w2d h13"><div class="t m0 x7b h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ff1 ls0"> </span></div></div><div class="c x73 y2fe w2e h13"><div class="t m0 x51 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">51<span class="ls0"> </span>002<span class="ls0"> </span></div></div><div class="c x74 y2fe w2f h13"><div class="t m0 x7c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">51<span class="ls0"> </span>002<span class="ls0"> </span></div></div><div class="c x76 y2fe w30 h13"><div class="t m0 x6c h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ls0"> </span></div></div><div class="c x77 y2fe w2d h13"><div class="t m0 x48 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">79 002<span class="ls0"> </span></div></div><div class="c x79 y2fe w2e h13"><div class="t m0 x4c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">79 002<span class="ls0"> </span></div></div><div class="c x6f y2ff w2a h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Dom Development Kred<span class="_ _0"></span>yty sp. z o.o. </div></div><div class="c x70 y2ff w2d h11"><div class="t m0 x7b h9 y90 ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ff1 ls0"> </span></div></div><div class="c x73 y2ff w2e h11"><div class="t m0 x7a h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">505<span class="ls0"> </span></div></div><div class="c x74 y2ff w2f h11"><div class="t m0 x50 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">505<span class="ls0"> </span></div></div><div class="c x76 y2ff w30 h11"><div class="t m0 x6c h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ls0"> </span></div></div><div class="c x77 y2ff w2d h11"><div class="t m0 x31 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">505<span class="ls0"> </span></div></div><div class="c x79 y2ff w2e h11"><div class="t m0 x6c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">505<span class="ls0"> </span></div></div><div class="c x6f y300 w2a h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Mirabelle Inve<span class="_ _0"></span>stments sp. z o.o. </div></div><div class="c x70 y300 w2d h13"><div class="t m0 x7b h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ff1 ls0"> </span></div></div><div class="c x73 y300 w2e h13"><div class="t m0 x65 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">58<span class="ls0"> </span></div></div><div class="c x74 y300 w2f h13"><div class="t m0 x52 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">58<span class="ls0"> </span></div></div><div class="c x76 y300 w30 h13"><div class="t m0 x6c h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ls0"> </span></div></div><div class="c x77 y300 w2d h13"><div class="t m0 x7a h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">58<span class="ls0"> </span></div></div><div class="c x79 y300 w2e h13"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">58<span class="ls0"> </span></div></div><div class="c x6f y301 w2a h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. *) </div></div><div class="c x70 y301 w2d h13"><div class="t m0 x7b h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ff1 ls0"> </span></div></div><div class="c x73 y301 w2e h13"><div class="t m0 x4e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">265 473<span class="ls0"> </span></div></div><div class="c x74 y301 w2f h13"><div class="t m0 x29 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">265 473<span class="ls0"> </span></div></div><div class="c x76 y301 w30 h13"><div class="t m0 x6c h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ls0"> </span></div></div><div class="c x77 y301 w2d h13"><div class="t m0 x7d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">265 473<span class="ls0"> </span></div></div><div class="c x79 y301 w2e h13"><div class="t m0 x29 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">265 473<span class="ls0"> </span></div></div><div class="c x6f y302 w2a h27"><div class="t m0 x0 h12 y2bf ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl Developme<span class="_ _0"></span>nt sp. z o.o. w likwidacji </div><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls1a ws0">*)<span class="ls0"> </span></div></div><div class="c x70 y302 w2d h27"><div class="t m0 x7b h9 yc9 ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ff1 ls0"> </span></div></div><div class="c x73 y302 w2e h27"><div class="t m0 x7a h12 yc9 ff3 fs5 fc1 sc0 ls8 ws0">252<span class="ls0"> </span></div></div><div class="c x74 y302 w2f h27"><div class="t m0 x50 h9 yc9 ff1 fs5 fc1 sc0 ls8 ws0">252<span class="ls0"> </span></div></div><div class="c x76 y302 w30 h27"><div class="t m0 x6c h12 yc9 ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ls0"> </span></div></div><div class="c x77 y302 w2d h27"><div class="t m0 x31 h12 yc9 ff3 fs5 fc1 sc0 ls8 ws0">252<span class="ls0"> </span></div></div><div class="c x79 y302 w2e h27"><div class="t m0 x6c h9 yc9 ff1 fs5 fc1 sc0 ls8 ws0">252<span class="ls0"> </span></div></div><div class="c x6f y303 w2a h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Dom Construction sp. z o.o. </div></div><div class="c x70 y303 w2d h11"><div class="t m0 x7b h9 y90 ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ff1 ls0"> </span></div></div><div class="c x73 y303 w2e h11"><div class="t m0 x50 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">3 103<span class="ls0"> </span></div></div><div class="c x74 y303 w2f h11"><div class="t m0 x42 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">3 103<span class="ls0"> </span></div></div><div class="c x76 y303 w30 h11"><div class="t m0 x6c h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ls0"> </span></div></div><div class="c x77 y303 w2d h11"><div class="t m0 x51 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">3 103<span class="ls0"> </span></div></div><div class="c x79 y303 w2e h11"><div class="t m0 x5b h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">3 103<span class="ls0"> </span></div></div><div class="c x6f y304 w2a h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Sento S.A. **) </div></div><div class="c x70 y304 w2d h13"><div class="t m0 x7b h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">100<span class="ls0">% </span></div></div><div class="c x73 y304 w2e h13"><div class="t m0 x51 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">42<span class="ls0"> </span>865<span class="ls0"> </span></div></div><div class="c x74 y304 w2f h13"><div class="t m0 x7c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">42<span class="ls0"> </span>865<span class="ls0"> </span></div></div><div class="c x76 y304 w30 h13"><div class="t m0 x22 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">77%<span class="ls0"> </span></div></div><div class="c x77 y304 w2d h13"><div class="t m0 x48 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">35 379<span class="ls0"> </span></div></div><div class="c x79 y304 w2e h13"><div class="t m0 x4c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">35 379<span class="ls0"> </span></div></div><div class="c x6f y305 w2a h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w <span class="ff3">sp. z o.o. </span></div></div><div class="c x70 y305 w2d h13"><div class="t m0 x7b h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ls0"> </span></div></div><div class="c x73 y305 w2e h13"><div class="t m0 x4e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">113 970<span class="ls0"> </span></div></div><div class="c x74 y305 w2f h13"><div class="t m0 x29 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">113 970<span class="ls0"> </span></div></div><div class="c x76 y305 w30 h13"><div class="t m0 x34 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x77 y305 w2d h13"><div class="t m0 x21 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x79 y305 w2e h13"><div class="t m0 x16 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6f y306 w2a h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 12 <span class="ff3">sp. z o.o. </span></div></div><div class="c x70 y306 w2d h11"><div class="t m0 x7b h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ls0"> </span></div></div><div class="c x73 y306 w2e h11"><div class="t m0 x50 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">8 784<span class="ls0"> </span></div></div><div class="c x74 y306 w2f h11"><div class="t m0 x42 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">8 784<span class="ls0"> </span></div></div><div class="c x76 y306 w30 h11"><div class="t m0 x34 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x77 y306 w2d h11"><div class="t m0 x21 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x79 y306 w2e h11"><div class="t m0 x16 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6f y307 w2a h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Issogne sp. z o.o. </div></div><div class="c x70 y307 w2d h13"><div class="t m0 x7b h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ff1 ls0"> </span></div></div><div class="c x73 y307 w2e h13"><div class="t m0 x65 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">14<span class="ls0"> </span></div></div><div class="c x74 y307 w2f h13"><div class="t m0 x52 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">14<span class="ls0"> </span></div></div><div class="c x76 y307 w30 h13"><div class="t m0 x34 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x77 y307 w2d h13"><div class="t m0 x21 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x79 y307 w2e h13"><div class="t m0 x16 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6f y308 w2a h13"><div class="t m0 x0 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">Razem<span class="ff1"> </span></div></div><div class="c x70 y308 w2d h13"><div class="t m0 x37 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x73 y308 w2e h13"><div class="t m0 x4e h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">486<span class="ls0"> </span>050<span class="ls0"> </span></div></div><div class="c x74 y308 w2f h13"><div class="t m0 x29 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">486<span class="ls0"> </span>050<span class="ls0"> </span></div></div><div class="c x76 y308 w30 h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x77 y308 w2d h13"><div class="t m0 x7d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">383 796<span class="ls0"> </span></div></div><div class="c x79 y308 w2e h13"><div class="t m0 x29 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">383 796<span class="ls0"> </span></div></div><div class="c x4 y309 w31 h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">Grupa Euro Styl S.A. </div></div><div class="c x10 y309 w32 h16"><div class="t m0 x7e h12 yca ff4 fs5 fc1 sc0 ls0 ws0">Udział jednostki do<span class="_ _0"></span>minującej </div><div class="t m0 x75 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">w kapitale po<span class="_ _0"></span>dstawowym </div></div><div class="c x7f y309 w33 h16"><div class="t m0 x43 h12 yca ff4 fs5 fc1 sc0 ls0 ws0">Udział jednostki do<span class="_ _0"></span>minującej </div><div class="t m0 x7d h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">w prawach głosw<span class="ff3"> </span></div></div><div class="c x4 y30a w31 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl Construction sp. z o<span class="_ _0"></span>.o. </div></div><div class="c x10 y30a w32 h13"><div class="t m0 xa h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ls0"> </span></div></div><div class="c x7f y30a w33 h13"><div class="t m0 x4 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ls0"> </span></div></div><div class="c x4 y30b w31 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl Montownia sp. z o<span class="_ _0"></span>.o. </div></div><div class="c x10 y30b w32 h13"><div class="t m0 xa h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ls0"> </span></div></div><div class="c x7f y30b w33 h13"><div class="t m0 x4 h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ff1 ls0"> </span></div></div><div class="c x4 y30c w31 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Apartamenty Las Jastarnia sp. z o.o<span class="_ _0"></span>. </div></div><div class="c x10 y30c w32 h11"><div class="t m0 xa h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ls0"> </span></div></div><div class="c x7f y30c w33 h11"><div class="t m0 x4 h9 y90 ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ff1 ls0"> </span></div></div><div class="c x4 y30d w31 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">GGI Dolne Miasto sp. z o.o. </div></div><div class="c x10 y30d w32 h13"><div class="t m0 xa h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ls0"> </span></div></div><div class="c x7f y30d w33 h13"><div class="t m0 x4 h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ff1 ls0"> </span></div></div><div class="c x4 y30e w31 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Your Destination sp. z o.o<span class="_ _0"></span>. </div></div><div class="c x10 y30e w32 h11"><div class="t m0 xa h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ls0"> </span></div></div><div class="c x7f y30e w33 h11"><div class="t m0 x4 h9 y90 ff3 fs5 fc1 sc0 ls8 ws0">100%<span class="ff1 ls0"> </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 x3 y11 w3 hd" alt="" 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n/pSy233z7+l/WL//t/P/HRsoiksbH9Ax84U9swTaNrx5GHzsY9Z9HOHYenPE092gAA4Hy3dvWDN+d/kEuzU6/vm4/G5sjH5gfj0I7JhUE6PFw+eLDc0VHt6zvxt/N+4zfqli7NxgzZ53zoQ2MnBZ1mLFtbO++3fmv8Nii2tc1673tPvM2C3/md+ksuOYObsWvnuMcbHLV/bwwOTc1jq7UBAMD5Lt3wlRipjneLalqunf7Md6N716T3GGz70IeeWLLkyaVLn1i0aM3ll+/+4z/OxpzUP1dfv/TTnz46syhXX996551j756l6Z7/+l+fuu66Jy68cM2qVVt//dfLnZ1jb9B8ww3Trr12/GF228/9XH7atLG3abjssrkf/eiZ3YwDB6NSmsAC0pVqbHoqsiyyrFAsagMAAKaKx39479XFZ0eHqqe85JKBXQOdOyImMPQ9PiuGhqr9/dWBgUp399D69dt+93d3/9Efjb1By4/9WO0FF2QRacT0N72pdunSsb/d9+d/vu1jHxtYvXpk8+ahdev2/vmfP33HHVmp9MJwtrZ2zkc+Mv5pUutXrFj4B38wZmmBaP+FX8jV15/0xtmLukREuRyliZySNInoOBjdXZFmhWKNNgAAYEro7e1p2/BXyfizW9I0Nq5rLO8tFM/ALJgkYtef/unI9u3HjN2PzO1pffvbx15fPnBg5x/8wXF373300d6HHhp75fRbbsk3No7/vLN/9VcbX/Oa0aF/zYIFM9/97jO+MbOI0sDESiIXsWd3Kc3X1tZqAwAApoRNj/9wUWPveEP+XC52bI2dO4u10Tr/DDxjElEdGhrcsGHslbULF0ZEkss1XX312OuHnn223NOTnPAIg089Nfaa4uzZhVOc0eiF91FbO/sXfmH0jS77zGdq5sx5ObZneXDCN+3cPzSc1tbWaQMAAKaE0o7VUaqO9w333j2xbdvomHH2ikiSM/O8lYMHx/6z0NKSRSQ1NYW2tmNuduyhBS+87H37jrvmVOceTcfMPpr5znfWLl48/dZbZ9xxx+g1WZalZ25l4iSiPBQTPSCjUhnYurtYY04RAABTw5zylvF2GvT2xNq1Ua2MTtKfNjtqGs/M8449YCAiIp+PiMjlktEfjo7sR0ZOOgTPyuXjrzzFILvjb/82O7LwWbGtbdlnPjP3Qx86mjhD69fv+9SnzmQbDE/4AIU05pX37Nj6vDYAAODsq1ar85ODpxy8VqvxzKZjRou5aG47x97j0LPPbv/Yx44uMdby5jfP+MmfPPrbfZ/9bFatnslNWprwfoMsorZ+99rvawMAAM6+SrnUkD/1yHjd2ujpOTyKPVwLMX12pJM8T1FM7GbZqYfQk3qK4yT5/K4/+7OxxyckR3YaVLq7D/z93x+3MHP20i6V6mQepbZhbu+T2gAAgKkQByMnH2knSezZFR0dx38FnkVze0Ryjr3LJGLfX/7lcVemIyPP/9zPVbq6zuxzpdXJvKzGpguKBx5/6F5tAADAWZbPypGebDWDajW2bD7pOLG+OabNnILr+Z5mEN7x+c+Xjz18ufe++zr/5V/OeOZk2YTbKZdEfUMxqzau+9vqGZ3XpA0AAJj8QPakw9g0jXVrYnj4pNNgkoj5F5+JMeix646Nnk0oq1SOO/g4d7JVC7KIXEPD8a963NMNVfv7n/npnx7esqXc2Vnu7Czt2bPnz/88eXm26UQvuULU1kaaXlR34JkNa6fIn0TB/woAgPNTNVdbzCVRPXY3wMGO2N8R+VOOfVsXRW1jlAZe0lPXzJ079p+Vzs4kIiuVSnv21C5adKqbHR1+1yxYcFzPVEcPjTiFJKL33nufWLEiVyhERFouZ2maxJnfAZLkJvygxdooFCOtJll6YNPDl6y6air8SdhvAABwnsoXa9LjwiCS2LH9lGFwZPw4vX0SxyKf5BDcOXMaVq0ae5uhbduyiDSi94EHxl5fv2JF/QUXHHf3JJdrvuaaY+6+ZUu5s/P0h0FXq9WRkerIyOhpiyb+giexM2Dig+u6Iysip1lLz/op8iehDQAAzlOFYk1XpWHMGDmJfXuju/s0d6tGy7xIX+yTZsXiirvvLs6c+cI1lcrgunWjP3d+8YtHzzcaEfnm5hX/8A9RW3v0mjRi/m/8RuNrXjP2MQ999auHZyWd9bF1fsIvor4+smx0y6+IHR0HDkyJPwn/KwAAzk9JkmxLFsyMZw//uzQSzz49kaHttLYoFKJamdBht3XLljVed12SZUltbf2SJW3vec/0W28de4N9n/50ad++JCKJ6FuzZuDJJ5uuvvrob5uvu+7Sb3yj85//udzZmW9sbHnTm9p+5mfG3r3S3b33zK1f9lJkEYViHD7J6/jSiPqGOFJBDYXq6nu++Mb3/EdtAADAWdM/c1X0Pnf4kIOOjhgpTWRaSW1DtC2OfZsn9BSLPvGJRZ/4xKl+O7Jr19aPfSzJDo+mkzTtuPvusW0QES233dZy222neoSub3xjaMeOKTIZplA74YxoGHOYdZZd3POD4eEP1tXVnd3Xb04RAMD5a9GVbxzKihERuVzs3xfJRGfWz7848i/5S+asWt328Y+nw8Njr9z/N3/T9a1vTfARhrdu3fnJT06REW0WUayL0y8ON9pB9Q1j7zm7fnDrc5vO+lvQBgAA56+ly5avrrkp8kkMDsbEFwLLor4lmmae4rfJRM8Ouv+v/qrj7//+uFtXu7o2/PiPd33zm6e9+9Czz6695prBjRunzvYs1k1o60VtMWprj1lTIs06t27QBgAAnE2vffuvPluaHTu2RTWdxBl5KtE67yRfkVeHhwc3bUpHRiI7+aT7LE3LBw50fvnLG37yJzd/9KNxim/VN733vc//yq/0PPjgiQsXZNXqwPr1O//4j9fdfnvp4MFjHiHLsmPXEcsqlfHfR7W/f+zt03L5pZynqKZ+YrebMSPyx54NqpJG53Nn/Y8hybLMfwkAgPPZQ9/80g3/+N4YLsdk1gMb7IvHvnmyb5oLhdq5c2uXLKlbsqRm3rzirFm5pqZ8Y2O1t3dk586+Rx7pe/jhysjIRL6iTiPqFy6cfsstjVdemZ82LRseHty0qff++/s3boxq9aQvtn7FikJr6wsvctOm8Zc+yNXXN65adXhfR5oObNiQDrzItRuSJK65M2pOe8hBFrFqVcyec1w+bUgXXvrvP6cNAAA4m9Y98cjlX/i/YseeSbVBFvH0Q9G56yR3yk744ehCY6PnI5rUs2STeYQTh7bJBJ5i4jce50EamuOqN0dy2ujJF+KGN0Th+MM1utL65l/8SqFwNs8VZE4RAMD5rnvXc3HpqmiePqkJNEnEkstPvtpXcuSSO3I5+nOcYrmxUxl7x+TIQ40zxE+OvUzE0VsmL2EbZhHT2yLJT2DT1TeOXbHhqJb8cO+4uzheAc5hCgBwvku7tke5EhevjCfXRGlkomPkLOqnR/Os6JnYsl2FmTPbfuqnCi0tSbE4+Nxzh77xjerAQKG1deZb31q7YEFUq31PPDH8/PMzbr/94Ne+NrJnT0S0v+c9kaYHv/711re8pf7CCyNi6LnnDnzpS2133plvbj7whS9EtZpFJIXCzLe8pfGyy8qdnYe+/e3hrVtzxWL7+95X094e+fzIrl1d3/52ad++1ttvr128+MAXvpD290eh0P6ud6XDwx1f/nKhpaX9ve8tzppV7es79K//mlYqrW9+c++DD/avXVtobW1/17v6H3us/qKL8s3NR99L7w9/2L927XHbaca8CaxskEVMnxbpSdaOS3LR19XZOnOmNgAA4KypH+mILIvm5rjumvjR6qiUJlwVMWtBdB2Y0FyU+ssuu/Aznzn6z/7HH19z442Lfvu3F/zmb45e0/mVr+z4xCcu/PSn89On7/jTPy02Ny//y7/sue++fEvL8iN37Hv88b1f+tKC3/7thosu6vzKV9LBwUiSFX/1V7M/8IHDr2hk5LHLL097e5d/+tNJTc3old3f//6Tb3rTvP/wH1rf8pbq4GDH3Xc3X3/9RZ///MDatfu//OWFv/mbCz/+8aN3rw4PX/ipT3Xfc8+a226rW7Lkwr/4i93/43/M+cVfzDc1HX3x23/v9/rXrj1mVF2I6bMmtupZS8tJ2yDSGO7vOrt/CeYUAQCc75rT7oiILIvaurj00sgXJ3SS/iwii9a5kStM7OZpGhH7PvvZH11wwb7Pfa7p6qun3357/UUXZdXq49de+/Dixc988IMDmzaN7N7descdWS437YYbco2N+/76rxsvuywinnrrWx9evHjdHXdERKRpViodnqFz2WWzP/CB7nvvXX355Vt/7/dytbVt73hHWqlk1eqeT33qh0uX7v/7v592ww117e1ppRIRcz/4wUrE3F/6pYjI0rQaUb9yZcc//uMPFy9+ePHiff/7f0e1GhHTbrppzvvfn6ZpRFT6+h694op1P/ETEdH5L//yyCWX7Lrrrjj23dU2R6HudJsgjcglMW3ayT+GLKsOneU5RdoAAOB815gNHh2exqyZ8bpro1gzwfvWNca8pTHxk9tU+/tHtm49dM89EVG3YMHoqTxbb7ut/c47m6+4olwqDW7a1HzttYUZM1rf9rZ0YODQd74z+vV/y/XXt9955/TrrjvuAWsXLYqInoceGlq//tC//VtE1C1ZMjq+r/T1lXbtSnK5JJcbPSlQVi43v+51y/7wD2feeWc6eORd53I1Cxa0v+1tbXfeWZw58/BxC0ly0f/6XzVtbaM3GdmyZXjbtoio9vUNbdpU7e4+7mU0tcSEtkLrjDjV4sdZ5Er92gAAgLMmy7LarDxmEa40auviylVR1zih3QFpLLw4amontJshxvxwVJLLzXrHO9rf975pN98cEQPr1uXq6hpWrJhx222Dzz47MjAweoLRmW99a/v73jfjjjuOe1HJ6NHQWfbCI+fzWZZlEfN+7ddev2NH27vffeCLXxzs6EhyuXRkZP/f/u2i//yfu7797cGnn46jixQvX97+/vfP/pmfqV22bPSaPZ/5TFJTM/8//sc44WWfZJGEiGmtEdUJvP9Fiw432Mku+erI2f1jcLwBAMD53gbHD9ezLKZNi+uvi0cfj56e0x6aXFMfrXNi//YJP2NErrY2IkYn+WTl8pO33FLp6Uki8hF9Tz4ZETNuvrl++fL9f/d3EYcXWn7qp35q6Jln4uh321mWpenoamsRkauvzyKS0YcdGhq9S/d99x34p38aXL++78hxw0mxuP2Tn+xfu/bgv/7r5d/4RlY6fGTFgS9+8elf//XREyLNWbo0Ig5+97v1y5bNfMtbJviOmidyCHF9Q8yadfKDDSIiopgOagMAAM6aXC5XPdVckisuj+c3x979kaXjPUQl2hfFnu2nmZEy2h+Nq1bN+7Vfm/fzP59VKr1PPDHj1luTYnHhRz5S6ewcev75g9/6Vv+GDRHR/r73RUTfmjVJRKW3NyIW/PIvD2/eXNq7d++Xv5wODBRmzFjwkY9U+/r6168vd3S0vfOdpYMHZ9x8c0T0PPJIFIsRMbB+/d677x497Wl65AWUe3p2/s//mTty7tUsojowMP2GGxZ96ENJRNf3vnd0/8amX/iFqx95pG7hwuxk+w3Gvq+madHQOIE5RTNbx/99c2ZOEQAAZ9VwVnPyWS7FYlx2aSxfFtXTPMKMtmiedpqxcVYuR8SMW2+96FOfqlu8eMO73tX36KP7Pv/5rFJZ+vu/v/yuu+b98i+nEQMbNvQ+/HDjJZekpdKhe+7JRez/4hcrvb0LP/zh5Xfdteh3fici9n3+87mamgv++I+X33VX/fLla26/PSkUln3ykzPe9Kbdn/nM/i984chTZsevcpAkkWVH9zyMjob33X1305VXrrjrruV33TXjTW/Kjvx2ZO/evZ/9bERk1WpEjH7fn53wrX8WsWBZ5E77lXs1om1WVKunmlAUWVYX5bP7l2BdZACA892az/z7K7PnxrtFV1c8+3z09p/yi+UkujtizQPj7mDI52vmz883NSW5XGnv3vLBg6NLHdfMmVVpc00AACAASURBVFOcOTMiSgcOlDs6IiJXV1e3dGmlu7u0d+/obYqtrTVz5kQuVzl4cGTv3oioXbCg0NKSlcsjO3dWBweLM2bUzJ9f7esb3r49IpIkqV20qHLoUKWvLzkygi+2t+fq6ko7d45WQXHOnCSXG11IoW7p0nxTUzYyMrJzZyRJzZw5I3v2ZMPDSX197dy5pY6OtK8vyedrFi2q9vZWDh4c+7YKNfH6N0ehOH4YRTQ2xLWvHT32+lT6l/140+2/qQ0AADhrHvxfH39D5UenuVG1Gk+tj45Dp8yDQjxxb3R3nHdbb+bcuOINcZpdK1nElZdHe1uMO/buXPa2Wbd/+Cy+F3OKAADOd9UZSyIX48x1iSyLXC6uXBWXrDh8TqITVWLu4kjPs02XRsyaE6edcxXNTdE2K9J0/I3cl2s+u2/HscgAAOe7lsWXRXdudE2A01gwP+bOiSefioPdJ37J3DYvamqiVDrtmY1eRZJonX26o5CziDmzYwKzdcq5hrP7buw3AAA43y1befmeoaYJjegP70C4PC5ZEXX1x42JC4VY+ZrR04eeF9KI+Yuirv50YVAoxpz2iTxgtVCvDQAAOJuamps7X/9bI1n+NNOKxs4vmj83Xv/auHRlNI5ZIi2N9vkxe8GE1kx7FVzqG2PFFZGMf6NcPq66PGpqTr9Vk8g1z9EGAACcZate+/qNsWySA8lczJ0d114VC+dHdmRnQRrzlpwXRx1kEW1zIn/aGfptM2PG9Ak9YhINLbO0AQAAZ9/w8p+IwuTnA+VycfHyuOaKmDUrklxk0dIac+aeB7sOkpizMMbLoNEbLV4Q1Qm10lCl0NpmvwEAAFPAdW96y5OlZZHERGcWHb2kaUyfFlddFldcGoViLo1LXxOF4qs5DNKI9tkxveV0N1q2OKY1T3Az7oi2xqYmbQAAwNmXy+UWveeTz1dnv8j7V9OY1RpvuCZWLiu0NMxdEK/iVbSKNbFy1binJ8oiWqfH0kUxwcXEktjXdOnZ/xvw3wAAgFEzZ7V1rfr5qMm/yPtnWRQKsXhB3HDNwn+3ePSr81flfoP2OVHXOO4tqhEXLplMbeSnXfQGbQAAwBRy9Y3/7v72n+uP2knPLBo7xaiaNl2++KZfWrhsRdQ1vKp2IIweRLBgyfjrnSWxcmlMnzbRLRaxYWj+yiuv1QYAAEwhuVzupp98/2Mz3xbFlzZQzLKGKy5YfnXDzbfFsosOf5P+6jjSYOGiaJkx7ntvnxkXLJ74pipFvv6O362vrz/7n77/AAAAHOd1b//FH7S+uyepHx3lv/gdCAvnRTWWXxQ33RYXXRyN0yJLzu3dCI2NseLSU0+WSiPq6mP50qhUJrqVklhd+7oLlq+cEmXoTx8AgOPU1dXd/M5fXn/BL0bxJaxynGUxtz0a6yKNhvpYtjxuvDWuvCpq66Jybu40qEYsWhzFcdY0qKmJ666MutqJb6Q0knlv/Nkp8rknWZb56wcA4GRj+2ztIw/Wrf70yvyuqL7YQWP/YKx+KqqVI8PPqFaiozP27YnOjhgpnTPfVWcRjY3x+jdETfEUv87n44qLom1mTHiA3ZvUb7r0w9fdeoc2AADgHNDVdej5f/jP18T6F5kHuSQ2bo4de+K4PRD5GBmOp9bE/v0R58JsliQXN94YTdNOcerSJBevvSxmTJ94GEQhuW/629/43o9MofeoDQAAGF+apj/85j/N2/LPF8S+F3O4wNBIPLI2yuUThqKRZdE/EAf2xf4D0dMT1WokU3ILZBFLFsdlq06xEHIuH5deGHPbJh4G5ST/cOOtV73zo03NzdoAAIBzz/2f+39uKt0T5XRyhZAk0dkVj2845cA/ichFf29sfj727I1yNXIxxSIhF7feEvV1J/tVvhDXXBbTmiazxyD3g/rbbv7535tqn682AABgoqrV6qa1j3c/9pXXDD3amBuJ6oSH8EkSa5+OfZ2nuX0SQ0Nx6FB0dMTBQzE0GNkUiIRcPq5+Tcyec8JsoiyioT4uWRat0yf0QFkWSXIoaVrX/rbXvvVnGxsbtQEAAOe8vXt27/zKH12bWzeJfQiDQ/HgkxMd6ecisjhwILZsi86DUU3P2p6ELGLRwrjiyhMWO8siWprj2ssnExnJcBSevvYPr3zdjVPzY9UGAAC8GOVy+Zn1aw6u+c6SnkcX5g7msglEwp4DsXHzJObeJBFZDA5FV08cOhiHumOgLyrp4d+8Mmrr4obXRWPDsVVQKMTC2bFk/rgnND3mjQxlxUeb37js9p+fv3DRlP1MtQEAAC/VQ9/8p0VP372w5lBUs/GG/vlcPLEp9h98MUP7JCKJwf7YvTd27Y7e/sjiZd+ZkOTiphti2thzE6URhXxcfXG0tkSaTuhRirlNlYV1P/EHSy9cMcU/R20AAMAZMDIy8vTax7qeeXjmoacuTLfX50YXBj7hdv2DsXpDVCovflCfRLUaQ8PR0xPdPdHdG/39MTJy+KnOYCpkERddGCtXHAmDLKKQjwWzY+n8qCmcfidJLhnIiuuLl2crf+yya2+eUucj0gYAALxC9uze9ew9X7i4897ZxZ7I4piFEUbPWfTEpjM0mI3IRVaJru7YeyD2H4j+/sMHSCcvrROyiGnNcdP1kc9FZBFpxKzpsWp51NacZk5UElFIyuXk4aZbL3rLr8yeO/cc+uC0AQAAL4vBwcGtz246uHVdfv/G9uGt87KOxlx59Fw9sW5z7Np/Jr/kTyIi0jSGR2JgMPr7o68/+odicDCGR6JSOWavwkSetqkpbrg26ooR+VzMbImF7dE6PXK548MgiYhk9Mjpvqxue37+ocYLaxZftfSy186eM/ec+8i0AQAAr4Q9u3c9v/qeph33X1x5rj4ZjvvXxHD5ZTxcIInIRaRRLkVPf3R1x6Hu6OuLoeGopC+kwkl3L1QjbrgqZs+KmNMaFy2OhrpIs2MeOUkin0QSUcn2VKdvq7s4WX7TymtumjGj9Zz+jLQBAACvnCzLuroO7d2xtWvr08u//19md26PoZEolQ7PO3o5UuHozoIs0jTKlSiVY3gkSqUYGYlSKUqlGClHuRqVSlQrUa6rb7j6wgWXNedamtKG+jSSShTLuWIpV1fK1ZfzDdWaadHUVmye1Thzzsw5C2a1z66rq3t1fDraAACAs+P+L//1TXs+F5U0hoajpz8O9kR3fwwOR/nIaUqTl/9kpaOPP3rOo+lNsbD9gQveceMv/8n5+YloAwAAzo6BgYFdf/mBi7IdERHJkSMGKtUYKcfwSAyNxNBIDJdiuBSlcpQrUa1Geuy5jyZbDkfvm4soFKKmGA110VgXrdOiqSHqa9bkL57/nj9pa5+tDQAA4BW15kcPXLn6tw7vKDjJWDWJJIkkIssON8PQSAwOx+BwDJVieCTKlShXIk2jmkYWx59XdLQccknkkigUoqYQdbXRWBfNDdHUEA11UcxHkkR6eE2Gp/OLLvr1f0yS5Lz9OLQBAABnTZZlP/zmP6169tPN1aEJDF2TF0b8oyWQZZGlkWaHx/fHrc2cRCS5yCWRJJE78sPRu8eYXRC5ZG+0dt/2/1686qrz+ePQBgAAnGX3/d3/98ZDX4rKWRuXHkyaR9711/MWLDzPP4icv0UAAM6u1779gw/U31JNzs7QdCQpbr76PwkDbQAAwNnX1Nx847//5Oq6ayL3is/1LyQ/mvHma9/4Zp+CNgAAYKpY9lMfX124Mk2SyLJX5jKUFH8w/W1Xv+PXbfxRjjcAAGAK+dFdv/a60mPHrEP8Minm7mt79xvf+2Hb/Cj7DQAAmEIufPfvP9hwcylXiJezDjqTafcv/pXX/9Sv2OBj2W8AAMCUc9/f/ukbD33llOsevKTxb2RJ8uT1f3rV9bfYztoAAICprlQqPfqdry55+q/nZwfP5A6EfPJYflXLmz964cpLbGRtAADAOWPr888WvvrhhUnnGTn8oJpLHpz59ut/5j8Vi0XbVhsAAHCO6e/re+xfPnfp3q+1RW+82BlGpVxhffGSuOZ9V91gHpE2AADgHC+EdX/z8ddXHolyOrkpRoWkr1q37vIPX//j/7fNqA0AAHg1KJfLT699/NCaby/qfmxhur+QpJFGnDiUTZJIIpI4lDVurr1oZOnNl7zhza2tM21AbQAAwKvQrh3bdz+7bmjvc8XeXQ2ljtml/cWsdLAws6t2bqm+LTdr6cyllyxZfnFDQ4NtpQ0AAIBJs/YZAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAD+/3btqAQAEAqCIIL9C74waw51JsL9LRyANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAPIJ7zwAABU9JREFUANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAABwh13NjCEAAOBzq7ICAADgUwQAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAABedQCIGcsl8VCbBQAAAABJRU5ErkJggg=="/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">21<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe he y1bd ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Mirabelle Investments sp. z o.o.  </span></span></div><div class="t m0 x1 he y30f ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _10"> </span>dniu <span class="_ _f"></span>7 <span class="_ _10"> </span>września <span class="_ _10"> </span>2017 <span class="_ _10"> </span>r. <span class="_ _10"> </span>Spłka <span class="_ _f"> </span>nabyła <span class="_ _10"> </span>100% <span class="_ _10"> </span>udziałw <span class="_ _10"> </span>w <span class="_ _f"> </span>kapitale <span class="_ _10"> </span>zakładowym <span class="_ _10"> </span>spłki <span class="_ _10"> </span>pod <span class="_ _10"> </span>firmą <span class="_ _f"></span>Mirabelle <span class="_ _f"> </span>Investments </div><div class="t m0 x1 he y310 ff3 fs8 fc1 sc0 ls1b ws0">Sp.<span class="ls0"> z <span class="ff4">o.o.,<span class="_ _a"></span> <span class="_ _10"> </span>kt<span class="_ _a"></span>ra <span class="_ _10"> </span>była <span class="_ _12"> </span>adresatem <span class="_ _10"> </span>decyzji <span class="_ _12"> </span>administracyjnych <span class="_ _10"> </span>oraz  str<span class="_ _0"></span>oną <span class="_ _12"> </span>umw <span class="_ _12"> </span>niezbdnych <span class="_ _10"> </span>do  re<span class="_ _0"></span>alizacji <span class="_ _12"> </span>k<span class="_ _a"></span>olejnych <span class="_ _12"> </span>etapw </span></span></div><div class="t m0 x1 he y311 ff4 fs8 fc1 sc0 ls0 ws0">projektu <span class="_ _13"></span>Żoliborz <span class="_ _e"></span>Artystyczny <span class="_ _e"></span>na<span class="_ _a"></span> <span class="_ _e"></span>zakupionym <span class="_ _13"></span>przez <span class="_ _e"></span>Spłk <span class="_ _e"></span>prawie <span class="_ _e"></span>użytkowania <span class="_ _e"></span>wieczystego. <span class="_ _e"></span>Spłka <span class="_ _e"></span>nie <span class="_ _13"></span>zamierza <span class="_ _e"></span>prowadzić </div><div class="t m0 x1 he y312 ff4 fs8 fc1 sc0 ls0 ws0">działalności operacyjne<span class="_ _0"></span>j w Mirabelle<span class="_ _0"></span> Investments Sp. <span class="_ _0"></span>z o.o., a inwestycja <span class="_ _0"></span>deweloperska na <span class="_ _0"></span>ww. nieruchomości reali<span class="_ _0"></span>zowana j<span class="_ _a"></span><span class="ff3">est </span></div><div class="t m0 x1 he y313 ff4 fs8 fc1 sc0 ls0 ws0">bezpośrednio przez Dom Development S.A.<span class="ff3"> </span></div><div class="t m0 xe he y314 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Dom Development Grunty spłka z o.o. <span class="ff3"> </span></span></span></div><div class="t m0 x1 he y315 ff4 fs8 fc1 sc0 ls0 ws0">Spłka posiada 46,00% udziału <span class="_ _0"></span>w kapitale spłki Dom Devel<span class="_ _0"></span>opment Grunty spłka z o.o. <span class="ff3">- </span>spłce uczestni<span class="_ _0"></span>czącej w transakcjach </div><div class="t m0 x1 he yed ff4 fs8 fc1 sc0 ls0 ws0">obrotu nieruchomościami w ramach Grupy. <span class="ff3"> </span></div><div class="t m0 xe he y316 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Dom Construction sp. z o.o. </span></span></div><div class="t m0 x1 he y96 ff4 fs8 fc1 sc0 ls0 ws0">Spłka Dom Construction <span class="ff3">s</span>p. z o.o. realizuje budow inwestycji mieszkaniowych w formacie generalne<span class="_ _0"></span>go wykonawstwa.  Dom </div><div class="t m0 x1 he y97 ff3 fs8 fc1 sc0 ls0 ws0">Construction s<span class="ff4">p. z o.o. świadczy usługi wyłącznie dla spłek Grupy (poza spłkami z Grupy Kapitałowej Euro Styl S.A<span class="_ _0"></span>.)<span class="_ _a"></span><span class="ff3">. </span></span></div><div class="t m0 x1 he y317 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y318 ff1 fs4 fc0 sc0 ls0 ws0">OPIS ISTOTNYCH ZM<span class="_ _a"></span>IAN W OKRESIE OD 1 STYCZN<span class="_ _a"></span>IA DO 31<span class="_ _a"></span> GRUDNIA <span class="_ _a"></span><span class="lse">2022</span> ROKU<span class="_ _a"></span> </div><div class="t m0 x1 he y319 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y31a ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>o<span class="_ _a"></span>kresie <span class="_ _a"></span>dwunastu <span class="_ _a"></span>miesicy <span class="_ _13"></span>zakonczonym <span class="_ _13"></span>31 <span class="_ _13"></span>grudnia <span class="_ _a"></span>2022 <span class="_ _a"></span>ro<span class="_ _a"></span>ku <span class="_ _a"></span>Spłka <span class="_ _13"></span>rozszerzyła <span class="_ _13"></span>swoją <span class="_ _a"></span>działalność <span class="_ _a"></span>na <span class="_ _13"></span>rynku <span class="_ _a"></span>krakowskim </div><div class="t m0 x1 he y31b ff4 fs8 fc1 sc0 ls0 ws0">poprzez <span class="_ _13"></span>opisane <span class="_ _13"></span>niżej <span class="_ _e"></span>utworzenie <span class="_ _13"></span>spłki <span class="_ _e"></span>Dom<span class="ff3"> </span>Development <span class="_ _13"></span>Krakw <span class="_ _e"></span><span class="ff3">s</span>p. <span class="_ _e"></span>z <span class="_ _13"></span>o.o., <span class="_ _13"></span>akwizycj <span class="_ _e"></span>spłek <span class="_ _13"></span>Grupy <span class="_ _13"></span>BUMA <span class="_ _13"></span>oraz <span class="_ _e"></span>objcie <span class="_ _13"></span>w </div><div class="t m0 x1 he y31c ff4 fs8 fc1 sc0 ls0 ws0">sposb bezpośredni i<span class="ff3"> </span>pośredni udziałw niekontrolujących w spłce Sento S.A..<span class="ff3"> </span></div><div class="t m0 xe he y31d ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Utworzenie spłki Dom Development Krakw Sp z o.o.   <span class="ff3"> </span></span></span></div><div class="t m0 x1 he y31e ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>dniu <span class="_ _a"></span>1 <span class="_ _a"></span>lutego <span class="_ _a"></span>2022 <span class="_ _a"></span>roku <span class="_ _a"></span>Spłka <span class="_ _13"></span>utworzyła <span class="_ _a"></span>spłk <span class="_ _a"></span>Dom <span class="_ _a"></span>Development <span class="_ _a"></span>Krakw <span class="_ _13"></span><span class="ff3">s</span>p. <span class="_ _a"></span>z <span class="_ _a"></span>o.o., <span class="_ _a"></span>z <span class="_ _13"></span>kapitałem zakł<span class="_ _a"></span>adowym <span class="_ _a"></span>5 <span class="_ _a"></span>tys. <span class="_ _a"></span>zł w </div><div class="t m0 x1 he y31f ff4 fs8 fc1 sc0 ls0 ws0">ktrej objła 100% udziałw pokrytych gotwką.<span class="ff3"> </span></div><div class="t m0 x1 he y12f ff4 fs8 fc1 sc0 ls0 ws0">Celem <span class="_ _4"></span>powołania <span class="_ _0"></span>spłki <span class="_ _4"></span>Dom <span class="_ _0"></span>Development <span class="_ _4"></span>Krakw <span class="_ _4"></span>Sp. <span class="_ _0"></span>z <span class="_ _4"></span>o.o<span class="_ _a"></span>. <span class="_ _4"></span>jest <span class="_ _0"></span>koncentracja <span class="_ _4"></span>dzialalności <span class="_ _4"></span>deweloperskiej <span class="_ _0"></span>na <span class="_ _4"></span>rynku <span class="_ _0"></span>krakowskim </div><div class="t m0 x1 he y320 ff4 fs8 fc1 sc0 ls0 ws0">w <span class="_ _f"></span>jednym <span class="_ _e"></span>podmiocie <span class="_ _f"></span>gospodarczym. <span class="_ _f"></span>Już <span class="_ _e"></span>w <span class="_ _f"></span>pierwszym <span class="_ _e"></span>płro<span class="_ _a"></span>czu <span class="_ _e"></span>2022 <span class="_ _e"></span>r. <span class="_ _f"></span>Spłka <span class="_ _f"></span>rozpoczła <span class="_ _f"></span>proces <span class="_ _e"></span>łączenia <span class="_ _f"></span>nabytych <span class="_ _e"></span>s<span class="_ _a"></span>płek </div><div class="t m0 x1 he y321 ff4 fs8 fc1 sc0 ls0 ws0">deweloperskich <span class="_ _a"></span>z <span class="_ _13"></span>Grupy <span class="_ _a"></span>BUM<span class="_ _a"></span>A <span class="_ _a"></span>oraz <span class="_ _13"></span>Grupy <span class="_ _13"></span>Sento <span class="_ _a"></span>ze <span class="_ _13"></span>spłką <span class="_ _13"></span>Dom <span class="_ _13"></span>Development <span class="_ _a"></span>Krak<span class="_ _a"></span>w <span class="_ _a"></span>Sp. <span class="_ _13"></span>z <span class="_ _13"></span>o.o.. <span class="_ _13"></span>Do <span class="_ _13"></span>dnia <span class="_ _a"></span>31 <span class="_ _13"></span>grudnia <span class="_ _13"></span>2022 <span class="_ _13"></span>r. </div><div class="t m0 x1 he y322 ff4 fs8 fc1 sc0 ls0 ws0">zakoczono proces połączenia sp<span class="_ _a"></span>łek Buma Developemt 8 <span class="_ _a"></span>Sp. z o.o<span class="_ _a"></span>., Buma <span class="_ _a"></span>Development 20 Sp. z o<span class="_ _a"></span>.o., Buma <span class="_ _a"></span>Development 21 </div><div class="t m0 x1 he y323 ff3 fs8 fc1 sc0 ls0 ws0">Sp. <span class="_ _e"></span>z <span class="_ _e"></span>o.o<span class="_ _a"></span>., <span class="_ _e"></span>Bum<span class="ff4">a <span class="_ _f"></span>Development <span class="_ _13"></span>2<span class="_ _a"></span>2 <span class="_ _e"></span>Sp. <span class="_ _e"></span>z<span class="_ _a"></span> <span class="_ _e"></span>o.o.,<span class="_ _a"></span> <span class="_ _e"></span>Buma <span class="_ _e"></span>Development <span class="_ _e"></span>Sp. <span class="_ _f"></span>z <span class="_ _e"></span>o.o. <span class="_ _f"></span>oraz <span class="_ _e"></span>Buma <span class="_ _e"></span>Management <span class="_ _e"></span>Sp. <span class="_ _e"></span>z<span class="_ _a"></span> <span class="_ _e"></span>o.o. <span class="_ _f"></span>(jako <span class="_ _e"></span>spłek </span></div><div class="t m0 x1 he y324 ff4 fs8 fc1 sc0 ls0 ws0">przejmowanych)  ze  s<span class="_ _0"></span>płką  Dom <span class="_ _12"> </span>Developement <span class="_ _12"> </span>Krakw  Sp.  z <span class="_ _12"> </span>o.o.  (jako  s<span class="_ _0"></span>płka  przejmująca). <span class="_ _12"> </span>Dom  Development <span class="_ _12"> </span>Krakw </div><div class="t m0 x1 he y325 ff3 fs8 fc1 sc0 ls1b ws0">Sp.<span class="ls0"> z <span class="ff4">o.o. <span class="_ _e"></span>nabyła <span class="_ _e"></span>rw<span class="_ _a"></span>nież <span class="_ _13"></span>cz<span class="_ _a"></span>ść <span class="_ _e"></span>udziałw <span class="_ _e"></span>w <span class="_ _e"></span>S<span class="_ _a"></span></span>ento <span class="_ _e"></span>S.A. <span class="_ _e"></span>(co <span class="_ _e"></span>opisano <span class="_ _f"></span>poni<span class="ff4">żej). <span class="_ _13"></span>Do<span class="_ _a"></span> <span class="_ _e"></span>dnia <span class="_ _e"></span>sporządzenia <span class="_ _e"></span>niniejszego <span class="_ _e"></span>sprawozdania </span></span></div><div class="t m0 x1 he y326 ff4 fs8 fc1 sc0 ls0 ws0">finansowego <span class="_ _13"></span>aktywny <span class="_ _13"></span>je<span class="_ _a"></span>st <span class="_ _13"></span>proce<span class="_ _a"></span>s <span class="_ _13"></span>łącz<span class="_ _a"></span>enia <span class="_ _13"></span>pozostałch <span class="_ _e"></span>spłek <span class="_ _13"></span>Grupy <span class="_ _e"></span>Buma<span class="ff3"> <span class="_ _e"></span>i <span class="_ _e"></span>Grupy <span class="_ _13"></span>Sento<span class="_ _a"></span>, <span class="_ _13"></span>nabytyc<span class="_ _a"></span>h <span class="_ _13"></span>przez <span class="_ _e"></span>Dom <span class="_ _13"></span>Develo<span class="_ _a"></span>pment </span></div><div class="t m0 x1 he y327 ff4 fs8 fc1 sc0 ls0 ws0">S.A., ze spłką Dom <span class="ff3">D</span>evelopment Krakw Sp. z o.o. <span class="ff3"> </span></div><div class="t m0 xe he y205 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Rozliczenie <span class="_ _e"></span><span class="ff4">ostateczne <span class="_ _e"></span>ceny <span class="_ _e"></span>nabyc<span class="_ _a"></span>ia <span class="_ _e"></span>77% <span class="_ _e"></span>akcj<span class="_ _a"></span>i <span class="_ _e"></span>Sento <span class="_ _e"></span>S.A., <span class="_ _e"></span>objcie <span class="_ _e"></span>pozo<span class="_ _a"></span>stałych <span class="_ _e"></span>23% <span class="_ _e"></span>akcji <span class="_ _e"></span>Sento <span class="_ _e"></span>S.A. <span class="_ _f"></span>oraz <span class="_ _e"></span>dokapitalizowanie </span></span></span></div><div class="t m0 x60 he y328 ff4 fs8 fc1 sc0 ls0 ws0">spłki Sento S.A.<span class="ff3"> </span></div><div class="t m0 x1 he y329 ff3 fs8 fc1 sc0 ls0 ws0">Rozliczenie ostateczne ceny nab<span class="_ _0"></span>ycia 77% akc<span class="_ _a"></span>ji Sento S.A. </div><div class="t m0 x1 he y32a ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>dniu <span class="_ _13"></span>1 <span class="_ _a"></span>l<span class="_ _a"></span>ipca <span class="_ _a"></span>2021 <span class="_ _13"></span>r. <span class="_ _13"></span>Spłka <span class="_ _13"></span>nabyła <span class="_ _13"></span>od <span class="_ _a"></span>Reno <span class="_ _13"></span>Sp. <span class="_ _a"></span>z<span class="_ _a"></span> <span class="_ _a"></span>o<span class="_ _a"></span>.o. <span class="_ _13"></span>z <span class="_ _a"></span>siedzibą <span class="_ _13"></span>w <span class="_ _a"></span>K<span class="_ _13"></span>rakowie <span class="_ _a"></span>77%<span class="_ _a"></span> <span class="_ _a"></span>akcji <span class="_ _13"></span>w <span class="_ _13"></span>Sento <span class="_ _a"></span>S.A. <span class="_ _a"></span>z <span class="_ _13"></span>siedzibą <span class="_ _13"></span>w <span class="_ _13"></span>Krakowie. </div><div class="t m0 x1 he y33 ff4 fs8 fc1 sc0 ls0 ws0">Spłka zapłaciła za ww. akcje wstpną cen sprzedaży w kwocie 35<span class="_ _a"></span><span class="ff3"> 379 tys. </span>zł, obliczoną z<span class="_ _a"></span>godnie z formułą zawartą w umowie </div><div class="t m0 x1 he y32b ff4 fs8 fc1 sc0 ls0 ws0">sprzedaży akcji. <span class="ff3"> </span></div><div class="t m0 x1 he y32c ff4 fs8 fc1 sc0 ls0 ws0">W d<span class="_ _0"></span>niu 16 <span class="_ _4"></span>marc<span class="_ _a"></span>a 2022 <span class="_ _4"></span>r. strony <span class="_ _0"></span>ww<span class="_ _a"></span>. tr<span class="_ _0"></span>ansakcji p<span class="_ _0"></span>odpisały aneks<span class="ff3"> </span>do <span class="_ _0"></span>umowy z <span class="_ _4"></span>dnia 1 <span class="_ _0"></span>lipca 2021 <span class="_ _4"></span>r., w ktrym <span class="_ _0"></span>potwierdziły, <span class="_ _0"></span>że cena </div><div class="t m0 x1 he y32d ff4 fs8 fc1 sc0 ls0 ws0">sprzedaży <span class="_ _a"></span>wynikjąca <span class="_ _13"></span>z <span class="_ _13"></span>ww. <span class="_ _13"></span>umowy <span class="_ _13"></span>jest <span class="_ _a"></span>ostateczna. <span class="_ _13"></span>Jednocześnie <span class="_ _13"></span>zarząd <span class="_ _a"></span>Spłki <span class="_ _13"></span>potwierdził, <span class="_ _13"></span>że <span class="_ _a"></span>wst<span class="_ _a"></span>pnie <span class="_ _a"></span>oszaco<span class="_ _a"></span>wana <span class="_ _a"></span>warto<span class="_ _a"></span>ść </div><div class="t m0 x1 he y32e ff4 fs8 fc1 sc0 ls0 ws0">godziwa aktyww netto przejtych 1<span class="ff3"> lipca 2021 r. i ujawniona w sp<span class="_ _0"></span>rawozd<span class="ff4">aniu finansowym Spłki za okres dwunastu<span class="_ _0"></span> miesicy </span></span></div><div class="t m0 x1 he y32f ff4 fs8 fc1 sc0 ls0 ws0">zakoczony 31 grudnia 2021 r. pozostaje bez zmian i jest ostateczna.<span class="ff3"> </span></div><div class="t m0 xe he y330 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Objcie pozostałych 23% akcji (udziałw niekontrolujących) Sen<span class="_ _0"></span>to S.A.<span class="_ _a"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 he y331 ff4 fs8 fc1 sc0 ls0 ws0">W d<span class="_ _0"></span>niu <span class="_ _0"></span>11 marca <span class="_ _0"></span>2022 <span class="_ _0"></span>r. <span class="_ _0"></span>spłka D<span class="_ _0"></span>om De<span class="_ _0"></span>velopment <span class="_ _0"></span>Krakw <span class="ff3">sp. <span class="_ _0"></span>z <span class="_ _0"></span>.o.o na<span class="ff4">b<span class="_ _0"></span>yła 2<span class="ff3"> <span class="ls6">014</span> </span>949 <span class="_ _4"></span>akcji spłki <span class="_ _4"></span>Sento S.A. <span class="_ _4"></span>(c<span class="_ _a"></span>o <span class="_ _0"></span>stanowiło <span class="_ _0"></span>6,3% </span></span></div><div class="t m0 x1 he y332 ff4 fs8 fc1 sc0 ls0 ws0">akcji Sento S.A.) od akcjonariuszy mniejszościowych tej spłki za łączną cen<span class="_ _0"></span> 2<span class="_ _a"></span><span class="ff3"> </span>418 tys. zł.<span class="ff3"> </span></div><div class="t m0 x1 he y333 ff4 fs8 fc1 sc0 ls0 ws0">W dniu 16 marca <span class="_ _a"></span>2022 r. <span class="_ _a"></span>spłka S<span class="_ _a"></span>ento S.A. <span class="_ _a"></span>nabyła od spłki <span class="_ _a"></span>Reno <span class="_ _a"></span><span class="ff3">s</span>p. <span class="_ _a"></span>z o.o<span class="_ _a"></span>. 5 289 <span class="_ _a"></span>851 akcji <span class="_ _a"></span>własnych (co s<span class="_ _a"></span>tanowiło 16,7%<span class="_ _a"></span> akcji </div><div class="t m0 x1 he y334 ff4 fs8 fc1 sc0 ls0 ws0">Sento S.A.) za cen 7<span class="ff3"> </span>036 tys. zł. celem ich dobrowolnego umorzenia. <span class="ff3"> </span></div><div class="t m0 x1 he y335 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _10"> </span>wyniku <span class="_ _f"> </span>powyż<span class="_ _a"></span>szych <span class="_ _10"> </span>transakcji <span class="_ _f"></span>Spłka <span class="_ _10"> </span>stała <span class="_ _10"> </span>si <span class="_ _10"> </span>w <span class="_ _10"> </span>sposb <span class="_ _10"> </span>bezpośredni <span class="_ _10"> </span>i <span class="_ _10"> </span>pośredni <span class="_ _10"> </span>właścicielem <span class="_ _10"> </span>100% <span class="_ _10"> </span>kapitału <span class="_ _10"> </span>akcyjnego </div><div class="t m0 x1 he y336 ff3 fs8 fc1 sc0 ls0 ws0">Sento S.A. </div><div class="t m0 x2 h5 y187 ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="fs8"> </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 x3 y11 w3 hd" alt="" 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n/pSy233z7+l/WL//t/P/HRsoiksbH9Ax84U9swTaNrx5GHzsY9Z9HOHYenPE092gAA4Hy3dvWDN+d/kEuzU6/vm4/G5sjH5gfj0I7JhUE6PFw+eLDc0VHt6zvxt/N+4zfqli7NxgzZ53zoQ2MnBZ1mLFtbO++3fmv8Nii2tc1673tPvM2C3/md+ksuOYObsWvnuMcbHLV/bwwOTc1jq7UBAMD5Lt3wlRipjneLalqunf7Md6N716T3GGz70IeeWLLkyaVLn1i0aM3ll+/+4z/OxpzUP1dfv/TTnz46syhXX996551j756l6Z7/+l+fuu66Jy68cM2qVVt//dfLnZ1jb9B8ww3Trr12/GF228/9XH7atLG3abjssrkf/eiZ3YwDB6NSmsAC0pVqbHoqsiyyrFAsagMAAKaKx39479XFZ0eHqqe85JKBXQOdOyImMPQ9PiuGhqr9/dWBgUp399D69dt+93d3/9Efjb1By4/9WO0FF2QRacT0N72pdunSsb/d9+d/vu1jHxtYvXpk8+ahdev2/vmfP33HHVmp9MJwtrZ2zkc+Mv5pUutXrFj4B38wZmmBaP+FX8jV15/0xtmLukREuRyliZySNInoOBjdXZFmhWKNNgAAYEro7e1p2/BXyfizW9I0Nq5rLO8tFM/ALJgkYtef/unI9u3HjN2PzO1pffvbx15fPnBg5x/8wXF373300d6HHhp75fRbbsk3No7/vLN/9VcbX/Oa0aF/zYIFM9/97jO+MbOI0sDESiIXsWd3Kc3X1tZqAwAApoRNj/9wUWPveEP+XC52bI2dO4u10Tr/DDxjElEdGhrcsGHslbULF0ZEkss1XX312OuHnn223NOTnPAIg089Nfaa4uzZhVOc0eiF91FbO/sXfmH0jS77zGdq5sx5ObZneXDCN+3cPzSc1tbWaQMAAKaE0o7VUaqO9w333j2xbdvomHH2ikiSM/O8lYMHx/6z0NKSRSQ1NYW2tmNuduyhBS+87H37jrvmVOceTcfMPpr5znfWLl48/dZbZ9xxx+g1WZalZ25l4iSiPBQTPSCjUhnYurtYY04RAABTw5zylvF2GvT2xNq1Ua2MTtKfNjtqGs/M8449YCAiIp+PiMjlktEfjo7sR0ZOOgTPyuXjrzzFILvjb/82O7LwWbGtbdlnPjP3Qx86mjhD69fv+9SnzmQbDE/4AIU05pX37Nj6vDYAAODsq1ar85ODpxy8VqvxzKZjRou5aG47x97j0LPPbv/Yx44uMdby5jfP+MmfPPrbfZ/9bFatnslNWprwfoMsorZ+99rvawMAAM6+SrnUkD/1yHjd2ujpOTyKPVwLMX12pJM8T1FM7GbZqYfQk3qK4yT5/K4/+7OxxyckR3YaVLq7D/z93x+3MHP20i6V6mQepbZhbu+T2gAAgKkQByMnH2knSezZFR0dx38FnkVze0Ryjr3LJGLfX/7lcVemIyPP/9zPVbq6zuxzpdXJvKzGpguKBx5/6F5tAADAWZbPypGebDWDajW2bD7pOLG+OabNnILr+Z5mEN7x+c+Xjz18ufe++zr/5V/OeOZk2YTbKZdEfUMxqzau+9vqGZ3XpA0AAJj8QPakw9g0jXVrYnj4pNNgkoj5F5+JMeix646Nnk0oq1SOO/g4d7JVC7KIXEPD8a963NMNVfv7n/npnx7esqXc2Vnu7Czt2bPnz/88eXm26UQvuULU1kaaXlR34JkNa6fIn0TB/woAgPNTNVdbzCVRPXY3wMGO2N8R+VOOfVsXRW1jlAZe0lPXzJ079p+Vzs4kIiuVSnv21C5adKqbHR1+1yxYcFzPVEcPjTiFJKL33nufWLEiVyhERFouZ2maxJnfAZLkJvygxdooFCOtJll6YNPDl6y6air8SdhvAABwnsoXa9LjwiCS2LH9lGFwZPw4vX0SxyKf5BDcOXMaVq0ae5uhbduyiDSi94EHxl5fv2JF/QUXHHf3JJdrvuaaY+6+ZUu5s/P0h0FXq9WRkerIyOhpiyb+giexM2Dig+u6Iysip1lLz/op8iehDQAAzlOFYk1XpWHMGDmJfXuju/s0d6tGy7xIX+yTZsXiirvvLs6c+cI1lcrgunWjP3d+8YtHzzcaEfnm5hX/8A9RW3v0mjRi/m/8RuNrXjP2MQ999auHZyWd9bF1fsIvor4+smx0y6+IHR0HDkyJPwn/KwAAzk9JkmxLFsyMZw//uzQSzz49kaHttLYoFKJamdBht3XLljVed12SZUltbf2SJW3vec/0W28de4N9n/50ad++JCKJ6FuzZuDJJ5uuvvrob5uvu+7Sb3yj85//udzZmW9sbHnTm9p+5mfG3r3S3b33zK1f9lJkEYViHD7J6/jSiPqGOFJBDYXq6nu++Mb3/EdtAADAWdM/c1X0Pnf4kIOOjhgpTWRaSW1DtC2OfZsn9BSLPvGJRZ/4xKl+O7Jr19aPfSzJDo+mkzTtuPvusW0QES233dZy222neoSub3xjaMeOKTIZplA74YxoGHOYdZZd3POD4eEP1tXVnd3Xb04RAMD5a9GVbxzKihERuVzs3xfJRGfWz7848i/5S+asWt328Y+nw8Njr9z/N3/T9a1vTfARhrdu3fnJT06REW0WUayL0y8ON9pB9Q1j7zm7fnDrc5vO+lvQBgAA56+ly5avrrkp8kkMDsbEFwLLor4lmmae4rfJRM8Ouv+v/qrj7//+uFtXu7o2/PiPd33zm6e9+9Czz6695prBjRunzvYs1k1o60VtMWprj1lTIs06t27QBgAAnE2vffuvPluaHTu2RTWdxBl5KtE67yRfkVeHhwc3bUpHRiI7+aT7LE3LBw50fvnLG37yJzd/9KNxim/VN733vc//yq/0PPjgiQsXZNXqwPr1O//4j9fdfnvp4MFjHiHLsmPXEcsqlfHfR7W/f+zt03L5pZynqKZ+YrebMSPyx54NqpJG53Nn/Y8hybLMfwkAgPPZQ9/80g3/+N4YLsdk1gMb7IvHvnmyb5oLhdq5c2uXLKlbsqRm3rzirFm5pqZ8Y2O1t3dk586+Rx7pe/jhysjIRL6iTiPqFy6cfsstjVdemZ82LRseHty0qff++/s3boxq9aQvtn7FikJr6wsvctOm8Zc+yNXXN65adXhfR5oObNiQDrzItRuSJK65M2pOe8hBFrFqVcyec1w+bUgXXvrvP6cNAAA4m9Y98cjlX/i/YseeSbVBFvH0Q9G56yR3yk744ehCY6PnI5rUs2STeYQTh7bJBJ5i4jce50EamuOqN0dy2ujJF+KGN0Th+MM1utL65l/8SqFwNs8VZE4RAMD5rnvXc3HpqmiePqkJNEnEkstPvtpXcuSSO3I5+nOcYrmxUxl7x+TIQ40zxE+OvUzE0VsmL2EbZhHT2yLJT2DT1TeOXbHhqJb8cO+4uzheAc5hCgBwvku7tke5EhevjCfXRGlkomPkLOqnR/Os6JnYsl2FmTPbfuqnCi0tSbE4+Nxzh77xjerAQKG1deZb31q7YEFUq31PPDH8/PMzbr/94Ne+NrJnT0S0v+c9kaYHv/711re8pf7CCyNi6LnnDnzpS2133plvbj7whS9EtZpFJIXCzLe8pfGyy8qdnYe+/e3hrVtzxWL7+95X094e+fzIrl1d3/52ad++1ttvr128+MAXvpD290eh0P6ud6XDwx1f/nKhpaX9ve8tzppV7es79K//mlYqrW9+c++DD/avXVtobW1/17v6H3us/qKL8s3NR99L7w9/2L927XHbaca8CaxskEVMnxbpSdaOS3LR19XZOnOmNgAA4KypH+mILIvm5rjumvjR6qiUJlwVMWtBdB2Y0FyU+ssuu/Aznzn6z/7HH19z442Lfvu3F/zmb45e0/mVr+z4xCcu/PSn89On7/jTPy02Ny//y7/sue++fEvL8iN37Hv88b1f+tKC3/7thosu6vzKV9LBwUiSFX/1V7M/8IHDr2hk5LHLL097e5d/+tNJTc3old3f//6Tb3rTvP/wH1rf8pbq4GDH3Xc3X3/9RZ///MDatfu//OWFv/mbCz/+8aN3rw4PX/ipT3Xfc8+a226rW7Lkwr/4i93/43/M+cVfzDc1HX3x23/v9/rXrj1mVF2I6bMmtupZS8tJ2yDSGO7vOrt/CeYUAQCc75rT7oiILIvaurj00sgXJ3SS/iwii9a5kStM7OZpGhH7PvvZH11wwb7Pfa7p6qun3357/UUXZdXq49de+/Dixc988IMDmzaN7N7descdWS437YYbco2N+/76rxsvuywinnrrWx9evHjdHXdERKRpViodnqFz2WWzP/CB7nvvXX355Vt/7/dytbVt73hHWqlk1eqeT33qh0uX7v/7v592ww117e1ppRIRcz/4wUrE3F/6pYjI0rQaUb9yZcc//uMPFy9+ePHiff/7f0e1GhHTbrppzvvfn6ZpRFT6+h694op1P/ETEdH5L//yyCWX7Lrrrjj23dU2R6HudJsgjcglMW3ayT+GLKsOneU5RdoAAOB815gNHh2exqyZ8bpro1gzwfvWNca8pTHxk9tU+/tHtm49dM89EVG3YMHoqTxbb7ut/c47m6+4olwqDW7a1HzttYUZM1rf9rZ0YODQd74z+vV/y/XXt9955/TrrjvuAWsXLYqInoceGlq//tC//VtE1C1ZMjq+r/T1lXbtSnK5JJcbPSlQVi43v+51y/7wD2feeWc6eORd53I1Cxa0v+1tbXfeWZw58/BxC0ly0f/6XzVtbaM3GdmyZXjbtoio9vUNbdpU7e4+7mU0tcSEtkLrjDjV4sdZ5Er92gAAgLMmy7LarDxmEa40auviylVR1zih3QFpLLw4amontJshxvxwVJLLzXrHO9rf975pN98cEQPr1uXq6hpWrJhx222Dzz47MjAweoLRmW99a/v73jfjjjuOe1HJ6NHQWfbCI+fzWZZlEfN+7ddev2NH27vffeCLXxzs6EhyuXRkZP/f/u2i//yfu7797cGnn46jixQvX97+/vfP/pmfqV22bPSaPZ/5TFJTM/8//sc44WWfZJGEiGmtEdUJvP9Fiw432Mku+erI2f1jcLwBAMD53gbHD9ezLKZNi+uvi0cfj56e0x6aXFMfrXNi//YJP2NErrY2IkYn+WTl8pO33FLp6Uki8hF9Tz4ZETNuvrl++fL9f/d3EYcXWn7qp35q6Jln4uh321mWpenoamsRkauvzyKS0YcdGhq9S/d99x34p38aXL++78hxw0mxuP2Tn+xfu/bgv/7r5d/4RlY6fGTFgS9+8elf//XREyLNWbo0Ig5+97v1y5bNfMtbJviOmidyCHF9Q8yadfKDDSIiopgOagMAAM6aXC5XPdVckisuj+c3x979kaXjPUQl2hfFnu2nmZEy2h+Nq1bN+7Vfm/fzP59VKr1PPDHj1luTYnHhRz5S6ewcev75g9/6Vv+GDRHR/r73RUTfmjVJRKW3NyIW/PIvD2/eXNq7d++Xv5wODBRmzFjwkY9U+/r6168vd3S0vfOdpYMHZ9x8c0T0PPJIFIsRMbB+/d677x497Wl65AWUe3p2/s//mTty7tUsojowMP2GGxZ96ENJRNf3vnd0/8amX/iFqx95pG7hwuxk+w3Gvq+madHQOIE5RTNbx/99c2ZOEQAAZ9VwVnPyWS7FYlx2aSxfFtXTPMKMtmiedpqxcVYuR8SMW2+96FOfqlu8eMO73tX36KP7Pv/5rFJZ+vu/v/yuu+b98i+nEQMbNvQ+/HDjJZekpdKhe+7JRez/4hcrvb0LP/zh5Xfdteh3fici9n3+87mamgv++I+X33VX/fLla26/PSkUln3ykzPe9Kbdn/nM/i984chTZsevcpAkkWVH9zyMjob33X1305VXrrjrruV33TXjTW/Kjvx2ZO/evZ/9bERk1WpEjH7fn53wrX8WsWBZ5E77lXs1om1WVKunmlAUWVYX5bP7l2BdZACA892az/z7K7PnxrtFV1c8+3z09p/yi+UkujtizQPj7mDI52vmz883NSW5XGnv3vLBg6NLHdfMmVVpc00AACAASURBVFOcOTMiSgcOlDs6IiJXV1e3dGmlu7u0d+/obYqtrTVz5kQuVzl4cGTv3oioXbCg0NKSlcsjO3dWBweLM2bUzJ9f7esb3r49IpIkqV20qHLoUKWvLzkygi+2t+fq6ko7d45WQXHOnCSXG11IoW7p0nxTUzYyMrJzZyRJzZw5I3v2ZMPDSX197dy5pY6OtK8vyedrFi2q9vZWDh4c+7YKNfH6N0ehOH4YRTQ2xLWvHT32+lT6l/140+2/qQ0AADhrHvxfH39D5UenuVG1Gk+tj45Dp8yDQjxxb3R3nHdbb+bcuOINcZpdK1nElZdHe1uMO/buXPa2Wbd/+Cy+F3OKAADOd9UZSyIX48x1iSyLXC6uXBWXrDh8TqITVWLu4kjPs02XRsyaE6edcxXNTdE2K9J0/I3cl2s+u2/HscgAAOe7lsWXRXdudE2A01gwP+bOiSefioPdJ37J3DYvamqiVDrtmY1eRZJonX26o5CziDmzYwKzdcq5hrP7buw3AAA43y1befmeoaYJjegP70C4PC5ZEXX1x42JC4VY+ZrR04eeF9KI+Yuirv50YVAoxpz2iTxgtVCvDQAAOJuamps7X/9bI1n+NNOKxs4vmj83Xv/auHRlNI5ZIi2N9vkxe8GE1kx7FVzqG2PFFZGMf6NcPq66PGpqTr9Vk8g1z9EGAACcZate+/qNsWySA8lczJ0d114VC+dHdmRnQRrzlpwXRx1kEW1zIn/aGfptM2PG9Ak9YhINLbO0AQAAZ9/w8p+IwuTnA+VycfHyuOaKmDUrklxk0dIac+aeB7sOkpizMMbLoNEbLV4Q1Qm10lCl0NpmvwEAAFPAdW96y5OlZZHERGcWHb2kaUyfFlddFldcGoViLo1LXxOF4qs5DNKI9tkxveV0N1q2OKY1T3Az7oi2xqYmbQAAwNmXy+UWveeTz1dnv8j7V9OY1RpvuCZWLiu0NMxdEK/iVbSKNbFy1binJ8oiWqfH0kUxwcXEktjXdOnZ/xvw3wAAgFEzZ7V1rfr5qMm/yPtnWRQKsXhB3HDNwn+3ePSr81flfoP2OVHXOO4tqhEXLplMbeSnXfQGbQAAwBRy9Y3/7v72n+uP2knPLBo7xaiaNl2++KZfWrhsRdQ1vKp2IIweRLBgyfjrnSWxcmlMnzbRLRaxYWj+yiuv1QYAAEwhuVzupp98/2Mz3xbFlzZQzLKGKy5YfnXDzbfFsosOf5P+6jjSYOGiaJkx7ntvnxkXLJ74pipFvv6O362vrz/7n77/AAAAHOd1b//FH7S+uyepHx3lv/gdCAvnRTWWXxQ33RYXXRyN0yJLzu3dCI2NseLSU0+WSiPq6mP50qhUJrqVklhd+7oLlq+cEmXoTx8AgOPU1dXd/M5fXn/BL0bxJaxynGUxtz0a6yKNhvpYtjxuvDWuvCpq66Jybu40qEYsWhzFcdY0qKmJ666MutqJb6Q0knlv/Nkp8rknWZb56wcA4GRj+2ztIw/Wrf70yvyuqL7YQWP/YKx+KqqVI8PPqFaiozP27YnOjhgpnTPfVWcRjY3x+jdETfEUv87n44qLom1mTHiA3ZvUb7r0w9fdeoc2AADgHNDVdej5f/jP18T6F5kHuSQ2bo4de+K4PRD5GBmOp9bE/v0R58JsliQXN94YTdNOcerSJBevvSxmTJ94GEQhuW/629/43o9MofeoDQAAGF+apj/85j/N2/LPF8S+F3O4wNBIPLI2yuUThqKRZdE/EAf2xf4D0dMT1WokU3ILZBFLFsdlq06xEHIuH5deGHPbJh4G5ST/cOOtV73zo03NzdoAAIBzz/2f+39uKt0T5XRyhZAk0dkVj2845cA/ichFf29sfj727I1yNXIxxSIhF7feEvV1J/tVvhDXXBbTmiazxyD3g/rbbv7535tqn682AABgoqrV6qa1j3c/9pXXDD3amBuJ6oSH8EkSa5+OfZ2nuX0SQ0Nx6FB0dMTBQzE0GNkUiIRcPq5+Tcyec8JsoiyioT4uWRat0yf0QFkWSXIoaVrX/rbXvvVnGxsbtQEAAOe8vXt27/zKH12bWzeJfQiDQ/HgkxMd6ecisjhwILZsi86DUU3P2p6ELGLRwrjiyhMWO8siWprj2ssnExnJcBSevvYPr3zdjVPzY9UGAAC8GOVy+Zn1aw6u+c6SnkcX5g7msglEwp4DsXHzJObeJBFZDA5FV08cOhiHumOgLyrp4d+8Mmrr4obXRWPDsVVQKMTC2bFk/rgnND3mjQxlxUeb37js9p+fv3DRlP1MtQEAAC/VQ9/8p0VP372w5lBUs/GG/vlcPLEp9h98MUP7JCKJwf7YvTd27Y7e/sjiZd+ZkOTiphti2thzE6URhXxcfXG0tkSaTuhRirlNlYV1P/EHSy9cMcU/R20AAMAZMDIy8vTax7qeeXjmoacuTLfX50YXBj7hdv2DsXpDVCovflCfRLUaQ8PR0xPdPdHdG/39MTJy+KnOYCpkERddGCtXHAmDLKKQjwWzY+n8qCmcfidJLhnIiuuLl2crf+yya2+eUucj0gYAALxC9uze9ew9X7i4897ZxZ7I4piFEUbPWfTEpjM0mI3IRVaJru7YeyD2H4j+/sMHSCcvrROyiGnNcdP1kc9FZBFpxKzpsWp51NacZk5UElFIyuXk4aZbL3rLr8yeO/cc+uC0AQAAL4vBwcGtz246uHVdfv/G9uGt87KOxlx59Fw9sW5z7Np/Jr/kTyIi0jSGR2JgMPr7o68/+odicDCGR6JSOWavwkSetqkpbrg26ooR+VzMbImF7dE6PXK548MgiYhk9Mjpvqxue37+ocYLaxZftfSy186eM/ec+8i0AQAAr4Q9u3c9v/qeph33X1x5rj4ZjvvXxHD5ZTxcIInIRaRRLkVPf3R1x6Hu6OuLoeGopC+kwkl3L1QjbrgqZs+KmNMaFy2OhrpIs2MeOUkin0QSUcn2VKdvq7s4WX7TymtumjGj9Zz+jLQBAACvnCzLuroO7d2xtWvr08u//19md26PoZEolQ7PO3o5UuHozoIs0jTKlSiVY3gkSqUYGYlSKUqlGClHuRqVSlQrUa6rb7j6wgWXNedamtKG+jSSShTLuWIpV1fK1ZfzDdWaadHUVmye1Thzzsw5C2a1z66rq3t1fDraAACAs+P+L//1TXs+F5U0hoajpz8O9kR3fwwOR/nIaUqTl/9kpaOPP3rOo+lNsbD9gQveceMv/8n5+YloAwAAzo6BgYFdf/mBi7IdERHJkSMGKtUYKcfwSAyNxNBIDJdiuBSlcpQrUa1Geuy5jyZbDkfvm4soFKKmGA110VgXrdOiqSHqa9bkL57/nj9pa5+tDQAA4BW15kcPXLn6tw7vKDjJWDWJJIkkIssON8PQSAwOx+BwDJVieCTKlShXIk2jmkYWx59XdLQccknkkigUoqYQdbXRWBfNDdHUEA11UcxHkkR6eE2Gp/OLLvr1f0yS5Lz9OLQBAABnTZZlP/zmP6169tPN1aEJDF2TF0b8oyWQZZGlkWaHx/fHrc2cRCS5yCWRJJE78sPRu8eYXRC5ZG+0dt/2/1686qrz+ePQBgAAnGX3/d3/98ZDX4rKWRuXHkyaR9711/MWLDzPP4icv0UAAM6u1779gw/U31JNzs7QdCQpbr76PwkDbQAAwNnX1Nx847//5Oq6ayL3is/1LyQ/mvHma9/4Zp+CNgAAYKpY9lMfX124Mk2SyLJX5jKUFH8w/W1Xv+PXbfxRjjcAAGAK+dFdv/a60mPHrEP8Minm7mt79xvf+2Hb/Cj7DQAAmEIufPfvP9hwcylXiJezDjqTafcv/pXX/9Sv2OBj2W8AAMCUc9/f/ukbD33llOsevKTxb2RJ8uT1f3rV9bfYztoAAICprlQqPfqdry55+q/nZwfP5A6EfPJYflXLmz964cpLbGRtAADAOWPr888WvvrhhUnnGTn8oJpLHpz59ut/5j8Vi0XbVhsAAHCO6e/re+xfPnfp3q+1RW+82BlGpVxhffGSuOZ9V91gHpE2AADgHC+EdX/z8ddXHolyOrkpRoWkr1q37vIPX//j/7fNqA0AAHg1KJfLT699/NCaby/qfmxhur+QpJFGnDiUTZJIIpI4lDVurr1oZOnNl7zhza2tM21AbQAAwKvQrh3bdz+7bmjvc8XeXQ2ljtml/cWsdLAws6t2bqm+LTdr6cyllyxZfnFDQ4NtpQ0AAIBJs/YZAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAD+/3bt2DhiGIai4HGGoZpgFepNBag31XABm1D+HSl3oICwdyvAENEbEEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAPAX9YpD38ewOQAAKtrOuexs7gYAAIA2AAAAHi2JVwAAANwNAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAABv6xWHvo9hcwAAVLSdc9nZ3A0AAABtAAAAPFoSrwAAALgbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAADe1isOMP3aYQAABftJREFUfV2XzQEAUNG+78vO1pLYEAAA4E8RAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAOBtveLQ9zFsDgCAirZzLjubuwEAAKANAACAR0viFQAAAHcDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAMDbeq1x72PYGQAAdW3nXHY2dwMAAODz+XxaEq8AAAC4GwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAEAlveLQ9zFsDgCAirZzLjubuwEAAKANAACAR0viFQAAAHcDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAMDbesWh72PYHAAAFW3nXHY2dwMAAEAbAAAAj5bEKwAAAO4GAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAIC39YpDX9dlcwAAVLTv+7KztSQ2BAAA+FMEAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAAHhbrzj0fQybAwCgou2cy87mbgAAAGgDAADg0ZJ4BQAAwN0AAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAA3tRrjXsfw84AAKhrO+eys7kbAAAA2gAAAHi0JF4BAABwNwAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAADA7/Qk3+/XQwAAwD/XkngFAADAnyIAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAADwV/0ABdUHIOVO2mQAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">22<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y297 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe he y30f ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Objcie nowej emisji akcji w Sento<span class="ff3"> S.A. </span>oraz odkupienie akcji Sento S.A. od Dom Development Krakw <span class="ff3">sp. z o.o. </span></span></span></div><div class="t m0 x1 he y337 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _13"></span>dniu <span class="_ _a"></span>28 <span class="_ _e"></span>czerwca <span class="_ _13"></span>2022 <span class="_ _13"></span>r. <span class="_ _13"></span>S<span class="_ _a"></span>płka <span class="_ _13"></span>Dom <span class="_ _13"></span>Development <span class="_ _13"></span> <span class="_ _13"></span>S<span class="_ _a"></span><span class="ff3">.A. <span class="_ _e"></span></span>nabyła <span class="_ _13"></span>5<span class="ff3"> 289 <span class="_ _13"></span>851 <span class="_ _13"></span>nowo<span class="_ _a"></span>-</span>wyemitowanych <span class="_ _a"></span>akcji <span class="_ _e"></span>Sento <span class="_ _13"></span>S.A. <span class="_ _13"></span>za <span class="_ _13"></span>cen </div><div class="t m0 x1 he y338 ff3 fs8 fc1 sc0 ls0 ws0">5 <span class="ff4">290 tys. zł (co stanowi 16,7% akcji Sento S.A.)</span> </div><div class="t m0 x1 he y339 ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _f"></span>grudniu <span class="_ _e"></span>2022 <span class="_ _f"></span><span class="ff4">roku <span class="_ _f"></span>Spłka <span class="_ _f"></span>nabyła <span class="_ _e"></span>od <span class="_ _f"></span> <span class="_ _f"></span>Dom <span class="_ _f"></span>Development <span class="_ _e"></span>Krak<span class="_ _a"></span>w <span class="_ _f"></span></span>s<span class="ff4">p. <span class="_ _f"></span>z <span class="_ _f"></span>o.o. <span class="_ _f"></span>6,3% <span class="_ _e"></span>akcji <span class="_ _f"></span>Sento <span class="_ _e"></span>S.A., <span class="_ _f"></span>stając <span class="_ _f"></span>si <span class="_ _e"></span>jej <span class="_ _f"></span>jedynym </span></div><div class="t m0 x1 he y33a ff3 fs8 fc1 sc0 ls0 ws0">akcjonariuszem.  </div><div class="t m0 xe he y33b ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Nabycie spłek Grupy BUMA<span class="ff3"> </span></span></span></div><div class="t m0 x1 he y33c ff4 fs8 fc1 sc0 ls0 ws0">W dniu 28 <span class="_ _a"></span>lutego 2022 <span class="_ _a"></span>roku Spł<span class="_ _a"></span>ka podpisała umo<span class="_ _a"></span>w sprzedaży z<span class="_ _a"></span> Giovanni Funduszem <span class="_ _a"></span>Inwestycyjnym Zamknitym z <span class="_ _a"></span>s<span class="_ _13"></span>iedzibą </div><div class="t m0 x1 he y33d ff4 fs8 fc1 sc0 ls0 ws0">w <span class="_ _0"></span>Krakowie <span class="_ _4"></span>(dalej <span class="_ _0"></span>„Sprzedający”), <span class="_ _0"></span>na <span class="_ _0"></span>mocy <span class="_ _4"></span>kt<span class="_ _a"></span>rej <span class="_ _4"></span>Spłka nabyła <span class="_ _4"></span>100% <span class="_ _0"></span>udziałw <span class="_ _4"></span>w nas<span class="_ _0"></span>tpujących <span class="_ _0"></span>spłkach <span class="_ _0"></span>z <span class="_ _0"></span>Grupy <span class="_ _4"></span>BUMA: Buma<span class="_ _0"></span> </div><div class="t m0 x1 he y33e ff3 fs8 fc1 sc0 ls0 ws0">Development <span class="_ _0"></span>sp. <span class="_ _0"></span>z o.o., <span class="_ _0"></span>Buma <span class="_ _0"></span>Management <span class="_ _0"></span>Sp. <span class="_ _0"></span>z o.o., <span class="_ _4"></span>Buma Development <span class="_ _4"></span>22 Sp. <span class="_ _4"></span>z<span class="_ _a"></span> o.o., <span class="_ _4"></span>Buma Development <span class="_ _4"></span>21 Sp. <span class="_ _0"></span>z <span class="_ _0"></span>o.o., Bum<span class="_ _0"></span>a </div><div class="t m0 x1 he y33f ff3 fs8 fc1 sc0 ls0 ws0">Development 20 <span class="_ _a"></span>sp. <span class="_ _a"></span>z <span class="_ _a"></span>o.o., Buma <span class="_ _a"></span>Development 12 <span class="_ _a"></span>Sp. <span class="_ _a"></span>z <span class="_ _a"></span>o.o., <span class="_ _a"></span>Buma Development 8 <span class="_ _13"></span>s<span class="ff4">p. <span class="_ _a"></span>z <span class="_ _a"></span>o.o., z<span class="_ _a"></span>aś Dom <span class="_ _a"></span>Construction <span class="_ _a"></span></span>sp. <span class="_ _a"></span>z <span class="_ _a"></span>o.o., </div><div class="t m0 x1 he y340 ff4 fs8 fc1 sc0 ls0 ws0">podmiot w 100% zależny od Spłki, nabyła 100% udziałw w Buma Contractor 1 <span class="ff3">s</span>p. z o.o. (dalej „Transakcja”). <span class="ff3"> </span></div><div class="t m0 x1 he y341 ff4 fs8 fc1 sc0 ls0 ws0">Wartość <span class="_ _a"></span>Transakcji, wg <span class="_ _a"></span>wstpnej <span class="_ _a"></span>ceny <span class="_ _a"></span>nabycia, <span class="_ _a"></span>to <span class="_ _a"></span>209,5 <span class="_ _a"></span>mln zł,<span class="_ _a"></span> na <span class="_ _a"></span>ktrą <span class="_ _a"></span>składa<span class="_ _a"></span><span class="ls19">ła</span><span class="ff3"> </span>si <span class="_ _a"></span>łączna <span class="_ _a"></span>wstpna <span class="_ _a"></span>cena sprzedaży <span class="_ _a"></span>udziałw </div><div class="t m0 x1 he y342 ff4 fs8 fc1 sc0 ls0 ws0">w <span class="_ _e"></span>wymienionych <span class="_ _13"></span>w<span class="_ _a"></span>yżej <span class="_ _e"></span>podmiotach <span class="_ _13"></span>w<span class="_ _a"></span> <span class="_ _e"></span>wysokości <span class="_ _e"></span>151,4 <span class="_ _e"></span>mln <span class="_ _e"></span>zł <span class="_ _e"></span>(z <span class="_ _13"></span>cz<span class="_ _a"></span>ego <span class="_ _e"></span>wstpna <span class="_ _13"></span>cena <span class="_ _e"></span>za <span class="_ _e"></span>udziały <span class="_ _e"></span>nabyte <span class="_ _e"></span>bezpośrednio <span class="_ _e"></span>przez </div><div class="t m0 x1 he y343 ff4 fs8 fc1 sc0 ls0 ws0">Spłk wynosiła 122,3 mln zł, a wstpna cena zapłacona przez Dom Construction Sp. z o.o. wynosiła 29,1 mln zł) oraz 58,<span class="_ _a"></span>1 mln </div><div class="t m0 x1 he y344 ff4 fs8 fc1 sc0 ls0 ws0">zł z <span class="_ _0"></span>tytułu <span class="_ _0"></span>przejcia <span class="_ _0"></span>pożyczek ud<span class="_ _0"></span>zielonych przez <span class="_ _0"></span>Sprzedającego s<span class="_ _0"></span>płkom nabytym <span class="_ _0"></span>w <span class="_ _0"></span>wyniku Transakcji. <span class="_ _0"></span>W skład <span class="_ _4"></span>aktyw<span class="_ _a"></span>w sp<span class="_ _0"></span>łek </div><div class="t m0 x1 he y345 ff4 fs8 fc1 sc0 ls0 ws0">bdących <span class="_ _13"></span>przedmiotem <span class="_ _13"></span>Transakcji <span class="_ _e"></span>wchodzą <span class="_ _13"></span>m.in. <span class="_ _e"></span>grunty <span class="_ _13"></span>i<span class="ff3">nwestycyjne <span class="_ _e"></span>na <span class="_ _13"></span>terenie <span class="_ _13"></span>Krakow<span class="_ _a"></span>a <span class="_ _13"></span>o <span class="_ _e"></span>potencjale <span class="_ _13"></span>wybudowania <span class="_ _13"></span>1 <span class="_ _e"></span>370 </span></div><div class="t m0 x1 he y307 ff4 fs8 fc1 sc0 ls0 ws0">lokali, projekty w budowie z 224 lokalami oraz 51,4 mln zł środkw pieniżnych, przy zadłużeniu z ty<span class="_ _a"></span>tułu kredytw bankowych </div><div class="t m0 x1 he y346 ff4 fs8 fc1 sc0 ls0 ws0">na poziomie 1,9 mln zł. <span class="ff3"> </span></div><div class="t m0 x1 he y347 ff4 fs8 fc1 sc0 ls0 ws0">Zgodnie z zapisami umowy <span class="_ _a"></span>sprzedaży, wyż<span class="_ _a"></span>ej wymiennione ceny z<span class="_ _a"></span>a udziały były <span class="_ _a"></span>cenami wstpnymi, opartymi <span class="_ _a"></span>w dużej mierze o </div><div class="t m0 x1 he y348 ff4 fs8 fc1 sc0 ls0 ws0">bilansową <span class="_ _0"></span>wartość <span class="_ _0"></span>aktyww <span class="_ _0"></span>netto <span class="_ _4"></span>w<span class="_ _a"></span> <span class="_ _0"></span>nabywanych <span class="_ _4"></span>spłkach us<span class="_ _0"></span>talonych <span class="_ _0"></span>na <span class="_ _0"></span>dzie <span class="_ _4"></span>30 listopada <span class="_ _4"></span>2021 r.. <span class="_ _4"></span>Ustalenie <span class="_ _0"></span>ostatecznej <span class="_ _4"></span>c<span class="_ _a"></span>eny </div><div class="t m0 x1 he y349 ff4 fs8 fc1 sc0 ls0 ws0">sprzedaży <span class="_ _4"></span>nastąpiło w <span class="_ _4"></span>o<span class="_ _a"></span>parciu <span class="_ _4"></span>(midzy in<span class="_ _0"></span>nymi) <span class="_ _0"></span>o <span class="_ _0"></span>wartość <span class="_ _0"></span>aktyw<span class="_ _a"></span>w <span class="_ _4"></span>netto w <span class="_ _4"></span>nabywanych <span class="_ _0"></span>spłkach <span class="_ _0"></span>ustalonych <span class="_ _4"></span>na dzie<span class="_ _0"></span> <span class="_ _0"></span>28 <span class="_ _0"></span>lutego </div><div class="t m0 x1 he y34a ff3 fs8 fc1 sc0 ls6 ws0">2022<span class="ls0"> <span class="ff4">r. <span class="_ _a"></span>Pro<span class="_ _a"></span>ces <span class="_ _a"></span>ustalania <span class="_ _a"></span>ostat<span class="_ _a"></span>ecznej <span class="_ _a"></span>ceny <span class="_ _13"></span>nabycia <span class="_ _13"></span>został <span class="_ _13"></span>zakoczony <span class="_ _a"></span>w <span class="_ _13"></span>dniu <span class="_ _a"></span>15 <span class="_ _13"></span>lipca <span class="_ _13"></span>2022 <span class="_ _a"></span>r. <span class="_ _13"></span>poprzez <span class="_ _13"></span>podpisanie <span class="_ _a"></span>p<span class="_ _a"></span>rzez <span class="_ _13"></span>strony </span></span></div><div class="t m0 x1 he y34b ff4 fs8 fc1 sc0 ls0 ws0">umowy oświadczenia potwierdzającego wysokość ostatecznej ceny sprzed<span class="_ _0"></span>a<span class="_ _a"></span>ży. <span class="ff3"> </span></div><div class="t m0 x1 he y34c ff4 fs8 fc1 sc0 ls0 ws0">Na <span class="_ _13"></span>jej <span class="_ _13"></span>podstawie <span class="_ _a"></span>o<span class="_ _a"></span>pisana <span class="_ _a"></span>wyż<span class="_ _a"></span>ej <span class="_ _13"></span>wartość <span class="_ _13"></span>Transakcji <span class="_ _13"></span>została <span class="_ _13"></span>pomniejszona <span class="_ _13"></span>o <span class="_ _13"></span>5,3 <span class="_ _13"></span>mln <span class="_ _13"></span>zł, <span class="_ _13"></span>do <span class="_ _13"></span>kwoty <span class="_ _13"></span>204,2 <span class="_ _13"></span>mln <span class="_ _13"></span>zł. <span class="_ _13"></span>Pomniejszeniu </div><div class="t m0 x1 he y34d ff4 fs8 fc1 sc0 ls0 ws0">uległa cena sprzedaży udziałw w nabytych podmiotach, ktra ostatecznie<span class="_ _0"></span> wyniosła 146,1 mln zł. <span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he yf5 ff3 fs8 fc1 sc0 ls0 ws0">Koszty <span class="_ _19"> </span>ww. <span class="_ _18"> </span>akwizycji <span class="_ _19"> </span>w <span class="_ _19"> </span>kwocie <span class="_ _19"> </span>3 2<span class="ff4">64 <span class="_ _19"> </span>tys. <span class="_ _18"> </span>zł, <span class="_ _19"> </span>ktrych <span class="_ _19"> </span>poniesienie <span class="_ _19"> </span>nie <span class="_ _19"> </span>było <span class="_ _19"> </span>warunkiem <span class="_ _19"> </span>Transakcji <span class="_ _19"> </span>(takie <span class="_ _19"> </span>jak <span class="_ _18"> </span>koszty </span></div><div class="t m0 x1 he yf6 ff4 fs8 fc1 sc0 ls0 ws0">przeprowadzonych w wielu o<span class="_ _a"></span>bszarach prac typ<span class="_ _a"></span>u due <span class="_ _a"></span>diligence) zostały <span class="_ _a"></span>odniesione bezpośrednio do<span class="_ _a"></span> rachunku zyskw<span class="_ _a"></span> i strat w<span class="_ _a"></span> </div><div class="t m0 x1 he yf7 ff4 fs8 fc1 sc0 ls0 ws0">pozycji ”pozostałe koszty operacyjne”.<span class="ff3"> </span></div><div class="t m0 x1 he y34e ff4 fs8 fc1 sc0 ls0 ws0">Ponadto S<span class="_ _0"></span>płka zawarła ze <span class="_ _4"></span>Sprzedającym warunkową <span class="_ _0"></span>umow p<span class="_ _0"></span>rzedwstpną <span class="_ _0"></span>nabycia 100% <span class="_ _0"></span>udziałw w <span class="_ _0"></span>RSKK <span class="_ _0"></span>Sp. <span class="_ _0"></span>z o.o. <span class="_ _0"></span>za kwot </div><div class="t m0 x1 he y34f ff4 fs8 fc1 sc0 ls0 ws0">9,6 mln <span class="_ _0"></span>zł, zgodnie z ktrą <span class="_ _0"></span>umowa przeniesienia własności RS<span class="_ _0"></span>KK Sp. z o.o. mogła zostać zawarta w <span class="_ _0"></span>termin<span class="_ _0"></span>ie do dnia 30 czerwca </div><div class="t m0 x1 he y350 ff4 fs8 fc1 sc0 ls0 ws0">2022 roku, po <span class="_ _a"></span>spełnieniu warunk<span class="_ _a"></span>w zawieszających. Z <span class="_ _a"></span>uwagi na niespełnienie si <span class="_ _a"></span>warunkw zawiesz<span class="_ _a"></span>ających, umowa na <span class="_ _a"></span>zakup </div><div class="t m0 x1 he y351 ff4 fs8 fc1 sc0 ls0 ws0">tej spłki nie została zawarta.<span class="ff3"> </span></div><div class="t m0 xe he y352 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Zwrot dopłaty do kapitału w Dom D<span class="ff3">e</span>velopment Wrocław Sp. z o.o. <span class="ff3"> </span></span></span></div><div class="t m0 x1 he y353 ff4 fs8 fc1 sc0 ls0 ws0">W dniu 26 września 2022 <span class="_ _a"></span>r. Spłka otrzymała od <span class="_ _a"></span>Dom Development <span class="_ _a"></span>Wrocław Sp. z o.o. cz<span class="_ _a"></span>ściowy zwrot dopłaty do kapitału w </div><div class="t m0 x1 he y354 ff3 fs8 fc1 sc0 ls0 ws0">kwocie 28 <span class="ff4">000 tys. zł.</span> </div><div class="t m0 x1 he y355 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y356 ff1 fs9 fc0 sc0 lsf ws0">7.9<span class="ff5 ls0"> <span class="_ _d"> </span><span class="ff2 fc1">POŻYCZKI UDZIELONE (DŁUGO i KRÓTKOTERMINOWE)<span class="ff1"> </span>O<span class="_ _a"></span>RAZ POZOSTAŁE </span></span></div><div class="t m0 x4 h25 y357 ff2 fs9 fc1 sc0 ls0 ws0">NALEŻNOŚCI DŁUGOTERMINOWE<span class="ff1 fs4"> </span></div><div class="t m0 x1 he y358 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y359 w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">POŻYCZKI UDZIELONE I POZO<span class="_ _0"></span>STAŁE NALEŻNOŚCI DŁUGOTERMINOW<span class="_ _0"></span>E<span class="ff1"> </span></div></div><div class="c x6a y359 w28 h13"><div class="t m0 x7a h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y359 w29 h13"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y35a w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pożyczki udzi<span class="_ _0"></span>elone –<span class="ff3"> </span>czść długoterminowa <span class="ff1"> </span></div></div><div class="c x6a y35a w28 h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">303 045<span class="ls0"> </span></div></div><div class="c x6b y35a w29 h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">26 580<span class="ls0"> </span></div></div><div class="c x1 y35b w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe należno<span class="_ _0"></span>ści długoterminowe<span class="ff3"> </span></div></div><div class="c x6a y35b w28 h11"><div class="t m0 x80 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">6 512<span class="ls0"> </span></div></div><div class="c x6b y35b w29 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 694<span class="ls0"> </span></div></div><div class="c x1 y35c w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Stan na koniec okresu  </div></div><div class="c x6a y35c w28 h11"><div class="t m0 x2e h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">309 557<span class="ls0"> </span></div></div><div class="c x6b y35c w29 h11"><div class="t m0 x35 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">28 274<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y35d ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y35e ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y35f w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">POŻYCZKI UDZIELONE <span class="ff1"> </span></div></div><div class="c x6a y35f w28 h13"><div class="t m0 x7a h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y35f w29 h13"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y360 w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pożyczki udzi<span class="_ _0"></span>elone –<span class="ff3"> </span>czść długoterminowa<span class="ff1"> </span></div></div><div class="c x6a y360 w28 h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">303 045<span class="ls0"> </span></div></div><div class="c x6b y360 w29 h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">26 580<span class="ls0"> </span></div></div><div class="c x1 y361 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pożyczki udzi<span class="_ _0"></span>elone –<span class="ff3"> </span>czść krtkoterminowa<span class="ff3"> </span></div></div><div class="c x6a y361 w28 h13"><div class="t m0 x81 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y361 w29 h13"><div class="t m0 x65 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">197 760<span class="ls0"> </span></div></div><div class="c x1 y362 w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Razem  </div></div><div class="c x6a y362 w28 h11"><div class="t m0 x2e h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">303 045<span class="ls0"> </span></div></div><div class="c x6b y362 w29 h11"><div class="t m0 x65 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">224 340<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y363 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y364 ff4 fs8 fc1 sc0 ls0 ws0">Pożyczki prezentowane w powyższych zestawien<span class="_ _0"></span>iach wykazane są wraz z naliczonymi odsetkami na dzie bilansowy.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y365 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">23<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 hf y366 ff2 fs4 fc0 sc0 ls0 ws0">POŻYCZKI<span class="ff1 ls1c">  <span class="ls0">UDZIELONE<span class="_ _a"></span> </span></span></div><div class="t m0 x1 he y367 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y368 ff4 fs8 fc1 sc0 ls0 ws0">Wszystkie udzielone przez Spłk pożyczki są pożyczkami do podmiotw powiązanych. <span class="ff3"> </span></div><div class="t m0 x1 he y369 ff4 fs8 fc1 sc0 ls0 ws0">Poniższa <span class="_ _f"></span>tabela <span class="_ _f"></span>przedstawia <span class="_ _e"></span>poż<span class="_ _a"></span>yczki <span class="_ _f"></span>udzielone <span class="_ _e"></span>przez <span class="_ _f"> </span>Spłk <span class="_ _f"> </span>oraz <span class="_ _10"> </span>ich <span class="_ _f"></span>stan <span class="_ _e"></span>na <span class="_ _f"> </span>dzie <span class="_ _f"></span>3<span class="_ _a"></span><span class="ff3">1 <span class="_ _f"> </span>grudn<span class="_ _a"></span>ia <span class="_ _f"></span><span class="ls6">2022</span> r. <span class="_ _f"></span>wraz <span class="_ _f"> </span>z <span class="_ _f"></span>naliczonymi </span></div><div class="t m0 x1 he y36a ff3 fs8 fc1 sc0 ls0 ws0">odsetkami:  </div></div><div class="c x1 y36b w34 h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">Data zawarcia </div><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">umowy </div></div><div class="c x82 y36b w35 h16"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Pożyczkobiorca<span class="ff1"> </span></div></div><div class="c x13 y36b w36 h16"><div class="t m0 x83 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">Kwota <span class="ff2">pożyczki </span></div><div class="t m0 x84 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(bez odsetek) </div></div><div class="c x85 y36b w37 h16"><div class="t m0 x1c h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Termin spłaty<span class="ff1"> </span></div></div><div class="c x86 y36b w38 h16"><div class="t m0 x42 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">Stan na dzień </div><div class="t m0 x31 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">31.<span class="ls8">12<span class="ls1d">.2022</span></span> </div></div><div class="c x1 y36c w34 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">26.02.2019 </div></div><div class="c x82 y36c w35 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. </div></div><div class="c x13 y36c w36 h13"><div class="t m0 x19 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">150 000<span class="ls0"> </span></div></div><div class="c x85 y36c w37 h13"><div class="t m0 x3e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x86 y36c w38 h13"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">90 000<span class="ls0"> </span></div></div><div class="c x1 y36d w34 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">27.09.2019 </div></div><div class="c x82 y36d w35 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław <span class="ff3">sp. z o.o. </span></div></div><div class="c x13 y36d w36 h13"><div class="t m0 x19 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">150 000<span class="ls0"> </span></div></div><div class="c x85 y36d w37 h13"><div class="t m0 x3e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x86 y36d w38 h13"><div class="t m0 x2b h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">140 000<span class="ls0"> </span></div></div><div class="c x1 y36e w34 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">09.08.2022 </div></div><div class="c x82 y36e w35 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w <span class="ff3">sp. z o.o. </span></div></div><div class="c x13 y36e w36 h11"><div class="t m0 x18 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">75 000<span class="ls0"> </span></div></div><div class="c x85 y36e w37 h11"><div class="t m0 x3e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">31.12.2025 </div></div><div class="c x86 y36e w38 h11"><div class="t m0 x6d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">29 200<span class="ls0"> </span></div></div><div class="c x1 y36f w34 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">13.05.2021 </div></div><div class="c x82 y36f w35 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w <span class="ff3">sp. z o.o.*) </span></div></div><div class="c x13 y36f w36 h13"><div class="t m0 x16 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">500<span class="ls0"> </span></div></div><div class="c x85 y36f w37 h13"><div class="t m0 x3e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x86 y36f w38 h13"><div class="t m0 x39 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">5<span class="ls8">53</span> </div></div><div class="c x1 y370 w34 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">02.07.2021 </div></div><div class="c x82 y370 w35 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w <span class="ff3">sp. z o.o.*) </span></div></div><div class="c x13 y370 w36 h11"><div class="t m0 x16 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">500<span class="ls0"> </span></div></div><div class="c x85 y370 w37 h11"><div class="t m0 x3e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x86 y370 w38 h11"><div class="t m0 x39 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">5<span class="ls8">51</span> </div></div><div class="c x1 y371 w34 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">16.02.2022 </div></div><div class="c x82 y371 w35 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w <span class="ff3">sp. z o.o.*) </span></div></div><div class="c x13 y371 w36 h11"><div class="t m0 x22 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 900<span class="ls0"> </span></div></div><div class="c x85 y371 w37 h11"><div class="t m0 x3e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x86 y371 w38 h11"><div class="t m0 x87 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls8">037</span> </div></div><div class="c x1 y372 w34 h14"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">22.04.2021 </div></div><div class="c x82 y372 w35 h14"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w <span class="ff3">sp. z o.o.**) </span></div></div><div class="c x13 y372 w36 h14"><div class="t m0 x18 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">17 350<span class="ls0"> </span></div></div><div class="c x85 y372 w37 h14"><div class="t m0 x3e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">31.12.2026 </div></div><div class="c x86 y372 w38 h14"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">19 <span class="ls8">220</span> </div></div><div class="c x1 y373 w34 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">22.04.2021 </div></div><div class="c x82 y373 w35 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w <span class="ff3">sp. z o.o.***)  </span></div></div><div class="c x13 y373 w36 h11"><div class="t m0 x22 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls8">200</span> </div></div><div class="c x85 y373 w37 h11"><div class="t m0 x3e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">31.12.2026 </div></div><div class="c x86 y373 w38 h11"><div class="t m0 x87 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">6 <span class="ls8">866</span> </div></div><div class="c x1 y374 w34 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">22.04.2021 </div></div><div class="c x82 y374 w35 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w <span class="ff3">sp. z o.o.****)  </span></div></div><div class="c x13 y374 w36 h13"><div class="t m0 x18 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">13<span class="ls0"> </span>200<span class="ls0"> </span></div></div><div class="c x85 y374 w37 h13"><div class="t m0 x3e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">31.12.2026 </div></div><div class="c x86 y374 w38 h13"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">14 618<span class="ls0"> </span></div></div><div class="c x1 y375 w34 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x82 y375 w35 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x13 y375 w36 h13"><div class="t m0 x39 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x85 y375 w37 h13"><div class="t m0 x3 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x86 y375 w38 h13"><div class="t m0 x2b h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">303<span class="ls0"> </span>045<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h1f y376 ff4 fs3 fc1 sc0 ls0 ws0">*)  Pożyczka udziel<span class="_ _0"></span>ona spłce Buma D<span class="_ _0"></span>evelopment 8 <span class="ff3">s</span>p. z o.o., k<span class="_ _0"></span>tra została po<span class="_ _0"></span>łączona z Dom Devel<span class="_ _0"></span>opment Krakw <span class="ff3">sp. z o.o. </span></div><div class="t m0 x4 h1f y377 ff3 fs3 fc1 sc0 ls0 ws0"> z dniem 2 czerwca 20<span class="_ _0"></span>22 r. </div><div class="t m0 x4 h1f y378 ff4 fs3 fc1 sc0 ls0 ws0">**) Pożyczka udzie<span class="_ _0"></span>lona spłce B<span class="_ _0"></span>uma Development 20 <span class="ff3">s</span>p. z o<span class="_ _0"></span>.o., ktra została połączona <span class="_ _0"></span>z Dom Development<span class="_ _0"></span> Krakw <span class="ff3">sp. z o.o. </span></div><div class="t m0 x4 h1f y379 ff3 fs3 fc1 sc0 ls0 ws0"> z dniem 2 czerwca 20<span class="_ _0"></span>22 r. </div><div class="t m0 x4 h1f y37a ff4 fs3 fc1 sc0 ls0 ws0">***)  Pożyczka ud<span class="_ _0"></span>zielona spłce B<span class="_ _0"></span>uma Development<span class="_ _0"></span> 21 <span class="ff3">s</span>p. z o.o., ktra zost<span class="_ _0"></span>ała połączona z Dom Dev<span class="_ _0"></span>elopment Krak<span class="_ _0"></span>w <span class="ff3">sp. z o.o. </span></div><div class="t m0 x4 h1f y37b ff3 fs3 fc1 sc0 ls0 ws0"> <span class="ff4">z dniem 8 wr<span class="_ _0"></span>ześnia 2022 r.<span class="ff3"> </span></span></div><div class="t m0 x4 h1f y37c ff4 fs3 fc1 sc0 ls0 ws0">****)  Pożyc<span class="_ _0"></span>zka udzielona spłce<span class="_ _0"></span> Buma Development 22 <span class="ff3">sp. z o.o.</span>, k<span class="_ _0"></span>tra zost<span class="_ _0"></span>ała połączona z Dom De<span class="_ _0"></span>velopment Krak<span class="_ _0"></span>w <span class="ff3">sp. z o.o. </span></div><div class="t m0 x4 h1f y37d ff3 fs3 fc1 sc0 ls0 ws0"> <span class="ff4">z dniem 8 wr<span class="_ _0"></span>ześnia 2022 r.<span class="ff3"> </span></span></div><div class="t m0 x1 he y37e ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y37f ff1 fs9 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y380 ff1 fs9 fc0 sc0 lsf ws0">7.10<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff1 fc1">ZAP<span class="_ _a"></span>ASY </span></span></div><div class="t m0 x1 he y299 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y381 w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">ZAPASY </div></div><div class="c x6a y381 w28 h13"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y381 w39 h13"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y382 w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Zaliczki na dos<span class="_ _0"></span>tawy  </div></div><div class="c x6a y382 w28 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">71 694<span class="ls0"> </span></div></div><div class="c x6b y382 w39 h13"><div class="t m0 x65 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">189 306<span class="ls0"> </span></div></div><div class="c x1 y383 w27 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">w tym:  <span class="_ _17"> </span><span class="ff4">według ceny n<span class="_ _0"></span>abycia/kosztu wytworzenia <span class="ff3"> </span></span></div></div><div class="c x6a y383 w28 h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">71<span class="ls0"> </span>694<span class="ls0"> </span></div></div><div class="c x6b y383 w39 h13"><div class="t m0 x65 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">189 306<span class="ls0"> </span></div></div><div class="c x1 y384 w27 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="_ _1f"> </span>odpis do <span class="ff4">wartości n<span class="_ _0"></span>etto możliwej do uzyskani<span class="_ _0"></span>a<span class="_ _a"></span><span class="ff3"> <span class="_ _20"> </span> </span></span></div></div><div class="c x6a y384 w28 h11"><div class="t m0 x33 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y384 w39 h11"><div class="t m0 x33 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x1 y385 w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Półprodukty i produkcja w toku <span class="ff1"> </span></div></div><div class="c x6a y385 w28 h13"><div class="t m0 x52 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">1 824<span class="ls0"> </span>319<span class="ls0"> </span></div></div><div class="c x6b y385 w39 h13"><div class="t m0 x52 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">1 558 097<span class="ls0"> </span></div></div><div class="c x1 y386 w27 h13"><div class="t m0 x0 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">w tym:  <span class="_ _17"> </span><span class="ff4">według ceny n<span class="_ _0"></span>abycia/kosztu wytworzenia <span class="ff1"> </span></span></div></div><div class="c x6a y386 w28 h13"><div class="t m0 x52 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 820<span class="ls0"> </span>217<span class="ls0"> </span></div></div><div class="c x6b y386 w39 h13"><div class="t m0 x52 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 542 383<span class="ls0"> </span></div></div><div class="c x1 y352 w27 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="_ _1f"> </span><span class="ff4">prawo wieczystego<span class="_ _0"></span> użytkowania gruntw (leasing<span class="_ _0"></span>)<span class="_ _a"></span><span class="ff3"> </span></span></div></div><div class="c x6a y352 w28 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">45 <span class="ls8">007</span> </div></div><div class="c x6b y352 w39 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">44 036<span class="ls0"> </span></div></div><div class="c x1 y387 w27 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> <span class="_ _1f"> </span><span class="ff4">odpis do wartości<span class="_ _0"></span> netto możliwej do uzyskania<span class="ff3"> <span class="_ _20"> </span> </span></span></div></div><div class="c x6a y387 w28 h13"><div class="t m0 x1f h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls8">40</span> <span class="ls8">905</span>) </div></div><div class="c x6b y387 w39 h13"><div class="t m0 x16 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(28 322) </div></div><div class="c x1 y388 w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Wyroby gotowe  </div></div><div class="c x6a y388 w28 h11"><div class="t m0 x35 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">34<span class="ls0"> </span>496<span class="ls0"> </span></div></div><div class="c x6b y388 w39 h11"><div class="t m0 x65 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">173 810<span class="ls0"> </span></div></div><div class="c x1 y389 w27 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">w tym:  <span class="_ _17"> </span><span class="ff4">według ceny n<span class="_ _0"></span>abycia/kosztu wytworzenia <span class="ff3"> </span></span></div></div><div class="c x6a y389 w28 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">40<span class="ls0"> </span>725<span class="ls0"> </span></div></div><div class="c x6b y389 w39 h11"><div class="t m0 x65 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">180 239<span class="ls0"> </span></div></div><div class="c x1 y38a w27 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> <span class="_ _1f"> </span><span class="ff4">odpis do wartości<span class="_ _0"></span> netto możliwej do uzyskan<span class="_ _0"></span>ia<span class="_ _a"></span><span class="ff3"> <span class="_ _20"> </span> </span></span></div></div><div class="c x6a y38a w28 h13"><div class="t m0 x1e h12 y8b ff3 fs5 fc1 sc0 lsa ws0">(6<span class="ls0"> 2<span class="ls8">29)</span> </span></div></div><div class="c x6b y38a w39 h13"><div class="t m0 x1e h12 y8b ff3 fs5 fc1 sc0 lsa ws0">(6<span class="ls0"> <span class="ls8">429)</span> </span></div></div><div class="c x1 y38b w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x6a y38b w28 h11"><div class="t m0 x52 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">1 930<span class="ls0"> </span>509<span class="ls0"> </span></div></div><div class="c x6b y38b w39 h11"><div class="t m0 x52 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">1 921 213<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y20b ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y38c ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y38d w27 h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">ODPISY <span class="ff2">AKTUALIZUJĄCE WARTO<span class="_ _0"></span>ŚĆ ZAPASÓW<span class="ff1"> </span></span></div></div><div class="c x6a y38d w28 h16"><div class="t m0 x88 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">- </span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x39 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c x6b y38d w39 h16"><div class="t m0 x45 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">- </span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x87 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y38e w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Stan na początek okresu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x6a y38e w28 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">34 <span class="ls8">75</span>1 </div></div><div class="c x6b y38e w39 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">36 741<span class="ls0"> </span></div></div><div class="c x1 y38f w27 h11"><div class="t m0 x38 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia <span class="ff3"> </span></div></div><div class="c x6a y38f w28 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">12 583<span class="ls0"> </span></div></div><div class="c x6b y38f w39 h11"><div class="t m0 x33 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y390 w27 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia)  </div></div><div class="c x6a y390 w28 h13"><div class="t m0 x36 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls8">200</span>) </div></div><div class="c x6b y390 w39 h13"><div class="t m0 x1e h12 y8b ff3 fs5 fc1 sc0 lsa ws0">(1<span class="ls0"> <span class="ls8">990)</span> </span></div></div><div class="c x1 y391 w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Stan na koniec okresu  </div></div><div class="c x6a y391 w28 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">47<span class="ls0"> </span>134<span class="ls0"> </span></div></div><div class="c x6b y391 w39 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">34 751<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y392 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y393 ff4 fs8 fc1 sc0 ls0 ws0">Określenie <span class="_ _a"></span>wartości <span class="_ _13"></span>odpisw <span class="_ _13"></span>aktualizujących <span class="_ _13"></span>wartość <span class="_ _13"></span>zapasw <span class="_ _13"></span>jest <span class="_ _13"></span>wynikiem <span class="_ _a"></span>przeprowadzonych <span class="_ _13"></span>przez <span class="_ _13"></span>Spłk <span class="_ _13"></span>analiz <span class="_ _a"></span>i <span class="_ _13"></span>testw </div><div class="t m0 x1 he y394 ff4 fs8 fc1 sc0 ls0 ws0">na utrat wartości.<span class="ff3"> </span></div><div class="t m0 x1 he y361 ff4 fs8 fc1 sc0 ls0 ws0">Metodologia badania zapasw pod kątem utraty wartości opisana została w nocie 7.4 „Istotne zasady rachun<span class="_ _0"></span>kowości”.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y395 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y396 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">24<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x1 y397 w27 h28"><div class="t m0 x0 h9 y2fc ff2 fs5 fc1 sc0 ls0 ws0">WARTOŚĆ BILANSOWA ZAPASÓW<span class="_ _0"></span> STANOWIĄCYCH ZABEZPIECZENIE </div><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">SPŁATY<span class="ff1"> </span>ZOBOWIĄZAŃ ORAZ WYSOKOŚĆ U<span class="_ _0"></span>STANOWIONYCH HIPOTE<span class="_ _0"></span>K<span class="ff1"> </span></div></div><div class="c x6a y397 w28 h28"><div class="t m0 x7a h9 y2fc ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y397 w39 h28"><div class="t m0 x6c h9 y2fc ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y398 w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">HIPOTEKI - <span class="ff2">wartość hipotek zabez<span class="_ _0"></span>pieczających zobowiązania: <span class="ff1"> </span></span></div></div><div class="c x6a y398 w28 h13"><div class="t m0 x89 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y398 w39 h13"><div class="t m0 xe h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y399 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wynikających z u<span class="_ _0"></span>mw zakupu nieruchomości<span class="ff3"> </span></div></div><div class="c x6a y399 w28 h13"><div class="t m0 x81 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y399 w39 h13"><div class="t m0 x33 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y39a w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Wynikających z u<span class="_ _0"></span>mw kredytowych Spłki oraz spłek z Grupy<span class="ff3"> </span></div></div><div class="c x6a y39a w28 h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">5<span class="ls8">85</span> 0<span class="ls8">00</span> </div></div><div class="c x6b y39a w39 h11"><div class="t m0 x65 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">577 500<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y39b ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y39c ff1 fs4 fc0 sc0 ls0 ws0">PRACE PRZYGOTOWAW<span class="_ _a"></span>CZE </div><div class="t m0 x1 he y39d ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _10"> </span>przypadku <span class="_ _10"> </span>braku <span class="_ _10"> </span>p<span class="_ _a"></span>ewności <span class="_ _10"> </span>co <span class="_ _12"> </span>do <span class="_ _10"> </span>możliwości <span class="_ _10"> </span>zakupu <span class="_ _10"> </span>z<span class="_ _a"></span>iemi <span class="_ _10"> </span>dla <span class="_ _10"> </span>potencjalnego <span class="_ _12"> </span>projektu, <span class="_ _10"> </span>koszty <span class="_ _10"> </span>prac <span class="_ _10"> </span>przygoto<span class="_ _a"></span>wawczych </div><div class="t m0 x1 he y39e ff4 fs8 fc1 sc0 ls0 ws0">związanych  z  tymi  projektami  ob<span class="_ _0"></span>ciążają  rachunek  zyskw  i  strat  Spłki  w  okresie,  w  ktrym  powstały.  Pozostałe  prace </div><div class="t m0 x1 he y39f ff4 fs8 fc1 sc0 ls0 ws0">przygotowawcze są aktywowane w produkcji w toku.<span class="ff3"> </span></div><div class="t m0 x1 he y3a0 ff4 fs8 fc1 sc0 ls0 ws0">Poniższa tabela prezentuje koszt prac przygotowawczych rozpoznany w rachunku<span class="_ _0"></span> zyskw i strat.<span class="_ _a"></span><span class="ff3"> </span></div></div><div class="c x1 y3a1 w27 h27"><div class="t m0 x0 h9 y2bf ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6a y3a1 w28 h27"><div class="t m0 x6c h9 y2bf ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x39 h9 yb8 ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c x6b y3a1 w39 h27"><div class="t m0 x4e h9 y2bf ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x87 h9 yb8 ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y165 w27 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Prace przygotowawcze </div></div><div class="c x6a y165 w28 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 288<span class="ls0"> </span></div></div><div class="c x6b y165 w39 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 072<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y3a2 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y3a3 ff1 fs9 fc0 sc0 lsf ws0">7.11<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">NALEŻNOŚCI Z TYTUŁU DO<span class="_ _a"></span>STAW I USŁUG ORAZ POZOSTAŁE N<span class="_ _0"></span>ALEŻNOŚCI<span class="_ _a"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 he y3a4 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y253 w27 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">NALEŻNOŚCI Z TYTUŁU DO<span class="_ _0"></span>STAW I USŁUG, ORAZ INNE NALEŻNOŚCI<span class="ff1"> </span></div></div><div class="c x6a y253 w28 h11"><div class="t m0 x7a h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y253 w29 h11"><div class="t m0 x6c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y3a5 w27 h11"><div class="t m0 x0 h9 y90 ff4 fs5 fc1 sc0 ls0 ws0">Należności han<span class="_ _0"></span>dlowe<span class="ff1"> </span></div></div><div class="c x6a y3a5 w28 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">19 016<span class="ls0"> </span></div></div><div class="c x6b y3a5 w29 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">24 177<span class="ls0"> </span></div></div><div class="c x1 y3a6 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Należności od<span class="_ _0"></span> jednostek powiązanych<span class="ff3"> </span></div></div><div class="c x6a y3a6 w28 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">4 624<span class="ls0"> </span></div></div><div class="c x6b y3a6 w29 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">2 446<span class="ls0"> </span></div></div><div class="c x1 y3a7 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Należności z tytułu po<span class="_ _0"></span>datkw<span class="ff3"> </span></div></div><div class="c x6a y3a7 w28 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">9 588<span class="ls0"> </span></div></div><div class="c x6b y3a7 w29 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">2 022<span class="ls0"> </span></div></div><div class="c x1 y3a8 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe należno<span class="_ _0"></span>ści<span class="ff3"> </span></div></div><div class="c x6a y3a8 w28 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">9 554<span class="ls0"> </span></div></div><div class="c x6b y3a8 w29 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">9 504<span class="ls0"> </span></div></div><div class="c x1 y3a9 w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem  </div></div><div class="c x6a y3a9 w28 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">42<span class="ls0"> </span>782<span class="ls0"> </span></div></div><div class="c x6b y3a9 w29 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">38 149<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y3aa ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y3ab ff4 fs8 fc1 sc0 ls0 ws0">Należności z tytułu podatkw stanowią należn<span class="_ _0"></span>ości z tytułu podatku VAT wynoszące na dzie 31 grudnia <span class="ff3 ls6">2022<span class="ls0"> roku i 31 grudnia </span></span></div><div class="t m0 x1 he y1a3 ff3 fs8 fc1 sc0 ls6 ws0">2021<span class="ls0"> roku odpowiednio 9 </span>577<span class="ls0"> <span class="ff4">tys. zł i </span></span>2 022  <span class="ff4 ls0">tys. zł.<span class="ff3"> </span></span></div><div class="t m0 x1 he y3ac ff4 fs8 fc1 sc0 ls0 ws0">Spłka utworzyła odpisy aktualizujące wartość należności, ktre zostały ujte<span class="_ _0"></span> w <span class="_ _a"></span><span class="ff9">pozostałych kosztach operacyjnych<span class="ff3">. </span></span></div><div class="t m0 x1 he y3ad ff4 fs8 fc1 sc0 ls0 ws0">Odpisy aktualizujące z<span class="_ _a"></span>ostały <span class="_ _a"></span>utworzone zgodnie <span class="_ _a"></span>z najlepszą <span class="_ _a"></span>wiedzą i <span class="_ _a"></span>doświadczeniem Spłki <span class="_ _a"></span>w <span class="_ _a"></span>oparciu o <span class="_ _a"></span>indywidualną analiz </div><div class="t m0 x1 he y3ae ff4 fs8 fc1 sc0 ls0 ws0">poszczeglnych sal<span class="ff3 lsf">d.<span class="ls0"> </span></span></div><div class="t m0 x1 he y3af ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y3b0 w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">STRUKTURA WIEKOWA NALEŻNOŚ<span class="_ _0"></span>CI HANDLOWYCH<span class="ff1"> </span></div></div><div class="c x6a y3b0 w28 h13"><div class="t m0 x7a h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y3b0 w39 h13"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y3b1 w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Do 3 miesicy <span class="ff1"> </span></div></div><div class="c x6a y3b1 w28 h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">16 516<span class="ls0"> </span></div></div><div class="c x6b y3b1 w39 h13"><div class="t m0 x35 h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">21 057<span class="ff1 ls0"> </span></div></div><div class="c x1 y3b2 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Powyżej 3 miesicy d<span class="_ _0"></span>o 6 miesicy <span class="ff3"> </span></div></div><div class="c x6a y3b2 w28 h11"><div class="t m0 x5 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">520<span class="ls0"> </span></div></div><div class="c x6b y3b2 w39 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls8">047</span> </div></div><div class="c x1 y3b3 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Powyżej 6 miesicy d<span class="_ _0"></span>o 1 roku <span class="ff3"> </span></div></div><div class="c x6a y3b3 w28 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 451<span class="ls0"> </span></div></div><div class="c x6b y3b3 w39 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 143<span class="ls0"> </span></div></div><div class="c x1 y3b4 w27 h11"><div class="t m0 x0 h9 y90 ff4 fs5 fc1 sc0 ls0 ws0">Powyżej 1 roku <span class="ff1"> </span></div></div><div class="c x6a y3b4 w28 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">7 098<span class="ls0"> </span></div></div><div class="c x6b y3b4 w39 h11"><div class="t m0 x37 h9 y90 ff3 fs5 fc1 sc0 ls8 ws0">6 206<span class="ff1 ls0"> </span></div></div><div class="c x1 y3b5 w27 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Należności z tytułu dostaw i<span class="_ _0"></span> usług brutto <span class="ff1"> </span></div></div><div class="c x6a y3b5 w28 h11"><div class="t m0 x35 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">25 585<span class="ls0"> </span></div></div><div class="c x6b y3b5 w39 h11"><div class="t m0 x35 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">29 453<span class="ls0"> </span></div></div><div class="c x1 y3b6 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Odpisy aktuali<span class="_ _0"></span>zujące wartość należności <span class="ff3"> </span></div></div><div class="c x6a y3b6 w28 h13"><div class="t m0 x1e h12 y8b ff3 fs5 fc1 sc0 lsa ws0">(6<span class="ls0"> <span class="ls8">569)</span> </span></div></div><div class="c x6b y3b6 w39 h13"><div class="t m0 x1e h12 y8b ff3 fs5 fc1 sc0 lsa ws0">(5<span class="ls0"> <span class="ls8">276)</span> </span></div></div><div class="c x1 y3b7 w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Należności z tytułu dostaw i<span class="_ _0"></span> usług netto <span class="ff1"> <span class="_ _1f"> </span> </span></div></div><div class="c x6a y3b7 w28 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">19 016<span class="ls0"> </span></div></div><div class="c x6b y3b7 w39 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">24 177<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y291 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y3b8 ff4 fs8 fc1 sc0 ls0 ws0">Odpisy aktualizacyjne dotyczą w całości należności handlowych <span class="ff3">przeterminowanych. </span></div><div class="t m0 x1 he y3b9 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1b6 w27 h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">ZMIANA STANU ODPISÓW AKTUA<span class="_ _0"></span>LIZUJĄCYCH WARTOŚĆ NALEŻ<span class="_ _0"></span>NOŚCI<span class="ff1"> </span></div><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Z TYTUŁU DOSTAW I USŁUG ORA<span class="_ _0"></span>Z INNE NALEŻNOŚCI<span class="ff1"> </span></div></div><div class="c x6a y1b6 w28 h16"><div class="t m0 x6c h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x39 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c x6b y1b6 w39 h16"><div class="t m0 x4e h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x87 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y3ba w27 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Stan na początek okresu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x6a y3ba w28 h11"><div class="t m0 x37 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">5 <span class="ls8">276</span> </div></div><div class="c x6b y3ba w39 h11"><div class="t m0 x37 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">4 632<span class="ls0"> </span></div></div><div class="c x1 y3bb w27 h13"><div class="t m0 x38 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zwikszenia <span class="ff3"> </span></div></div><div class="c x6a y3bb w28 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 377<span class="ls0"> </span></div></div><div class="c x6b y3bb w39 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">644<span class="ls0"> </span></div></div><div class="c x1 y3bc w27 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(Zmniejszenia)  </div></div><div class="c x6a y3bc w28 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(84) </div></div><div class="c x6b y3bc w39 h13"><div class="t m0 x33 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y3bd w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Stan na koniec okresu  </div></div><div class="c x6a y3bd w28 h11"><div class="t m0 x37 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">6 569<span class="ls0"> </span></div></div><div class="c x6b y3bd w39 h11"><div class="t m0 x37 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">5 276<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y3be ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y3bf ff4 fs8 fc1 sc0 ls0 ws0">Saldo <span class="_ _a"></span>odpisu akt<span class="_ _a"></span>ualizacyjnego <span class="_ _a"></span>na <span class="_ _a"></span>dzie <span class="_ _a"></span>31 <span class="_ _a"></span>grudnia <span class="_ _13"></span><span class="ff3 ls6">2022<span class="ls0"> <span class="_ _a"></span></span></span>o<span class="_ _a"></span>bejmowało o<span class="_ _a"></span>dpis aktualizujący <span class="_ _a"></span>warto<span class="_ _a"></span>ść <span class="_ _a"></span>należności <span class="_ _a"></span>z <span class="_ _a"></span>tytułu <span class="_ _a"></span>dostaw <span class="_ _a"></span>i </div><div class="t m0 x1 he y3c0 ff4 fs8 fc1 sc0 ls0 ws0">usług w kwocie <span class="ff3">6 <span class="ls6">569</span> </span>tys. zł. Na dzie 31 grudnia <span class="ff3 ls6">2021<span class="ls0"> </span></span>wartość<span class="ff3"> ta </span>wynosił<span class="ff3">a 5 <span class="ls6">276 </span></span>tys. zł<span class="ff3">. </span></div><div class="t m0 x1 he y3c1 ff4 fs8 fc1 sc0 ls0 ws0">Na dni bilansowe nie wystpowały należności z tytułu dostaw i usług oraz inne<span class="_ _0"></span> <span class="_ _a"></span>należności w walutach obcych.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y3c2 ff4 fs8 fc1 sc0 ls0 ws0">Koszty  i <span class="_ _14"> </span>przychody  związane  z <span class="_ _14"> </span>utworzeniem  i  rozwiązaniem  o<span class="_ _a"></span>dpisw  aktualizujących <span class="_ _14"> </span>wartość  należności  rozpoz<span class="_ _a"></span>nane  są </div><div class="t m0 x1 he y3c3 ff3 fs8 fc1 sc0 ls0 ws0">odpowiednio w <span class="ff9">pozostałych kosztach operacyjnych</span> lub <span class="ff9">pozostałych przychodach operacyjnych<span class="_ _a"></span></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 x3 y11 w3 hd" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">25<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y297 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y298 ff1 fs9 fc0 sc0 lsf ws0">7.12<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">PO<span class="_ _a"></span>ZOSTAŁE AKTYWA OBRO<span class="ff1">TOWE<span class="ff3"> </span></span></span></span></div><div class="t m0 x1 he y15b ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y3c4 w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">POZOSTAŁE AKTYWA OBROTOWE<span class="ff1"> </span></div></div><div class="c x6a y3c4 w28 h13"><div class="t m0 x7a h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y3c4 w29 h13"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y3c5 w27 h11"><div class="t m0 x0 h9 y90 ff4 fs5 fc1 sc0 ls0 ws0">Rozliczenia mi<span class="_ _0"></span>dzyokresowe kosztw <span class="ff1"> </span></div></div><div class="c x6a y3c5 w28 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">4 303<span class="ls0"> </span></div></div><div class="c x6b y3c5 w29 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">3 232<span class="ls0"> </span></div></div><div class="c x1 y3c6 w27 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Naliczone przyc<span class="_ _0"></span>hody finansowe od lokat </div></div><div class="c x6a y3c6 w28 h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">106<span class="ls0"> </span></div></div><div class="c x6b y3c6 w29 h11"><div class="t m0 x33 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y3c7 w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Razem  </div></div><div class="c x6a y3c7 w28 h11"><div class="t m0 x37 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">4 <span class="ls8">409</span> </div></div><div class="c x6b y3c7 w29 h11"><div class="t m0 x37 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">3 232<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y3c8 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y3c9 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y24c ff1 fs9 fc0 sc0 lsf ws0">7.13<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">KRÓTKOTERMINOWE AKTYWA FINANSOWE <span class="_ _a"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 he y3ca ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y3cb w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">KRÓTKOTERMINOWE AKTYWA FIN<span class="_ _0"></span>ANSOWE <span class="ff1"> </span></div></div><div class="c x6a y3cb w28 h13"><div class="t m0 x7a h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y3cb w29 h13"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y3cc w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Lokaty bankowe p<span class="_ _0"></span>owyżej trzech miesicy<span class="ff1"> </span></div></div><div class="c x6a y3cc w28 h13"><div class="t m0 x33 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y3cc w29 h13"><div class="t m0 x33 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y3cd w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Środki pien<span class="_ _0"></span>iżne na otwartych, mieszkanio<span class="_ _0"></span>wych rachunkach powierniczych<span class="ff3"> </span></div></div><div class="c x6a y3cd w28 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">35<span class="ls0"> </span>456<span class="ls0"> </span></div></div><div class="c x6b y3cd w29 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">11 035<span class="ls0"> </span></div></div><div class="c x1 y3ce w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe krtkotermin<span class="_ _0"></span>owe aktywa finanso<span class="_ _0"></span>we<span class="ff3"> </span></div></div><div class="c x6a y3ce w28 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">21 569<span class="ls0"> </span></div></div><div class="c x6b y3ce w29 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">21 569<span class="ls0"> </span></div></div><div class="c x1 y3cf w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x6a y3cf w28 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">57<span class="ls0"> </span>025<span class="ls0"> </span></div></div><div class="c x6b y3cf w29 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">32 604<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y3d0 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y3d1 ff3 fs8 fc1 sc0 ls0 ws0">W pozycji <span class="ff9">Środ<span class="_ _a"></span>ki pieniężne na otwartych, mieszkaniowych rachunkach powierniczych<span class="_ _a"></span></span> <span class="ff4">prezentowane są <span class="_ _a"></span>otrzymane od klientw </span></div><div class="t m0 x1 he y3d2 ff4 fs8 fc1 sc0 ls0 ws0">Spłki <span class="_ _e"></span>środki <span class="_ _e"></span>pieniżne <span class="_ _e"></span>stanowiące <span class="_ _e"></span>zaliczki <span class="_ _f"></span>na <span class="_ _13"></span>sprzedaż <span class="_ _f"></span>produktw, <span class="_ _e"></span>ktre <span class="_ _e"></span>do <span class="_ _e"></span>momentu <span class="_ _e"></span>spełnienia <span class="_ _e"></span>odpowiednich <span class="_ _e"></span>wymogw </div><div class="t m0 x1 he y3d3 ff4 fs8 fc1 sc0 ls0 ws0">określonych <span class="_ _10"> </span>w <span class="_ _10"> </span>„Ustawie <span class="_ _10"> </span>o <span class="_ _12"> </span>ochronie <span class="_ _10"> </span>praw <span class="_ _10"> </span>nabywcy <span class="_ _12"> </span>lokalu <span class="_ _10"> </span>mieszkalnego <span class="_ _10"> </span>lub <span class="_ _10"> </span>domu <span class="_ _10"> </span>je<span class="_ _a"></span>dnorodzinnego” <span class="_ _10"> </span>zdeponow<span class="_ _13"></span>ane <span class="_ _10"> </span>są <span class="_ _10"> </span>na </div><div class="t m0 x1 he y3d4 ff3 fs8 fc1 sc0 ls0 ws0">otwartych, mieszkaniowych rachunkach powierniczych. </div><div class="t m0 x1 he y3d5 ff4 fs8 fc1 sc0 ls0 ws0">Pozostałe  kr<span class="_ _0"></span>tkoterminowe  aktywa <span class="_ _10"> </span>finansowe  stanowią <span class="_ _10"> </span>środki  zgromadzone <span class="_ _12"> </span>na  rachu<span class="_ _0"></span>nku  escrow <span class="_ _12"> </span>w  związku <span class="_ _10"> </span>z  realizacją </div><div class="t m0 x1 he y3d6 ff4 fs8 fc1 sc0 ls0 ws0">infrastruktury <span class="_ _a"></span>zewntrznej <span class="_ _13"></span>związanej <span class="_ _13"></span>z <span class="_ _a"></span>prow<span class="_ _a"></span>adzonymi <span class="_ _a"></span>przez <span class="_ _13"></span>Spłk <span class="_ _13"></span>inwestycjami <span class="_ _13"></span>dew<span class="_ _a"></span><span class="ff3">eloperskimi <span class="_ _13"></span>na <span class="_ _a"></span>o<span class="_ _a"></span>siedlu <span class="_ _a"></span>mieszkaniowym </span></div><div class="t m0 x1 he y2a ff3 fs8 fc1 sc0 ls0 ws0">Metr<span class="ff4">o Zachd.</span> </div><div class="t m0 x1 he y2b3 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y3d7 ff1 fs9 fc0 sc0 lsf ws0">7.14<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">ŚRODKI PIENIĘŻNE I ICH EKWIWALENTY<span class="ff3"> </span></span></span></div><div class="t m0 x1 he y3d8 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y82 ff9 fs8 fc1 sc0 ls0 ws0">Środki p<span class="_ _a"></span>ieniężne i ich <span class="_ _a"></span>ekwiwalenty<span class="ff3"> <span class="ff4">są <span class="_ _a"></span>to środki <span class="_ _a"></span>pieniżne w <span class="_ _a"></span>banku i <span class="_ _a"></span>w kasie, w <span class="_ _a"></span>tym <span class="_ _a"></span>depozyty banko<span class="_ _a"></span>we z <span class="_ _a"></span>okresem zapadalności </span></span></div><div class="t m0 x1 he y3d9 ff4 fs8 fc1 sc0 ls0 ws0">do 3 miesicy na dzie ich utworzenia. Wartość ksigowa tych aktyww odpowiada ich wartości godziwej.<span class="ff3"> </span></div><div class="t m0 x1 he y3da ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y3db w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">ŚRODKI PIENIĘŻNE I ICH <span class="_ _0"></span>EKWIWALENTY<span class="ff1"> </span></div></div><div class="c x6a y3db w28 h13"><div class="t m0 x7a h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y3db w29 h13"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y3dc w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Środki pien<span class="_ _0"></span>iżne w banku i kasie<span class="ff1"> </span></div></div><div class="c x6a y3dc w28 h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">16 845<span class="ls0"> </span></div></div><div class="c x6b y3dc w29 h13"><div class="t m0 x65 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">362 288<span class="ls0"> </span></div></div><div class="c x1 y3dd w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Lokaty krtkotermin<span class="_ _0"></span>owe <span class="ff3"> </span></div></div><div class="c x6a y3dd w28 h13"><div class="t m0 x65 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">167 233<span class="ls0"> </span></div></div><div class="c x6b y3dd w29 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">2 106<span class="ls0"> </span></div></div><div class="c x1 y3de w27 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Inne </div></div><div class="c x6a y3de w28 h11"><div class="t m0 x33 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y3de w29 h11"><div class="t m0 x33 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y3df w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x6a y3df w28 h11"><div class="t m0 x65 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">184<span class="ls0"> </span>078<span class="ls0"> </span></div></div><div class="c x6b y3df w29 h11"><div class="t m0 x65 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">364 394<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y3e0 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y3e1 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y3e2 ff1 fs9 fc0 sc0 lsf ws0">7.15<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">KAPITAŁ ZAKŁADOWY<span class="ff3"> </span></span></span></div><div class="t m0 x1 he y17f ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y3e3 ff2 fs4 fc0 sc0 ls0 ws0">OPIS ZMIAN W KAPITALE Z<span class="_ _a"></span>AKŁADOWYM S<span class="_ _a"></span>PÓŁKI W OKRESIE<span class="_ _a"></span> OD 1 STYCZNIA DO 31 GR<span class="_ _a"></span>UDNIA <span class="_ _a"></span><span class="ff1">2022 <span class="_ _a"></span><span class="ls1e">R.</span> </span></div><div class="t m0 x1 he y3e4 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y3e5 w3a h29"><div class="t m0 x0 h9 y3e6 ff1 fs5 fc1 sc0 ls0 ws0">ZMIANA W OKRESIE SPRAWOZDA<span class="_ _0"></span>WCZYM </div></div><div class="c x55 y3e7 w3b h11"><div class="t m0 x5c h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Kapitał zakładowy<span class="ff1"> </span></div></div><div class="c x8a y3e5 w3c h29"><div class="t m0 x34 h9 y3e8 ff2 fs5 fc1 sc0 ls0 ws0">Nadwyżka <span class="ff1"> </span></div><div class="t m0 x45 h9 y3e9 ff2 fs5 fc1 sc0 ls0 ws0">ze sprzedaży akcji <span class="ff1"> </span></div><div class="t m0 x65 h9 y3ea ff2 fs5 fc1 sc0 ls0 ws0">powyżej ich <span class="ff1"> </span></div><div class="t m0 x8b h9 y3eb ff2 fs5 fc1 sc0 ls0 ws0">wartości nominalnej<span class="ff1"> </span></div></div><div class="c x55 y3e5 w3d h26"><div class="t m0 x19 h9 y2a5 ff1 fs5 fc1 sc0 ls0 ws0">Liczba akcji </div></div><div class="c x8c y3e5 w3e h26"><div class="t m0 x58 h9 y2a5 ff2 fs5 fc1 sc0 ls0 ws0">Wartość <span class="ff1"> </span></div><div class="t m0 x4e h9 y2fc ff2 fs5 fc1 sc0 ls0 ws0">wg wartości </div><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">nominalnej </div></div><div class="c x1 y3ec w3a h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Stan na dzień 01.01.2022<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x55 y3ec w3d h13"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">25 398 422<span class="ls0"> </span></div></div><div class="c x8c y3ec w3e h13"><div class="t m0 x5d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">25 398<span class="ls0"> </span></div></div><div class="c x8a y3ec w3c h13"><div class="t m0 x25 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">258 358<span class="ls0"> </span></div></div><div class="c x1 y3ed w3a h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Zmiana </div></div><div class="c x55 y3ed w3d h13"><div class="t m0 x5f h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">15<span class="ls8">0 000</span> </div></div><div class="c x8c y3ed w3e h13"><div class="t m0 x87 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">150 </div></div><div class="c x8a y3ed w3c h13"><div class="t m0 x3a h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">5 <span class="ls8">850</span> </div></div><div class="c x1 y3ee w3a h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Stan na dzień <span class="ff1 ls8">31.12.2022<span class="_ _0"></span><span class="ls0"> </span></span></div></div><div class="c x55 y3ee w3d h11"><div class="t m0 x46 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">25 548 422<span class="ls0"> </span></div></div><div class="c x8c y3ee w3e h11"><div class="t m0 x5d h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">25 54<span class="ls0">8 </span></div></div><div class="c x8a y3ee w3c h11"><div class="t m0 x25 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">2<span class="ls8">64</span> <span class="ls8">208</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y3ef ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y3f0 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">26<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x1 y397 w27 h28"><div class="t m0 x0 h9 y2fc ff2 fs5 fc1 sc0 ls0 ws0">WPŁYWY Z TYTUŁU EMISJI AKC<span class="_ _0"></span>JI<span class="ff1"> </span></div></div><div class="c x6a y397 w28 h28"><div class="t m0 x6c h9 y2fc ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x39 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ff3 ls0"> </span></div></div><div class="c x6b y397 w29 h28"><div class="t m0 x42 h9 y2fc ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x1d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y398 w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wpływy z tytułu emisji akcji –<span class="ff3"> <span class="ls1f">w </span></span>wa<span class="_ _0"></span>rtości nominaln<span class="_ _0"></span>ej<span class="ff1"> </span></div></div><div class="c x6a y398 w28 h13"><div class="t m0 xb h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">150 </div></div><div class="c x6b y398 w29 h13"><div class="t m0 x5 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">180<span class="ls0"> </span></div></div><div class="c x1 y399 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wpływy z tytułu emisji akcji p<span class="_ _0"></span>owyżej ich wartości nomin<span class="_ _0"></span>alnej<span class="ff3"> </span></div></div><div class="c x6a y399 w28 h13"><div class="t m0 x80 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">5 850<span class="ls0"> </span></div></div><div class="c x6b y399 w29 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">7 320<span class="ls0"> </span></div></div><div class="c x1 y3f1 w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x6a y3f1 w28 h13"><div class="t m0 x3 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">6 000</span> </div></div><div class="c x6b y3f1 w29 h13"><div class="t m0 x37 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7 500<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y3f2 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y39c ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y3f3 ff2 fs4 fc0 sc0 ls0 ws0">REALIZACJA OPCJI NA A<span class="_ _a"></span>KCJE SPÓŁKI<span class="_ _a"></span><span class="ff1"> </span></div><div class="t m0 x1 he y3f4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h19 y36e ff2 fs8 fc1 sc0 ls0 ws0">Realizacja opcji na akcje, która została zarejestrowana w 2022 roku przez właściwy sąd<span class="ff1"> </span></div><div class="t m0 x1 he y3f5 ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>dniu <span class="ff4">27 <span class="_ _a"></span>stycznia 2022 <span class="_ _a"></span>roku <span class="_ _a"></span>Zarząd <span class="_ _a"></span>podwyższył kapitał <span class="_ _a"></span>zakładowy <span class="_ _a"></span>Spłki z <span class="_ _a"></span>dotychczasowej <span class="_ _a"></span>kwoty 25 <span class="_ _a"></span>398 <span class="_ _a"></span>422,00 zł<span class="_ _a"></span> do <span class="_ _a"></span>kwoty </span></div><div class="t m0 x1 he y3f6 ff4 fs8 fc1 sc0 ls0 ws0">25 548 422,00 <span class="_ _a"></span>zł, <span class="_ _a"></span>to jest <span class="_ _a"></span>o kwo<span class="_ _a"></span>t 150 <span class="_ _a"></span>000,00 zł, <span class="_ _a"></span>w drodze <span class="_ _a"></span>emisji 100 <span class="_ _a"></span>000 sztuk <span class="_ _a"></span>akcji zw<span class="_ _a"></span>ykłych na oka<span class="_ _a"></span>ziciela serii <span class="_ _a"></span>AE, o <span class="_ _a"></span>warto<span class="_ _13"></span>ści </div><div class="t m0 x1 he y3f7 ff3 fs8 fc1 sc0 ls0 ws0">nominalnej <span class="_ _a"></span>1,<span class="ff4">00 <span class="_ _e"></span>zł <span class="_ _13"></span>każda, <span class="_ _13"></span>oraz <span class="_ _e"></span>emisji <span class="_ _a"></span>50 <span class="_ _13"></span>000 <span class="_ _13"></span>sztuk <span class="_ _13"></span>akcji <span class="_ _13"></span>zw<span class="_ _a"></span>ykłych <span class="_ _13"></span>na <span class="_ _13"></span>okaziciela <span class="_ _13"></span>serii <span class="_ _13"></span>AF, <span class="_ _13"></span>o <span class="_ _13"></span>w<span class="_ _a"></span>artości <span class="_ _13"></span>nominalnej <span class="_ _13"></span>1,00 <span class="_ _13"></span>zł <span class="_ _13"></span>każ<span class="_ _a"></span>da. </span></div><div class="t m0 x1 he y3f8 ff4 fs8 fc1 sc0 ls0 ws0">Cena emisyjna akcji <span class="_ _a"></span>serii AE została <span class="_ _a"></span>ustalona na 35,00 <span class="_ _a"></span>zł za <span class="_ _a"></span>jedną akcj a c<span class="_ _a"></span>ena emisyjna akcji serii AF <span class="_ _a"></span>została <span class="_ _a"></span>ustalona na 5<span class="_ _13"></span><span class="ff3">0,00 </span></div><div class="t m0 x1 he y3f9 ff4 fs8 fc1 sc0 ls0 ws0">zł <span class="_ _a"></span>za <span class="_ _13"></span>jedną <span class="_ _a"></span>akcj. <span class="_ _a"></span> <span class="_ _a"></span>E<span class="_ _a"></span>misja <span class="_ _a"></span>akcji <span class="_ _a"></span>s<span class="_ _a"></span>erii <span class="_ _a"></span>AE <span class="_ _a"></span>oraz<span class="_ _a"></span> <span class="_ _a"></span>serii <span class="_ _a"></span>AF <span class="_ _13"></span>nastąpiła <span class="_ _a"></span>w <span class="_ _13"></span>drodze <span class="_ _a"></span>subskrypcji <span class="_ _a"></span>prywatnej. <span class="_ _13"></span>Celem <span class="_ _a"></span>emisji <span class="_ _a"></span>akcji <span class="_ _13"></span>serii <span class="_ _a"></span>AE <span class="_ _13"></span>oraz </div><div class="t m0 x1 he y3fa ff4 fs8 fc1 sc0 ls0 ws0">serii AF w ramach kapitału docelowego jest umożliwieni<span class="_ _0"></span>e Spłce wywiązywania si ze zobowiąza wynikających z:<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x8d he y3fb ff7 fs8 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _8"> </span><span class="ff4">Programu <span class="_ _10"> </span>IV <span class="_ _12"> </span>Opcji <span class="_ _12"> </span>Menedżerskich  Dl<span class="_ _0"></span>a <span class="_ _12"> </span>Małgorzaty <span class="_ _12"> </span>Kolarskiej, <span class="_ _10"> </span>W<span class="_ _a"></span>iceprezesa <span class="_ _10"> </span>Zarzą<span class="_ _a"></span>du  <span class="ff3">- <span class="_ _10"> </span></span>Dyrektora  Zarządzającego,<span class="_ _0"></span> </span></span></div><div class="t m0 x8e he y3fc ff4 fs8 fc1 sc0 ls0 ws0">dotyczących 500 000 Akcji Dom Developmen<span class="_ _0"></span>t S.A, oraz<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x8d he y3fd ff7 fs8 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _8"> </span><span class="ff4">Programu <span class="_ _1a"> </span>V <span class="_ _1b"> </span>Opcji <span class="_ _1b"> </span>Menedżerskich <span class="_ _1b"> </span>dla <span class="_ _1b"> </span>Mikoł<span class="_ _a"></span>aja <span class="_ _1b"> </span>Konopki, <span class="_ _1b"> </span>Członka <span class="_ _1b"> </span>Zarządu, <span class="_ _1b"> </span>dotyczących <span class="_ _1b"> </span>250 <span class="_ _1b"> </span>000 <span class="_ _1b"> </span>Akcji <span class="_ _1b"> </span>Dom </span></span></div><div class="t m0 x8e he y3fe ff3 fs8 fc1 sc0 ls0 ws0">Development S.A.  (patrz nota 7.<span class="ls6">44</span>).  </div><div class="t m0 x1 he y3ff ff4 fs8 fc1 sc0 ls0 ws0">Rada <span class="_ _21"> </span>Nadzorcza <span class="_ _21"> </span>Spłki <span class="_ _21"> </span>wyraziła <span class="_ _21"> </span>zgod <span class="_ _21"> </span>na <span class="_ _21"> </span>całkowite <span class="_ _21"> </span>pozbawienie <span class="_ _21"> </span>dotychczasowych <span class="_ _21"> </span>akcjonariuszy <span class="_ _21"> </span>prawa <span class="_ _21"> </span>poboru </div><div class="t m0 x1 he ya2 ff4 fs8 fc1 sc0 ls0 ws0">przedmiotowych <span class="_ _13"></span>100 <span class="_ _e"></span>000 <span class="_ _13"></span>akcji <span class="_ _e"></span>serii <span class="_ _13"></span>AE <span class="_ _e"></span>oraz <span class="_ _13"></span>50 <span class="_ _e"></span>000 <span class="_ _e"></span>akcji <span class="_ _13"></span>serii <span class="_ _13"></span>AF. <span class="_ _e"></span>Wyłączenie <span class="_ _13"></span>prawa <span class="_ _e"></span>poboru <span class="_ _13"></span>dotychczasowych <span class="_ _e"></span>akcjonariuszy </div><div class="t m0 x1 he y400 ff3 fs8 fc1 sc0 ls0 ws0">uzasadnione jest <span class="_ _a"></span><span class="ff4">okolicznością, <span class="_ _a"></span>że <span class="_ _a"></span>emisja akcj<span class="_ _a"></span>i <span class="_ _a"></span>serii AE <span class="_ _a"></span>jest <span class="_ _a"></span>skierowana <span class="_ _a"></span>wyłącznie <span class="_ _a"></span>do <span class="_ _a"></span>uczestnika Pr<span class="_ _a"></span>ogramu IV<span class="_ _a"></span>, <span class="_ _a"></span>Pani Małgo<span class="_ _a"></span>rzaty </span></div><div class="t m0 x1 he y401 ff4 fs8 fc1 sc0 ls0 ws0">Kolarskiej, natomiast emisja akcji <span class="_ _a"></span>serii AF jest <span class="_ _a"></span>skierowana wyłącznie do <span class="_ _a"></span>uczestnika Programu V Pa<span class="_ _a"></span>na Mikołaja <span class="_ _a"></span>Konopki,  w <span class="_ _a"></span>celu<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y402 ff4 fs8 fc1 sc0 ls0 ws0">umożliwienia im wykonania ich praw wynikających z warrantw subskr<span class="_ _0"></span>ypcyjnych.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y403 ff3 fs8 fc1 sc0 ls0 ws0">W dniu 1 lutego 2022 r.: </div><div class="t m0 xc he y299 ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _22"> </span><span class="ff4 fs8">Pani <span class="_ _1d"> </span>Mał<span class="_ _a"></span>gorzata <span class="_ _23"> </span>Kolarska <span class="_ _23"> </span>dokonała <span class="_ _23"> </span>realizacji <span class="_ _1d"> </span>opcji <span class="_ _23"> </span>na <span class="_ _23"> </span>akcje <span class="_ _1d"> </span>Spłki <span class="_ _23"> </span>poprzez <span class="_ _23"> </span>wykonanie <span class="_ _1d"> </span>p<span class="_ _a"></span>raw <span class="_ _23"> </span>z <span class="_ _23"> </span>warrantw </span></span></div><div class="t m0 x8f he ya8 ff3 fs8 fc1 sc0 ls0 ws0">subskrypcyjnych - dokonanie subskrypcji na 100 000 akcji. Cena emisyjna a<span class="ff4">kcji serii AE wynosiła 35,00 zł za jedną akcj,</span> </div><div class="t m0 xc he y404 ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _22"> </span><span class="ff4 fs8">Pan <span class="_ _a"></span>Mikołaj <span class="_ _13"></span>Konopka <span class="_ _13"></span>dokonał <span class="_ _13"></span>realizacji <span class="_ _a"></span>opcji <span class="_ _13"></span>na <span class="_ _a"></span>akcj<span class="_ _a"></span>e <span class="_ _a"></span>Spłki <span class="_ _13"></span>poprzez <span class="_ _13"></span>wykonanie <span class="_ _a"></span>praw <span class="_ _13"></span>z <span class="_ _13"></span>warrantw <span class="_ _13"></span>subskrypcyjnych <span class="_ _e"></span><span class="ff3">- </span></span></span></div><div class="t m0 x8f he y405 ff4 fs8 fc1 sc0 ls0 ws0">dokonanie subskrypcji na 50 000 akcji. Cena emisyjna akcji serii<span class="_ _0"></span> AF wynosiła 50,00 zł z<span class="_ _a"></span>a jedną<span class="ff3"> </span>akcj.<span class="ff3"> </span></div><div class="t m0 x1 he y406 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>dniu <span class="_ _a"></span>3 <span class="_ _a"></span>lu<span class="_ _a"></span>tego <span class="_ _a"></span>2022 <span class="_ _a"></span>r. <span class="_ _13"></span>Zarząd <span class="_ _a"></span>Spłki <span class="_ _a"></span>podjął<span class="_ _a"></span> <span class="_ _a"></span>uchwał <span class="_ _a"></span>w <span class="_ _13"></span>sprawie <span class="_ _a"></span>przydziału <span class="_ _a"></span>100 <span class="_ _a"></span>000 <span class="_ _13"></span>akcji <span class="_ _a"></span>serii <span class="_ _a"></span>AE <span class="_ _13"></span>Pani <span class="_ _a"></span>Małgorza<span class="_ _a"></span>cie <span class="_ _a"></span>Kolarskiej </div><div class="t m0 x1 he y407 ff4 fs8 fc1 sc0 ls0 ws0">oraz 50 000 akcji serii AF Panu Mikołajowi Konopce.<span class="ff3"> </span></div><div class="t m0 x1 he y408 ff4 fs8 fc1 sc0 ls0 ws0">Akcje <span class="_ _13"></span>te <span class="_ _13"></span>z<span class="_ _a"></span>ostały <span class="_ _13"></span>zarejestrowane <span class="_ _13"></span>przez <span class="_ _e"></span>Sąd <span class="_ _13"></span>Rejonowy <span class="_ _13"></span>dla <span class="_ _e"></span>m. <span class="_ _e"></span>st. <span class="_ _a"></span>Warszawy <span class="_ _f"></span>w <span class="_ _13"></span>Warszawie, <span class="_ _13"></span>XII <span class="_ _e"></span>Wydział <span class="_ _13"></span>Gospodarczy <span class="_ _13"></span>Krajowego </div><div class="t m0 x1 he y409 ff4 fs8 fc1 sc0 ls0 ws0">Rejestru Sądowego w dniu 2 marca 2022 r.<span class="ff3"> </span></div><div class="t m0 x1 he y40a ff4 fs8 fc1 sc0 ls0 ws0">Akcje <span class="_ _a"></span>te<span class="_ _a"></span> <span class="_ _13"></span>zostały <span class="_ _13"></span>z<span class="_ _a"></span>arejestrowane <span class="_ _13"></span>przez <span class="_ _13"></span>Krajowy <span class="_ _13"></span>Depozyt <span class="_ _13"></span>Papierw <span class="_ _13"></span>W<span class="_ _a"></span>artościowych <span class="_ _13"></span>S.A. <span class="_ _13"></span>w <span class="_ _13"></span>depozyc<span class="_ _a"></span>ie <span class="_ _a"></span>pap<span class="_ _a"></span>ierw <span class="_ _13"></span>wartościowych </div><div class="t m0 x1 he y40b ff3 fs8 fc1 sc0 ls0 ws0">oraz dopuszczone i wprowadzone do obrotu <span class="ff4">giełdowego na Głwnym Rynku GPW w dniu 10 czerwca 2022 r.</span> </div><div class="t m0 x1 he y40c ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h19 y40d ff2 fs8 fc1 sc0 ls0 ws0">Realizacja opcji na akcje, która do dnia 31 grudnia 2022 roku ni<span class="_ _0"></span>e została zare<span class="_ _a"></span>jestrowana przez właściwy sąd<span class="ff1"> </span></div><div class="t m0 x1 he y40e ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _13"></span>dniu <span class="_ _e"></span>19 <span class="_ _e"></span>grudnia <span class="_ _13"></span>2022 <span class="_ _e"></span>roku <span class="_ _e"></span>Zarząd <span class="_ _e"></span>podjął <span class="_ _13"></span>uchwałe <span class="_ _e"></span>w <span class="_ _e"></span>sprawie <span class="_ _e"></span>podwyższenia <span class="_ _13"></span>kapitału <span class="_ _e"></span>zakładowego <span class="_ _e"></span>Spłki <span class="_ _13"></span>w <span class="_ _e"></span>drodze <span class="_ _e"></span>emisji </div><div class="t m0 x1 he y40f ff3 fs8 fc1 sc0 ls6 ws0">50<span class="ls0"> <span class="ff4">000 sztuk akcji zwykłych na okaziciela seri<span class="_ _0"></span>i AG. Cena emisyjna akcji serii AG została ustalona na 50,00 zł za jedną akcj.  <span class="_ _a"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 he y3e2 ff3 fs8 fc1 sc0 ls0 ws0">Emisja akcj<span class="ff4">i s<span class="_ _0"></span>erii AG nastąpiła <span class="_ _0"></span>w drodze subskrypcji p<span class="_ _0"></span>rywatnej skierowanej do Pana <span class="_ _0"></span>Leszka Stankiewicza, Wiceprezesa <span class="_ _0"></span>Zarządu, </span></div><div class="t m0 x1 he y410 ff4 fs8 fc1 sc0 ls0 ws0">uczestnika Programu VII <span class="_ _a"></span>Opcji Menedżerskich, (co <span class="_ _a"></span>zostało <span class="_ _a"></span>szerzej opisane w noc<span class="_ _a"></span>ie 7.<span class="_ _a"></span><span class="ff3 ls6">44<span class="ls0">). <span class="_ _a"></span>W dniu <span class="_ _a"></span>29 <span class="_ _a"></span>grudnia 2022 ro<span class="_ _a"></span>ku, </span></span>Zarząd </div><div class="t m0 x1 he y411 ff4 fs8 fc1 sc0 ls0 ws0">podjął uchwał w s<span class="ff3">prawie przydzielenia ww. akcji panu Leszkowi Stankiewiczowi. </span></div><div class="t m0 x1 he y7f ff4 fs8 fc1 sc0 ls0 ws0">Do <span class="_ _e"></span>dnia <span class="_ _e"></span>31<span class="_ _a"></span> <span class="_ _e"></span>grudnia <span class="_ _e"></span>2022 <span class="_ _f"></span>r. <span class="_ _e"></span>akcj<span class="_ _a"></span>e <span class="_ _e"></span>te <span class="_ _f"></span>nie <span class="_ _e"></span>zostały <span class="_ _f"></span>zarejestrowane <span class="_ _e"></span>przez <span class="_ _e"></span>Sąd <span class="_ _f"></span>Rejonowy <span class="_ _e"></span>dla <span class="_ _f"></span>m. <span class="_ _e"></span>st. <span class="_ _f"></span>Warszawy <span class="_ _f"></span>w <span class="_ _e"></span>Warszawie, <span class="_ _e"></span>XII </div><div class="t m0 x1 he y412 ff4 fs8 fc1 sc0 ls0 ws0">Wydział <span class="_ _a"></span>Gospodarczy <span class="_ _13"></span>Krajowego <span class="_ _a"></span>Rejestru <span class="_ _a"></span>Są<span class="_ _a"></span>dowego. <span class="_ _a"></span>Akcje <span class="_ _13"></span>te <span class="_ _a"></span>z<span class="_ _a"></span>ostały <span class="_ _a"></span>z<span class="_ _a"></span>arejestrow<span class="_ _a"></span>ane <span class="_ _a"></span>przez <span class="_ _13"></span>ww. <span class="_ _a"></span>sąd <span class="_ _a"></span>w<span class="_ _a"></span> <span class="_ _a"></span>dniu <span class="_ _a"></span>26 <span class="_ _13"></span>stycznia <span class="_ _13"></span>2023 </div><div class="t m0 x1 he y2c5 ff3 fs8 fc1 sc0 ls0 ws0">roku. </div><div class="t m0 x2 h5 y413 ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="fs8"> </span></div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">27<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y297 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y414 ff2 fs4 fc0 sc0 ls0 ws0">STRUKTURA KAPITAŁU Z<span class="_ _a"></span>AKŁADOWEGO SPÓŁ<span class="_ _a"></span>KI NA DZIEŃ 31 GR<span class="_ _a"></span>UDNIA <span class="_ _a"></span><span class="ff1">2022 <span class="ls1e">R.</span> </span></div></div><div class="c x1 y415 w3f h2a"><div class="t m0 x0 h9 y416 ff2 fs5 fc1 sc0 ls0 ws0">KAPITAŁ ZAKŁADOWY (STRUKTUR<span class="_ _0"></span>A) NA DZIEŃ <span class="ff1 ls8">31.12.2022<span class="ls0"> </span></span></div></div><div class="c x1 y417 w40 h23"><div class="t m0 x0 h9 y2cd ff1 fs5 fc1 sc0 ls0 ws0">Seria / </div><div class="t m0 x0 h9 y2ce ff1 fs5 fc1 sc0 ls0 ws0">emisja </div></div><div class="c x90 y417 w41 h23"><div class="t m0 x4f h9 y2cd ff1 fs5 fc1 sc0 ls0 ws0">Rodzaj akcji </div></div><div class="c x91 y417 w42 h23"><div class="t m0 x1d h9 y2cd ff1 fs5 fc1 sc0 ls0 ws0">Liczba  </div><div class="t m0 x39 h9 y2ce ff1 fs5 fc1 sc0 ls0 ws0">akcji  </div></div><div class="c x92 y417 w42 h23"><div class="t m0 x1e h9 y2cd ff2 fs5 fc1 sc0 ls0 ws0">Wartość <span class="ff1"> </span></div><div class="t m0 x4c h9 y2ce ff1 fs5 fc1 sc0 ls0 ws0">serii / emisji wg </div><div class="t m0 x3b h9 yca ff2 fs5 fc1 sc0 ls0 ws0">wartości <span class="ff1">nominalnej </span></div><div class="t m0 x25 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">(PLN) </div></div><div class="c x93 y417 w43 h23"><div class="t m0 x40 h9 y2cd ff2 fs5 fc1 sc0 ls0 ws0">Sposób pokrycia </div><div class="t m0 x72 h9 y2ce ff2 fs5 fc1 sc0 ls0 ws0">kapitału<span class="ff1"> </span></div></div><div class="c x94 y417 w42 h23"><div class="t m0 x41 h9 y2cd ff1 fs5 fc1 sc0 ls0 ws0">Data rejestracji </div></div><div class="c x95 y417 w43 h23"><div class="t m0 x5c h9 y2cd ff1 fs5 fc1 sc0 ls0 ws0">Prawo do </div><div class="t m0 x88 h9 y2ce ff1 fs5 fc1 sc0 ls0 ws0">dywidendy </div><div class="t m0 x2c h9 yca ff1 fs5 fc1 sc0 ls0 ws0">(od daty) </div></div><div class="c x1 y418 w40 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">A </div></div><div class="c x90 y418 w41 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y418 w42 h11"><div class="t m0 x58 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">21 344 490<span class="ls0"> </span></div></div><div class="c x92 y418 w42 h11"><div class="t m0 x58 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">21 344 490<span class="ls0"> </span></div></div><div class="c x93 y418 w43 h11"><div class="t m0 x5f h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y418 w42 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">12.09.2006 </div></div><div class="c x95 y418 w43 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">12.09.2006 </div></div><div class="c x1 y419 w40 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">F </div></div><div class="c x90 y419 w41 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y419 w42 h13"><div class="t m0 x1f h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">2 705 882<span class="ls0"> </span></div></div><div class="c x92 y419 w42 h13"><div class="t m0 x1f h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">2 705 882<span class="ls0"> </span></div></div><div class="c x93 y419 w43 h13"><div class="t m0 x5f h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y419 w42 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">31.10.2006 </div></div><div class="c x95 y419 w43 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">31.10.2006 </div></div><div class="c x1 y41a w40 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">H </div></div><div class="c x90 y41a w41 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y41a w42 h13"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">172 200<span class="ls0"> </span></div></div><div class="c x92 y41a w42 h13"><div class="t m0 x34 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">172 200<span class="ls0"> </span></div></div><div class="c x93 y41a w43 h13"><div class="t m0 x5f h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y41a w42 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">14.02.2007 </div></div><div class="c x95 y41a w43 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">14.02.2007 </div></div><div class="c x1 y41b w40 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">I </div></div><div class="c x90 y41b w41 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y41b w42 h11"><div class="t m0 x36 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">92 700<span class="ls0"> </span></div></div><div class="c x92 y41b w42 h11"><div class="t m0 x36 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">92 700<span class="ls0"> </span></div></div><div class="c x93 y41b w43 h11"><div class="t m0 x5f h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y41b w42 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">14.02.2007 </div></div><div class="c x95 y41b w43 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">14.02.2007 </div></div><div class="c x1 y41c w40 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">J </div></div><div class="c x90 y41c w41 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y41c w42 h13"><div class="t m0 x36 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">96 750<span class="ls0"> </span></div></div><div class="c x92 y41c w42 h13"><div class="t m0 x36 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">96 750<span class="ls0"> </span></div></div><div class="c x93 y41c w43 h13"><div class="t m0 x5f h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y41c w42 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">14.02.2007 </div></div><div class="c x95 y41c w43 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">14.02.2007 </div></div><div class="c x1 y41d w40 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">L </div></div><div class="c x90 y41d w41 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y41d w42 h11"><div class="t m0 x6d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">148 200<span class="ls0"> </span></div></div><div class="c x92 y41d w42 h11"><div class="t m0 x34 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">148 200<span class="ls0"> </span></div></div><div class="c x93 y41d w43 h11"><div class="t m0 x5f h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y41d w42 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">14.02.2007 </div></div><div class="c x95 y41d w43 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">14.02.2007 </div></div><div class="c x1 y41e w40 h15"><div class="t m0 x0 h12 y41f ff4 fs5 fc1 sc0 ls0 ws0">Ł<span class="ff3"> </span></div></div><div class="c x90 y41e w41 h15"><div class="t m0 x38 h12 y41f ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y41e w42 h15"><div class="t m0 x6d h12 y41f ff3 fs5 fc1 sc0 ls8 ws0">110 175<span class="ls0"> </span></div></div><div class="c x92 y41e w42 h15"><div class="t m0 x34 h12 y41f ff3 fs5 fc1 sc0 ls8 ws0">110 175<span class="ls0"> </span></div></div><div class="c x93 y41e w43 h15"><div class="t m0 x5f h12 y41f ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y41e w42 h15"><div class="t m0 x5e h12 y41f ff3 fs5 fc1 sc0 ls0 ws0">12.03.2012 </div></div><div class="c x95 y41e w43 h15"><div class="t m0 x5e h12 y41f ff3 fs5 fc1 sc0 ls0 ws0">07.05.2012 </div></div><div class="c x1 y420 w40 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">M </div></div><div class="c x90 y420 w41 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y420 w42 h13"><div class="t m0 x36 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">24 875<span class="ls0"> </span></div></div><div class="c x92 y420 w42 h13"><div class="t m0 x36 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">24 875<span class="ls0"> </span></div></div><div class="c x93 y420 w43 h13"><div class="t m0 x5f h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y420 w42 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">03.10.2012 </div></div><div class="c x95 y420 w43 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">09.11.2012 </div></div><div class="c x1 y421 w40 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">N </div></div><div class="c x90 y421 w41 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y421 w42 h11"><div class="t m0 x36 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">20 000<span class="ls0"> </span></div></div><div class="c x92 y421 w42 h11"><div class="t m0 x36 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">20 000<span class="ls0"> </span></div></div><div class="c x93 y421 w43 h11"><div class="t m0 x5f h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y421 w42 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">03.10.2012 </div></div><div class="c x95 y421 w43 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">09.11.2012 </div></div><div class="c x1 y422 w40 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">O </div></div><div class="c x90 y422 w41 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y422 w42 h13"><div class="t m0 x36 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">26 000<span class="ls0"> </span></div></div><div class="c x92 y422 w42 h13"><div class="t m0 x36 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">26 000<span class="ls0"> </span></div></div><div class="c x93 y422 w43 h13"><div class="t m0 x5f h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y422 w42 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">05.03.2013 </div></div><div class="c x95 y422 w43 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">17.05.2013 </div></div><div class="c x1 y3a3 w40 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">P </div></div><div class="c x90 y3a3 w41 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y3a3 w42 h13"><div class="t m0 x68 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">925</span> </div></div><div class="c x92 y3a3 w42 h13"><div class="t m0 x96 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">925<span class="ls0"> </span></div></div><div class="c x93 y3a3 w43 h13"><div class="t m0 x5f h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y3a3 w42 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">31.10.2013 </div></div><div class="c x95 y3a3 w43 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">23.12.2013 </div></div><div class="c x1 y423 w40 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">R </div></div><div class="c x90 y423 w41 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y423 w42 h11"><div class="t m0 x36 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">11 000<span class="ls0"> </span></div></div><div class="c x92 y423 w42 h11"><div class="t m0 x36 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">11 000<span class="ls0"> </span></div></div><div class="c x93 y423 w43 h11"><div class="t m0 x5f h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y423 w42 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">31.10.2013 </div></div><div class="c x95 y423 w43 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">23.12.2013 </div></div><div class="c x1 y424 w40 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">S </div></div><div class="c x90 y424 w41 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y424 w42 h13"><div class="t m0 x36 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">17 075<span class="ls0"> </span></div></div><div class="c x92 y424 w42 h13"><div class="t m0 x36 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">17 075<span class="ls0"> </span></div></div><div class="c x93 y424 w43 h13"><div class="t m0 x5f h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y424 w42 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">20.03.2014 </div></div><div class="c x95 y424 w43 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">02.05.2014 </div></div><div class="c x1 y425 w40 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">T </div></div><div class="c x90 y425 w41 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y425 w42 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 000<span class="ls0"> </span></div></div><div class="c x92 y425 w42 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 000<span class="ls0"> </span></div></div><div class="c x93 y425 w43 h13"><div class="t m0 x5f h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y425 w42 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">14.01.2015 </div></div><div class="c x95 y425 w43 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">27.03.2015 </div></div><div class="c x1 y426 w40 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">U </div></div><div class="c x90 y426 w41 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y426 w42 h11"><div class="t m0 x36 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">10 320<span class="ls0"> </span></div></div><div class="c x92 y426 w42 h11"><div class="t m0 x36 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">10 320<span class="ls0"> </span></div></div><div class="c x93 y426 w43 h11"><div class="t m0 x5f h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y426 w42 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">17.05.2016 </div></div><div class="c x95 y426 w43 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">01.06.2016 </div></div><div class="c x1 y427 w40 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">V </div></div><div class="c x90 y427 w41 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y427 w42 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 000<span class="ls0"> </span></div></div><div class="c x92 y427 w42 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 000<span class="ls0"> </span></div></div><div class="c x93 y427 w43 h13"><div class="t m0 x5f h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y427 w42 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">17.05.2016 </div></div><div class="c x95 y427 w43 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">01.06.2016 </div></div><div class="c x1 y2de w40 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">W </div></div><div class="c x90 y2de w41 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y2de w42 h11"><div class="t m0 x36 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">85 830<span class="ls0"> </span></div></div><div class="c x92 y2de w42 h11"><div class="t m0 x36 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">85 830<span class="ls0"> </span></div></div><div class="c x93 y2de w43 h11"><div class="t m0 x5f h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y2de w42 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">10.01.2017 </div></div><div class="c x95 y2de w43 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">10.03.2017 </div></div><div class="c x1 y256 w40 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Y </div></div><div class="c x90 y256 w41 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y256 w42 h11"><div class="t m0 x6d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">100 000<span class="ls0"> </span></div></div><div class="c x92 y256 w42 h11"><div class="t m0 x34 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">100 000<span class="ls0"> </span></div></div><div class="c x93 y256 w43 h11"><div class="t m0 x5f h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y256 w42 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">29.03.2018 </div></div><div class="c x95 y256 w43 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">21.05.2018 </div></div><div class="c x1 y37e w40 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Z </div></div><div class="c x90 y37e w41 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y37e w42 h13"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">100 000<span class="ls0"> </span></div></div><div class="c x92 y37e w42 h13"><div class="t m0 x34 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">100 000<span class="ls0"> </span></div></div><div class="c x93 y37e w43 h13"><div class="t m0 x5f h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y37e w42 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">28.02.2019 </div></div><div class="c x95 y37e w43 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">24.04.2019 </div></div><div class="c x1 y2b1 w40 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls20 ws0">AA<span class="ls0"> </span></div></div><div class="c x90 y2b1 w41 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y2b1 w42 h11"><div class="t m0 x6d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">100 000<span class="ls0"> </span></div></div><div class="c x92 y2b1 w42 h11"><div class="t m0 x34 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">100 000<span class="ls0"> </span></div></div><div class="c x93 y2b1 w43 h11"><div class="t m0 x5f h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y2b1 w42 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">31.03.2020 </div></div><div class="c x95 y2b1 w43 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">28.05.2020 </div></div><div class="c x1 y37f w40 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls20 ws0">AB<span class="ls0"> </span></div></div><div class="c x90 y37f w41 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y37f w42 h13"><div class="t m0 x36 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">50 000<span class="ls0"> </span></div></div><div class="c x92 y37f w42 h13"><div class="t m0 x36 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">50 000<span class="ls0"> </span></div></div><div class="c x93 y37f w43 h13"><div class="t m0 x5f h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y37f w42 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">31.03.2020 </div></div><div class="c x95 y37f w43 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">28.05.2020 </div></div><div class="c x1 y428 w40 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls20 ws0">AC<span class="ls0"> </span></div></div><div class="c x90 y428 w41 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y428 w42 h13"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">100 000<span class="ls0"> </span></div></div><div class="c x92 y428 w42 h13"><div class="t m0 x34 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">100 000<span class="ls0"> </span></div></div><div class="c x93 y428 w43 h13"><div class="t m0 x5f h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y428 w42 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">18.02.2021 </div></div><div class="c x95 y428 w43 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">23.04.2021 </div></div><div class="c x1 y429 w40 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls20 ws0">AD<span class="ls0"> </span></div></div><div class="c x90 y429 w41 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y429 w42 h11"><div class="t m0 x36 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">80 000<span class="ls0"> </span></div></div><div class="c x92 y429 w42 h11"><div class="t m0 x36 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">80 000<span class="ls0"> </span></div></div><div class="c x93 y429 w43 h11"><div class="t m0 x5f h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y429 w42 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">18.02.2021 </div></div><div class="c x95 y429 w43 h11"><div class="t m0 x5e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">23.04.2021 </div></div><div class="c x1 y3ac w40 h14"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls20 ws0">AE<span class="ls0"> </span></div></div><div class="c x90 y3ac w41 h14"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y3ac w42 h14"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">100 000<span class="ls0"> </span></div></div><div class="c x92 y3ac w42 h14"><div class="t m0 x34 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">100 000<span class="ls0"> </span></div></div><div class="c x93 y3ac w43 h14"><div class="t m0 x5f h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y3ac w42 h14"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">02.03.2022 </div></div><div class="c x95 y3ac w43 h14"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">10.06.2022 </div></div><div class="c x1 y71 w40 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls20 ws0">AF<span class="ls0"> </span></div></div><div class="c x90 y71 w41 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Na okaziciela </div></div><div class="c x91 y71 w42 h13"><div class="t m0 x36 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">50 000<span class="ls0"> </span></div></div><div class="c x92 y71 w42 h13"><div class="t m0 x36 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">50 000<span class="ls0"> </span></div></div><div class="c x93 y71 w43 h13"><div class="t m0 x5f h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">gotwka<span class="ff3"> </span></div></div><div class="c x94 y71 w42 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">02.03.2022 </div></div><div class="c x95 y71 w43 h13"><div class="t m0 x5e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">10.06.2022 </div></div><div class="c x1 y42a w39 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Liczba akcji razem  </div></div><div class="c x91 y42a w42 h11"><div class="t m0 x58 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">25 548 422<span class="ls0"> </span></div></div><div class="c x92 y42a w42 h11"><div class="t m0 x23 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x93 y42a w43 h11"><div class="t m0 x97 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x94 y42a w42 h11"><div class="t m0 x97 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x95 y42a w43 h11"><div class="t m0 x97 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y42b w44 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Kapitał zakładowy razem <span class="ff1"> </span></div></div><div class="c x92 y42b w42 h11"><div class="t m0 x58 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">25 548 422<span class="ls0"> </span></div></div><div class="c x93 y42b w43 h11"><div class="t m0 x97 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x94 y42b w42 h11"><div class="t m0 x97 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x95 y42b w43 h11"><div class="t m0 x97 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y42c ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y175 ff4 fs8 fc1 sc0 ls0 ws0">Każda akcja<span class="ff3"> </span>Dom Development S.A. ma wartość nominalną w wysokości <span class="ff3">1 PLN.  </span></div><div class="t m0 x1 he y42d ff4 fs8 fc1 sc0 ls0 ws0">Żadna z akcji Spłki nie jest uprzywilejowana oraz nie podlega <span class="ff3">ograniczniom praw do akcji. </span></div><div class="t m0 x1 he y42e ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y42f ff2 fs4 fc0 sc0 ls0 ws0">WYKAZ AKCJONARIUSZY P<span class="_ _a"></span>OSIADAJĄCYCH BE<span class="_ _a"></span>ZPOŚREDNIO <span class="_ _a"></span>LUB POŚREDNIO PRZEZ<span class="_ _a"></span> PODMIOTY ZALEŻNE C<span class="_ _a"></span>O </div><div class="t m0 x1 hf y430 ff1 fs4 fc0 sc0 ls0 ws0">NAJMNIEJ<span class="_ _a"></span> <span class="ff2">5% OGÓLNEJ LICZBY GŁOSÓW N<span class="_ _a"></span>A WALNYM ZGR<span class="_ _a"></span>OMADZENIU AKCJON<span class="_ _a"></span>ARIUSZY („WZA”) NA DZIE<span class="_ _a"></span>Ń </span></div><div class="t m0 x1 hf y431 ff1 fs4 fc0 sc0 lse ws0">31<span class="ls0"> GRUDNIA 2022 <span class="_ _a"></span><span class="ls1e">R.</span> </span></div></div><div class="c x4 y432 w45 h2b"><div class="t m0 x83 h12 y433 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x98 y432 w1a h2b"><div class="t m0 x5c h9 y433 ff1 fs5 fc1 sc0 ls0 ws0">Akcje<span class="ff3"> </span></div></div><div class="c x99 y432 w46 h2b"><div class="t m0 x48 h9 y433 ff2 fs5 fc1 sc0 ls0 ws0">Procent kapitału<span class="ff3"> </span></div></div><div class="c x9a y432 w47 h2b"><div class="t m0 x26 h9 y433 ff2 fs5 fc1 sc0 ls0 ws0">Liczba głosów na WZA<span class="ff3"> </span></div></div><div class="c x9b y432 w48 h2b"><div class="t m0 x83 h9 y433 ff1 fs5 fc1 sc0 ls0 ws0">Procent <span class="ff2">głosów na WZA<span class="ff3"> </span></span></div></div><div class="c x4 y434 w45 h13"><div class="t m0 x9c h9 y8b ff2 fs5 fc0 sc0 ls0 ws0">Groupe Belleforêt S.à r.l.<span class="ff3 fc1"> </span></div></div><div class="c x98 y434 w1a h13"><div class="t m0 x1c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">14<span class="ls0"> </span>155 94<span class="ls0">1<span class="ff3"> </span></span></div></div><div class="c x99 y434 w46 h13"><div class="t m0 x9d h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">55,41<span class="ff3 ls0"> </span></div></div><div class="c x9a y434 w47 h13"><div class="t m0 x87 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">14<span class="ls0"> </span>155 94<span class="ls0">1<span class="ff3"> </span></span></div></div><div class="c x9b y434 w48 h13"><div class="t m0 x9e h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">55,41<span class="ff3 ls0"> </span></div></div><div class="c x4 y435 w45 h15"><div class="t m0 x9c h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">PTE Allianz Polska S.A.* </div></div><div class="c x98 y435 w1a h15"><div class="t m0 x4a h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls8">504</span> <span class="ls8">229</span> </div></div><div class="c x99 y435 w46 h15"><div class="t m0 x9f h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">9,<span class="ls8">80</span> </div></div><div class="c x9a y435 w47 h15"><div class="t m0 x5 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">2 <span class="ls8">504</span> <span class="ls8">229</span> </div></div><div class="c x9b y435 w48 h15"><div class="t m0 xa0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">9,<span class="ls8">80</span> </div></div><div class="c x4 y2c1 w45 h11"><div class="t m0 x9c h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Jarosław Szanajca<span class="ff3"> </span></div></div><div class="c x98 y2c1 w1a h11"><div class="t m0 x4a h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls8">454 050</span> </div></div><div class="c x99 y2c1 w46 h11"><div class="t m0 x9f h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">5,69<span class="ls0"> </span></div></div><div class="c x9a y2c1 w47 h11"><div class="t m0 x5 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls8">454 050</span> </div></div><div class="c x9b y2c1 w48 h11"><div class="t m0 xa0 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">5,69<span class="ls0"> </span></div></div><div class="c x4 y359 w45 h13"><div class="t m0 x9c h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Grzegorz Kiełpsz<span class="ff3"> </span></div></div><div class="c x98 y359 w1a h13"><div class="t m0 x4a h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls8">280 750</span> </div></div><div class="c x99 y359 w46 h13"><div class="t m0 x9f h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">5,01 </div></div><div class="c x9a y359 w47 h13"><div class="t m0 x5 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls8">280 750</span> </div></div><div class="c x9b y359 w48 h13"><div class="t m0 xa0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">5,01 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h12 y436 ff3 fs5 fc1 sc0 ls0 ws0">*) <span class="_ _e"></span>Stan <span class="_ _f"></span>posiadani<span class="_ _0"></span>a <span class="_ _e"></span>akcji <span class="_ _e"></span>przez <span class="_ _e"></span>P<span class="_ _a"></span>TE <span class="_ _e"></span>Allianz <span class="_ _e"></span>Polska <span class="_ _e"></span>S.A. <span class="_ _e"></span>podano <span class="_ _e"></span>zgodnie <span class="_ _f"></span>z <span class="_ _e"></span>zawiadomieniem <span class="_ _13"></span> <span class="_ _f"></span>z <span class="_ _e"></span>dnia <span class="_ _e"></span>05.01.2023 <span class="_ _f"></span>r. <span class="_ _e"></span>i <span class="_ _e"></span>obejmuje <span class="_ _e"></span>akcje <span class="_ _e"></span>w </div><div class="t m0 x6e h12 y437 ff3 fs5 fc1 sc0 ls0 ws0">posiadaniu<span class="_ _0"></span> Allianz OFE, Allianz DFE i Drugi Alli<span class="_ _0"></span>anz OFE<span class="_ _a"></span>. <span class="ff4">(Patrz rwnież</span> nota 7.51 <span class="ffa">Istotne zdarze<span class="_ _0"></span>nia po dacie bilansowej<span class="ff3">) </span></span></div><div class="t m0 x2 h5 y438 ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="fs8"> </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 x3 y11 w3 hd" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">28<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y297 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y414 ff2 fs4 fc0 sc0 ls0 ws0">ZESTAWIENIE STANU P<span class="_ _a"></span>OSIADANIA AKCJI DOM DE<span class="_ _a"></span>VELOPMEN<span class="_ _a"></span>T S.A. LUB UPRAWNIEŃ D<span class="_ _a"></span>O NICH (OPCJI) PRZ<span class="_ _a"></span>EZ </div><div class="t m0 x1 hf y439 ff2 fs4 fc0 sc0 ls0 ws0">OSOBY ZARZĄDZAJĄCE<span class="_ _a"></span> I NADZORUJĄCE DOM DE<span class="_ _a"></span>VELOPMENT S.A. N<span class="_ _a"></span>A DZIEŃ 31 GRU<span class="_ _a"></span>DNIA <span class="_ _a"></span><span class="ff1 lse">2022<span class="ls0"> <span class="ls1e">R.<span class="_ _a"></span></span> </span></span></div></div><div class="c x4 y43a w49 h16"><div class="t m0 xa1 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">STAN NA DZIEŃ <span class="ff3"> </span></div><div class="t m0 xa2 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">31 GRUDNIA <span class="ls8">2022</span> <span class="ls21">R.</span> </div></div><div class="c xa3 y43a w4a h16"><div class="t m0 x19 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">ZMIANA W OKRESIE  </div><div class="t m0 x8b h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">OD 31 GRUDNIA 2021 <span class="ls21">R.</span> </div></div><div class="c x4 y43b w45 h2c"><div class="t m0 x0 h9 y2ce ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x98 y43b w1a h2c"><div class="t m0 x5c h9 y2ce ff1 fs5 fc1 sc0 ls0 ws0">Akcje </div></div><div class="c x99 y43b w19 h2c"><div class="t m0 x5b h9 y2ce ff2 fs5 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 x1c h9 yca ff1 fs5 fc1 sc0 ls0 ws0">nominalna  </div><div class="t m0 x4f h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">akcji (tys. zł)<span class="ff1"> </span></div></div><div class="c xa4 y43b w1e h2c"><div class="t m0 x48 h9 y2ce ff1 fs5 fc1 sc0 ls0 ws0">Opcje na </div><div class="t m0 x22 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">akcje </div></div><div class="c xa5 y43b w4b h2c"><div class="t m0 x18 h9 y2ce ff1 fs5 fc1 sc0 ls0 ws0">Akcje </div><div class="t m0 x5b h9 yca ff1 fs5 fc1 sc0 ls0 ws0"> i opcje  </div><div class="t m0 x51 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">razem </div></div><div class="c xa3 y43b w4c h2c"><div class="t m0 x6c h9 y2ce ff1 fs5 fc1 sc0 ls0 ws0">Akcje </div></div><div class="c xa6 y43b w1a h2c"><div class="t m0 x1c h9 y2ce ff1 fs5 fc1 sc0 ls0 ws0">Opcje na </div><div class="t m0 x46 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">akcje </div></div><div class="c x4 y43c w45 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">ZARZĄD<span class="ff1"> </span></div></div><div class="c x98 y43c w1a h11"><div class="t m0 xa7 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x99 y43c w19 h11"><div class="t m0 xa7 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa4 y43c w1e h11"><div class="t m0 xa7 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa5 y43c w4b h11"><div class="t m0 x2e h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa3 y43c w4c h11"><div class="t m0 x2 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa6 y43c w1a h11"><div class="t m0 x35 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y43d w45 h13"><div class="t m0 x9c h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Jarosław Szanajca <span class="ff3"> </span></div></div><div class="c x98 y43d w1a h13"><div class="t m0 x4a h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 454 050<span class="ls0"> </span></div></div><div class="c x99 y43d w19 h13"><div class="t m0 x5c h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 454<span class="ls0"> </span></div></div><div class="c xa4 y43d w1e h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa5 y43d w4b h13"><div class="t m0 x1c h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 454 050<span class="ls0"> </span></div></div><div class="c xa3 y43d w4c h13"><div class="t m0 x34 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa6 y43d w1a h13"><div class="t m0 x21 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y43e w45 h11"><div class="t m0 x9c h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Małgorzata Kolarska*</div><div class="t m0 xa8 h2d y43f ff3 fsa fc1 sc0 ls0 ws0">)</div><div class="t m0 x4 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x98 y43e w1a h11"><div class="t m0 xa9 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">4<span class="ls8">03 544</span> </div></div><div class="c x99 y43e w19 h11"><div class="t m0 x16 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">4<span class="ls8">04</span> </div></div><div class="c xa4 y43e w1e h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa5 y43e w4b h11"><div class="t m0 x45 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">403 544<span class="ls0"> </span></div></div><div class="c xa3 y43e w4c h11"><div class="t m0 x48 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">100<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xa6 y43e w1a h11"><div class="t m0 x84 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(100 000) </div></div><div class="c x4 y440 w45 h11"><div class="t m0 x9c h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Leszek Stankiewicz<span class="ls1a">**)</span> <span class="ls1a">***)</span> </div></div><div class="c x98 y440 w1a h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x99 y440 w19 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa4 y440 w1e h11"><div class="t m0 xa9 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">250 000<span class="ls0"> </span></div></div><div class="c xa5 y440 w4b h11"><div class="t m0 x45 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">250 000<span class="ls0"> </span></div></div><div class="c xa3 y440 w4c h11"><div class="t m0 x34 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa6 y440 w1a h11"><div class="t m0 x3e h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">250 000<span class="ls0"> </span></div></div><div class="c x4 y441 w45 h13"><div class="t m0 x9c h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Mikołaj Konopk<span class="_ _0"></span>a*</div><div class="t m0 x1b h2d y43 ff3 fsa fc1 sc0 ls0 ws0">)</div><div class="t m0 x2d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x98 y441 w1a h13"><div class="t m0 xa9 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">138 981<span class="ls0"> </span></div></div><div class="c x99 y441 w19 h13"><div class="t m0 x16 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">13<span class="ls0">9 </span></div></div><div class="c xa4 y441 w1e h13"><div class="t m0 xa9 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">100 <span class="ls8">000</span> </div></div><div class="c xa5 y441 w4b h13"><div class="t m0 x45 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">238 981<span class="ls0"> </span></div></div><div class="c xa3 y441 w4c h13"><div class="t m0 x19 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">50 000<span class="ls0"> </span></div></div><div class="c xa6 y441 w1a h13"><div class="t m0 x3e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(50 000) </div></div><div class="c x4 y442 w45 h11"><div class="t m0 x9c h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Terry Roydon  </div></div><div class="c x98 y442 w1a h11"><div class="t m0 x18 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">58 500<span class="ls0"> </span></div></div><div class="c x99 y442 w19 h11"><div class="t m0 x2b h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">59<span class="ls0"> </span></div></div><div class="c xa4 y442 w1e h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa5 y442 w4b h11"><div class="t m0 x42 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">58 500<span class="ls0"> </span></div></div><div class="c xa3 y442 w4c h11"><div class="t m0 x34 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa6 y442 w1a h11"><div class="t m0 x21 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y24e w45 h14"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x98 y24e w1a h14"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x99 y24e w19 h14"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa4 y24e w1e h14"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa5 y24e w4b h14"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa3 y24e w4c h14"><div class="t m0 x2 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa6 y24e w1a h14"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y443 w45 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">RADA NADZORCZA<span class="ff3"> </span></div></div><div class="c x98 y443 w1a h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x99 y443 w19 h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa4 y443 w1e h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa5 y443 w4b h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa3 y443 w4c h13"><div class="t m0 x2 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xa6 y443 w1a h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y444 w45 h11"><div class="t m0 x9c h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Grzegorz Kiełpsz <span class="ff3"> </span></div></div><div class="c x98 y444 w1a h11"><div class="t m0 x4a h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 280 750<span class="ls0"> </span></div></div><div class="c x99 y444 w19 h11"><div class="t m0 x5c h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 281<span class="ls0"> </span></div></div><div class="c xa4 y444 w1e h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa5 y444 w4b h11"><div class="t m0 x1c h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 280 750<span class="ls0"> </span></div></div><div class="c xa3 y444 w4c h11"><div class="t m0 x34 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa6 y444 w1a h11"><div class="t m0 x21 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y445 w45 h13"><div class="t m0 x9c h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Janusz Zalewski </div></div><div class="c x98 y445 w1a h13"><div class="t m0 xa9 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">300 000<span class="ls0"> </span></div></div><div class="c x99 y445 w19 h13"><div class="t m0 x16 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">300<span class="ls0"> </span></div></div><div class="c xa4 y445 w1e h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa5 y445 w4b h13"><div class="t m0 x45 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">300 000<span class="ls0"> </span></div></div><div class="c xa3 y445 w4c h13"><div class="t m0 x34 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa6 y445 w1a h13"><div class="t m0 x21 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y446 w45 h13"><div class="t m0 x9c h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Marek Moczulski </div></div><div class="c x98 y446 w1a h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x99 y446 w19 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa4 y446 w1e h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa5 y446 w4b h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa3 y446 w4c h13"><div class="t m0 x34 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa6 y446 w1a h13"><div class="t m0 x21 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y447 w45 h11"><div class="t m0 x9c h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Mark Spiteri </div></div><div class="c x98 y447 w1a h11"><div class="t m0 x16 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">900<span class="ls0"> </span></div></div><div class="c x99 y447 w19 h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">1 </div></div><div class="c xa4 y447 w1e h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa5 y447 w4b h11"><div class="t m0 x2c h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">900<span class="ls0"> </span></div></div><div class="c xa3 y447 w4c h11"><div class="t m0 x34 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa6 y447 w1a h11"><div class="t m0 x21 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y448 w45 h13"><div class="t m0 x9c h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Markham Dumas </div></div><div class="c x98 y448 w1a h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x99 y448 w19 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa4 y448 w1e h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa5 y448 w4b h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa3 y448 w4c h13"><div class="t m0 x34 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa6 y448 w1a h13"><div class="t m0 x21 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y449 w45 h11"><div class="t m0 x9c h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Krzysztof Grzyliski<span class="ff3"> </span></div></div><div class="c x98 y449 w1a h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x99 y449 w19 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa4 y449 w1e h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa5 y449 w4b h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa3 y449 w4c h11"><div class="t m0 x34 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa6 y449 w1a h11"><div class="t m0 x21 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y31d w45 h11"><div class="t m0 x9c h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Dorota Podedworna-Tarnowska </div></div><div class="c x98 y31d w1a h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x99 y31d w19 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa4 y31d w1e h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa5 y31d w4b h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa3 y31d w4c h11"><div class="t m0 x34 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa6 y31d w1a h11"><div class="t m0 x21 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h12 y6b ff3 fs5 fc1 sc0 ls0 ws0">*</div><div class="t m0 xaa h2d y255 ff3 fsa fc1 sc0 ls0 ws0">) </div><div class="t m0 xab h12 y6b ff3 fs5 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>dniu <span class="_ _4"></span>1 lutego <span class="_ _4"></span><span class="ls8">202<span class="ls0">2 <span class="ff4">rok<span class="_ _0"></span>u <span class="_ _0"></span>Małgorzata <span class="_ _0"></span>Kolarska <span class="_ _0"></span>oraz <span class="_ _4"></span>Mikołaj Ko<span class="_ _0"></span>nopka <span class="_ _0"></span>dokonali <span class="_ _0"></span><span class="ff3">realizacji <span class="_ _4"></span>od<span class="_ _a"></span>powiednio <span class="_ _4"></span>100 000 oraz <span class="_ _4"></span>50 000 ak<span class="_ _0"></span>cji <span class="_ _0"></span>Dom </span></span></span></span></div><div class="t m0 x6e h12 y349 ff4 fs5 fc1 sc0 ls0 ws0">Development S.A. w ramach reali<span class="_ _0"></span>zacji opcji n<span class="_ _0"></span>a akcje Spłki. <span class="ff3"> </span></div><div class="t m0 x1 h12 y257 ff4 fs5 fc1 sc0 ls0 ws0">**) W <span class="_ _0"></span>dniu 5 <span class="_ _0"></span>października <span class="_ _0"></span>2022 roku Pan <span class="_ _0"></span>Leszek Stanki<span class="_ _0"></span>ewicz objął <span class="_ _0"></span>250 000 o<span class="_ _0"></span>pcji na <span class="_ _0"></span>akcje Dom Develo<span class="_ _0"></span>pment S.A., dotyczących <span class="_ _0"></span>250 000<span class="_ _0"></span> </div><div class="t m0 x6e h12 y29 ff4 fs5 fc1 sc0 ls0 ws0">Akcji Dom Develo<span class="_ _0"></span>pment S.A., co zostało opisane w no<span class="_ _0"></span>cie 7.<span class="ff3 ls8">44<span class="ls0">. </span></span></div><div class="t m0 x1 h12 y1fe ff3 fs5 fc1 sc0 ls0 ws0">***) <span class="_ _e"></span>W <span class="_ _e"></span>dniu <span class="_ _e"></span>29<span class="_ _a"></span> <span class="_ _e"></span>grudnia <span class="_ _f"></span>2022 <span class="_ _e"></span>roku <span class="_ _e"></span><span class="ff4">Zarząd <span class="_ _f"></span>podjął <span class="_ _e"></span>uchwał <span class="_ _e"></span>w <span class="_ _f"></span>sprawie <span class="_ _e"></span>przydzielenia <span class="_ _e"></span>nowych <span class="_ _e"></span>akcji <span class="_ _e"></span>panu <span class="_ _f"></span>Leszkowi <span class="_ _e"></span>Stankiewiczowi <span class="_ _e"></span>w </span></div><div class="t m0 x6e h12 y403 ff3 fs5 fc1 sc0 ls0 ws0">procesie realizacji 50 000 o<span class="ff4">pcji na akcje. <span class="_ _a"></span>Akcje te zostały zarejestrowane przez Sąd Rejonowy dla m. <span class="_ _a"></span>st. Warszawy w Wars<span class="_ _a"></span>zawie, XII<span class="_ _0"></span> </span></div><div class="t m0 x6e h12 y44a ff4 fs5 fc1 sc0 ls0 ws0">Wydział Gospodarczy Krajo<span class="_ _0"></span>wego Rejestru Sądowego<span class="_ _0"></span> w dniu 26 stycznia 2023 roku, czyli po<span class="_ _0"></span> dniu bilansowym.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y44b ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y44c ff4 fs8 fc1 sc0 ls0 ws0">Członkowie <span class="_ _13"></span>Zarządu <span class="_ _13"></span>i <span class="_ _e"></span>Rady <span class="_ _e"></span>Nadzorczej <span class="_ _13"></span>Spłki <span class="_ _e"></span>nie <span class="_ _13"></span>posiadali <span class="_ _e"></span>udziałw <span class="_ _13"></span>w <span class="_ _e"></span>innych <span class="_ _13"></span>podmiotach <span class="_ _e"></span>Grupy <span class="_ _13"></span>z <span class="_ _e"></span>wyjątkiem <span class="_ _13"></span>Dom <span class="_ _e"></span>Land <span class="_ _13"></span>Sp. </div><div class="t m0 x1 he y44d ff3 fs8 fc1 sc0 ls0 ws0">z <span class="ff4">o.o., w ktrej Panowie Jarosław Szanajca, Grzegorz Kiełpsz oraz Mark Spiteri posiadali na <span class="_ _a"></span>dzie<span class="_ _a"></span></span> 31 grudnia <span class="ls6">2022</span> roku po 20%<span class="_ _a"></span> </div><div class="t m0 x1 he y44e ff4 fs8 fc1 sc0 ls0 ws0">udziałw każdy.<span class="ff3"> </span></div><div class="t m0 x1 he y3b0 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y1ab ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y29f ff1 fs9 fc0 sc0 lsf ws0">7.16<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">NADWYŻKA ZE SPRZEDAŻY AKCJI POWYŻEJ ICH WARTOŚCI NOMINALNEJ <span class="_ _a"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 he y44f ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y450 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _10"> </span>okresie <span class="_ _f"></span>dwunastu <span class="_ _10"> </span>miesicy <span class="_ _10"> </span>zakoczonym <span class="_ _10"> </span>31 <span class="_ _10"> </span>grudnia <span class="_ _10"> </span><span class="ff3 ls6">2022<span class="ls0"> <span class="_ _10"> </span></span></span>r. <span class="_ _10"> </span>w<span class="_ _a"></span>artość <span class="_ _10"> </span>pozycji <span class="_ _10"> </span><span class="ff9">Nadwyżka <span class="_ _10"> </span>ze <span class="_ _10"> </span>sprzedaży <span class="_ _f"> </span>akcji <span class="_ _10"> </span>powyżej <span class="_ _10"> </span>ich </span></div><div class="t m0 x1 he y290 ff9 fs8 fc1 sc0 ls0 ws0">wartości nominalnej<span class="ff3"> <span class="ff4">uległa zmianie o </span>5 <span class="ls6">850 </span>tys. <span class="ff4 ls22">zł</span> <span class="ff4">w wyniku podwyższenia kapitału akcyjnego opisanego w nocie 7.15.</span> </span></div><div class="t m0 x1 he y451 ff3 fs8 fc1 sc0 ls0 ws0">Na <span class="_ _0"></span>d<span class="ff4">zie 31 <span class="_ _0"></span>grudnia <span class="ff3 ls6">2022<span class="ls0"> <span class="_ _0"></span>r. i <span class="_ _0"></span>31 grud<span class="_ _0"></span>nia <span class="ls6">2021</span> <span class="ff4">r. <span class="_ _4"></span>warto<span class="_ _a"></span>ść <span class="_ _0"></span>nadwyżki ze s<span class="_ _0"></span>przedaży akcji <span class="_ _0"></span>własnych powyżej <span class="_ _0"></span>ich <span class="_ _0"></span>wartości nominalnej </span></span></span></span></div><div class="t m0 x1 he y452 ff4 fs8 fc1 sc0 ls0 ws0">wyniosła odpowiednio <span class="ff3">2<span class="ls6">64</span> <span class="ls6">208</span> tys. </span><span class="ls22">zł</span><span class="ff3"> <span class="ls10">i <span class="ls6">258</span></span> <span class="ls6">358 </span>tys. </span><span class="ls22">zł</span><span class="ff3">. </span></div><div class="t m0 x1 he y453 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y454 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y1e6 ff1 fs9 fc0 sc0 lsf ws0">7.17<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">DO<span class="_ _a"></span>DATKOWE INFORMACJE DOTYCZĄCE KAPITAŁÓW WŁASNYCH<span class="ff3"> </span></span></span></div><div class="t m0 x1 he y455 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y456 ff4 fs8 fc1 sc0 ls0 ws0">Na dzie 31 grudnia <span class="ff3 ls6">2022<span class="ls0"> r. i 31 grudnia </span>2021<span class="ls0"> </span></span>r. akcje Spłki nie były własnością jej jednostek podporządkowanych. <span class="ff3"> </span></div><div class="t m0 x1 he y457 ff4 fs8 fc1 sc0 ls0 ws0">W okresie dwunastu miesicy koczącym si 31 grudnia <span class="ff3 ls6">2022<span class="ls0"> <span class="ls10">i </span>2021 </span></span>r. Spłka nie posiadała akcji własnych.<span class="ff3"> </span></div><div class="t m0 x1 he y458 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y459 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y45a ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">29<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h25 y159 ff1 fs9 fc0 sc0 lsf ws0">7.18<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">DYWIDENDA I PODZIAŁ ZYSKU<span class="_ _a"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 he y15a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y15b ff3 fs8 fc1 sc0 ls0 ws0">Zwycz<span class="ff4">ajne <span class="_ _f"></span>Walne <span class="_ _e"></span>Zgromadzenie <span class="_ _e"></span>Akcjonariuszy <span class="_ _f"></span>Spłki <span class="_ _e"></span>zdecydowało <span class="_ _f"></span>w <span class="_ _e"></span>dniu <span class="_ _f"> </span></span>30 <span class="_ _f"></span>czerwca <span class="_ _f"></span><span class="ls6">202</span>2 <span class="_ _f"></span>r. <span class="_ _e"></span>o <span class="_ _e"></span>przeznaczeniu <span class="_ _f"></span>zysku <span class="_ _e"></span>netto </div><div class="t m0 x1 he y144 ff4 fs8 fc1 sc0 ls0 ws0">Spłki za rok <span class="ff3 ls6">2021<span class="ls0"> na: </span></span></div><div class="t m0 x1 he y45b ff3 fs8 fc1 sc0 ls0 ws0">- <span class="ff4">wypłat dywidendy akcjonaruiszom Spłki w kwocie <span class="ls6">268 258 431,00 zł</span>, co dało </span><span class="ls6">10,</span>50 <span class="ff4">zł na każdą akcj</span>. </div><div class="t m0 x1 he y45c ff3 fs8 fc1 sc0 ls0 ws0">- <span class="ff4">powikszenie kapitału zapasowego Spłki o kwot </span><span class="ls6">38</span> <span class="ls6">509</span> 028,51 <span class="ff4 ls22">zł.</span> </div><div class="t m0 x1 he y45d ff3 fs8 fc1 sc0 ls0 ws0">Dywidenda <span class="_ _4"></span>z<span class="_ _a"></span>a rok <span class="_ _4"></span><span class="ls6">202<span class="ls0">1 w <span class="_ _0"></span>kwocie <span class="_ _0"></span>268 <span class="_ _0"></span>258 431,00<span class="_ _0"></span> <span class="ff4">zł <span class="_ _4"></span>(tj. 10<span class="ff3">,50 <span class="_ _4"></span><span class="ff4">zł<span class="_ _a"></span> n<span class="_ _0"></span>a <span class="_ _0"></span>każdą <span class="_ _0"></span>akcj) <span class="_ _0"></span>została wypła<span class="_ _0"></span>cona w<span class="_ _0"></span> <span class="_ _0"></span>dniu <span class="ff3 ls6">16<span class="ls0"> <span class="_ _4"></span>sierpnia <span class="ls6">202</span>2 <span class="_ _0"></span>roku. </span></span></span></span></span></span></span></div><div class="t m0 x1 he y45e ff3 fs8 fc1 sc0 ls0 ws0">Dywidenda <span class="_ _0"></span>za rok 2020 w <span class="_ _0"></span>kwocie 253 <span class="ls6">984</span> <span class="ls6">220</span> <span class="ff4">zł (tj. 10<span class="_ _0"></span><span class="ff3">,00 <span class="ff4">zł n<span class="_ _0"></span>a każdą <span class="_ _0"></span>akcj) została wypłacona p<span class="_ _0"></span>rzez Sp<span class="_ _0"></span>łk w dniu<span class="_ _0"></span> 28 czerwca </span></span></span></div><div class="t m0 x1 he y45f ff3 fs8 fc1 sc0 ls0 ws0">2021 roku. </div><div class="t m0 x1 he y460 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y461 ff1 fs9 fc0 sc0 lsf ws0">7.19<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff1 fc1">KREDYTY<span class="ff3"> </span></span></span></div><div class="t m0 x1 he y462 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y463 ff2 fs4 fc0 sc0 ls0 ws0">OPIS ISTOTNYCH ZM<span class="_ _a"></span>IAN W OKRESIE DWUNA<span class="_ _a"></span>STU MIESIĘCY ZAKOŃCZON<span class="_ _a"></span>YM 31 GRUDNI<span class="_ _a"></span>A <span class="_ _a"></span><span class="ff1 lse">2022<span class="ls0"> </span></span></div><div class="t m0 x1 he y464 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y465 ff4 fs8 fc1 sc0 ls0 ws0">W dniu 16 grudnia 2022 <span class="_ _a"></span>roku pomidzy Bankiem Millennium S.A. oraz <span class="_ _a"></span>Dom Development S.A zo<span class="_ _a"></span>stał <span class="_ _a"></span>zawarty aneks do Umowy </div><div class="t m0 x1 he y466 ff4 fs8 fc1 sc0 ls0 ws0">o lini wielowalutową.  W wyniku podpis<span class="_ _0"></span>anego aneksu, okres dostpności limitu kredytowego został wydłużony do 17 grudnia </div><div class="t m0 x1 he y467 ff4 fs8 fc1 sc0 ls0 ws0">2023 roku oraz zmniejszeniu uległa kwota limitu kredytoweg<span class="_ _0"></span>o, ktra obecnie wynosi 40 mln PLN. <span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y468 ff3 fs8 fc1 sc0 ls0 ws0">W dniu 20 gr<span class="ff4">udnia 2022 roku pomidzy mBank S.A. oraz Dom Development S.A., Dom Development Wrocław Sp. z o<span class="_ _a"></span>.o. i  Euro </span></div><div class="t m0 x1 he y469 ff4 fs8 fc1 sc0 ls0 ws0">Styl <span class="_ _10"> </span>S.A. <span class="_ _12"> </span>został  za<span class="_ _0"></span>warty <span class="_ _12"> </span>aneks <span class="_ _10"> </span>do  Umo<span class="_ _0"></span>wy <span class="_ _12"> </span>Ramowej <span class="_ _10"> </span>„Umbrella <span class="_ _12"> </span>Wieloproduktowa”. <span class="_ _10"> </span>W  wyniku<span class="_ _0"></span> <span class="_ _12"> </span>podpisanego <span class="_ _10"> </span>aneksu, <span class="_ _10"> </span>o<span class="_ _a"></span>kres </div><div class="t m0 x1 he y46a ff4 fs8 fc1 sc0 ls0 ws0">dostpności limit<span class="_ _0"></span>u kredytowego został wydłużony <span class="_ _0"></span>do 29 stycznia <span class="_ _0"></span>2027 <span class="_ _0"></span>roku oraz zwiks<span class="_ _0"></span>zeniu ul<span class="_ _0"></span>egła kwota limitu <span class="_ _0"></span>kredytowego, </div><div class="t m0 x1 he y46b ff4 fs8 fc1 sc0 ls0 ws0">ktra obecnie <span class="_ _0"></span>wynosi 200 mln <span class="_ _0"></span>PLN. Aktualnie na pods<span class="_ _0"></span>tawie umowy z banki<span class="_ _0"></span>em, Dom Development S.A. może korzystać <span class="_ _0"></span>z kwoty </div><div class="t m0 x1 he y46c ff4 fs8 fc1 sc0 ls0 ws0">limitu <span class="_ _10"> </span>kredytowego <span class="_ _10"> </span>do <span class="_ _12"> </span>wysokości <span class="_ _10"> </span>200 <span class="_ _10"> </span>mln <span class="_ _10"> </span>zł, <span class="_ _12"> </span>Dom <span class="_ _10"> </span>Development <span class="_ _10"> </span>Wro<span class="_ _a"></span>cław <span class="_ _10"> </span>Sp. <span class="_ _10"> </span>z <span class="_ _10"> </span>o.o<span class="_ _a"></span>. <span class="_ _10"> </span>może <span class="_ _10"> </span>korzystać <span class="_ _10"> </span>z <span class="_ _10"> </span>czści <span class="_ _10"> </span>tego <span class="_ _12"> </span>limitu </div><div class="t m0 x1 he y46d ff4 fs8 fc1 sc0 ls0 ws0">kredytowego do wysokości 60 mln zł, Euro Styl S.A. może korzystać z czści tego limit<span class="_ _0"></span>u kredytowego do wysokości 100 mln zł<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y46e ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y46f ff4 fs8 fc1 sc0 ls0 ws0">Struktura tych zobowiąza pod wzgldem okresu wymagalności została przedstawiona w poniższej tabeli.<span class="ff3"> </span></div></div><div class="c x1 y470 w27 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">KREDYTY WEDŁUG TERMINU WY<span class="_ _0"></span>MAGALNOŚCI<span class="ff1"> </span></div></div><div class="c x6a y470 w28 h11"><div class="t m0 x6c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y470 w39 h11"><div class="t m0 x6c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y471 w27 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Do 1 roku  </div></div><div class="c x6a y471 w28 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">50 000<span class="ls0"> </span></div></div><div class="c x6b y471 w39 h11"><div class="t m0 x33 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y472 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Powyżej 1 roku do<span class="_ _0"></span> 2 lat <span class="ff3"> </span></div></div><div class="c x6a y472 w28 h13"><div class="t m0 x33 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y472 w39 h13"><div class="t m0 x33 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y473 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Powyżej 2 lat do 5 lat <span class="ff3"> </span></div></div><div class="c x6a y473 w28 h11"><div class="t m0 x3a h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> - </div></div><div class="c x6b y473 w39 h11"><div class="t m0 x9f h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> - </div></div><div class="c x1 y474 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Powyżej 5 lat <span class="ff3"> </span></div></div><div class="c x6a y474 w28 h11"><div class="t m0 x33 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y474 w39 h11"><div class="t m0 x33 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y206 w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem kredyty  </div></div><div class="c x6a y206 w28 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">50 000<span class="ls0"> </span></div></div><div class="c x6b y206 w39 h13"><div class="t m0 x33 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y329 w27 h11"><div class="t m0 x38 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">w tym:  długoterminowe <span class="ff3"> </span></div></div><div class="c x6a y329 w28 h11"><div class="t m0 x33 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y329 w39 h11"><div class="t m0 x33 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y475 w27 h13"><div class="t m0 x5c h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">krtkoterminowe<span class="ff3"> </span></div></div><div class="c x6a y475 w28 h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">50 000<span class="ls0"> </span></div></div><div class="c x6b y475 w39 h13"><div class="t m0 x33 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y476 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y477 ff4 fs8 fc1 sc0 ls0 ws0">Na <span class="_ _a"></span>dzie <span class="_ _a"></span>31 <span class="_ _a"></span>grudnia <span class="_ _a"></span><span class="ff3 ls6">2022<span class="ls0"> <span class="_ _a"></span></span></span>r. <span class="_ _13"></span>i <span class="_ _a"></span>na <span class="_ _a"></span>dzie <span class="_ _a"></span>31 <span class="_ _a"></span>grudnia <span class="_ _13"></span><span class="ff3 ls6">2021<span class="ls0"> <span class="_ _a"></span>r. <span class="_ _a"></span> <span class="_ _13"></span>wszystkie <span class="_ _a"></span>posiadane <span class="_ _a"></span></span></span>przez <span class="_ _a"></span>Spłk <span class="_ _a"></span>kredyty <span class="_ _a"></span>w<span class="_ _a"></span>yrażone były <span class="_ _13"></span>w <span class="_ _a"></span>złotych </div><div class="t m0 x1 he y478 ff3 fs8 fc1 sc0 ls0 ws0">polskich. </div></div><div class="c x1 y479 w3f h2a"><div class="t m0 x0 h9 y416 ff1 fs5 fc1 sc0 ls0 ws0">KREDYTY BANKOWE NA 31.12.202<span class="_ _0"></span>2 </div></div><div class="c x1 y47a w3c h2e"><div class="t m0 x0 h9 y47b ff1 fs5 fc1 sc0 ls0 ws0">Bank </div></div><div class="c xac y47a w4d h2e"><div class="t m0 x38 h9 y47b ff1 fs5 fc1 sc0 ls0 ws0">Siedziba  </div><div class="t m0 x26 h9 yca ff1 fs5 fc1 sc0 ls23 ws0">banku<span class="ls0"> </span></div></div><div class="c xad y47a w4e h2e"><div class="t m0 x32 h9 y47b ff1 fs5 fc1 sc0 ls0 ws0">Kwota kredytu </div><div class="t m0 x25 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">wg umowy </div></div><div class="c xae y47a w4f h2e"><div class="t m0 x2a h9 y47b ff1 fs5 fc1 sc0 ls0 ws0">Waluta </div></div><div class="c xaf y47a w50 h2e"><div class="t m0 x5f h9 y47b ff1 fs5 fc1 sc0 ls0 ws0">Kwota kredytu  </div><div class="t m0 x48 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">pozostała do spłaty <span class="ff1"> </span></div><div class="t m0 x32 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(bez odsetek) </div></div><div class="c xa3 y47a w51 h2e"><div class="t m0 x14 h9 y47b ff1 fs5 fc1 sc0 ls0 ws0">Waluta </div></div><div class="c x6b y47a w52 h2e"><div class="t m0 x7c h9 y47b ff2 fs5 fc1 sc0 ls0 ws0">Termin spłaty<span class="ff1"> </span></div></div><div class="c x1 y47c w3c h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">PKO BP </div></div><div class="c xac y47c w4d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xad y47c w4e h13"><div class="t m0 x9f h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">150 000</span> </div></div><div class="c xae y47c w4f h13"><div class="t m0 x29 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xaf y47c w50 h13"><div class="t m0 x33 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">50 000<span class="ls0"> </span></div></div><div class="c xa3 y47c w53 h13"><div class="t m0 x7c h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c x6b y47c w29 h13"><div class="t m0 x6c h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">26.02.2023 </div></div><div class="c x1 y47d w3c h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">mBank </div></div><div class="c xac y47d w4d h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xad y47d w4e h11"><div class="t m0 x9f h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">200</span> <span class="ls8">000</span> </div></div><div class="c xae y47d w4f h11"><div class="t m0 x29 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xaf y47d w50 h11"><div class="t m0 x60 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa3 y47d w53 h11"><div class="t m0 x7c h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c x6b y47d w29 h11"><div class="t m0 x6c h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">29<span class="ls0">.01.2027 </span></div></div><div class="c x1 y47e w3c h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Millenni<span class="_ _0"></span>um </div></div><div class="c xac y47e w4d h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xad y47e w4e h11"><div class="t m0 x9e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">4<span class="ls8">0 000</span> </div></div><div class="c xae y47e w4f h11"><div class="t m0 x29 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xaf y47e w50 h11"><div class="t m0 x60 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa3 y47e w53 h11"><div class="t m0 x7c h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c x6b y47e w29 h11"><div class="t m0 x6c h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">17.12.2023 </div></div><div class="c x1 y47f w3c h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Razem kredyty bankowe<span class="ff3"> </span></div></div><div class="c xac y47f w4d h11"><div class="t m0 x5c h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xad y47f w4e h11"><div class="t m0 xb0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xae y47f w4f h11"><div class="t m0 x18 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xaf y47f w50 h11"><div class="t m0 x60 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xa3 y47f w53 h11"><div class="t m0 x4c h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c x6b y47f w29 h11"><div class="t m0 xe h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h12 y35d ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h12 y480 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y481 ff2 fs4 fc0 sc0 ls0 ws0">PODSTAWOWE DANE D<span class="_ _a"></span>OTYCZĄCE POSIAD<span class="_ _a"></span>ANYCH PRZEZ SPÓŁKĘ LINI<span class="_ _a"></span>I KREDYTOWYC<span class="_ _a"></span>H<span class="_ _a"></span><span class="ff1"> </span></div><div class="t m0 xe he y3ed ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Kredyt w PKO BP </span></span></div><div class="t m0 x1 he y188 ff4 fs8 fc1 sc0 ls0 ws0">Kredyt <span class="_ _0"></span>odnawialny w <span class="_ _4"></span>rachunku kredytowym <span class="_ _0"></span>do wysokości <span class="_ _0"></span>150 000 <span class="_ _4"></span>tys. zł. <span class="_ _0"></span> <span class="_ _0"></span>Na p<span class="_ _0"></span>odstawie <span class="_ _0"></span>umowy z <span class="_ _0"></span>bankiem, <span class="_ _0"></span>Euro S<span class="_ _0"></span>tyl S.A. <span class="_ _4"></span>mo<span class="_ _a"></span>że </div><div class="t m0 x1 he y482 ff4 fs8 fc1 sc0 ls0 ws0">korzystać <span class="_ _13"></span>z <span class="_ _e"></span>czści <span class="_ _13"></span>tego <span class="_ _e"></span>limitu <span class="_ _13"></span>kredytowego <span class="_ _13"></span>do <span class="_ _e"></span>wysokości <span class="_ _13"></span>50 <span class="_ _e"></span>000 <span class="_ _13"></span>tys. <span class="_ _13"></span>zł. <span class="_ _e"></span>Na <span class="_ _13"></span>dzie <span class="_ _e"></span>31 <span class="_ _13"></span>grudnia <span class="_ _13"></span>2022 <span class="_ _e"></span>r. <span class="_ _13"></span>Dom <span class="_ _e"></span>Development <span class="_ _13"></span>S.A. </div><div class="t m0 x1 he y483 ff4 fs8 fc1 sc0 ls0 ws0">korzystała z limitu kredytowego w wysokości 50<span class="ff3"> </span>000 tys. zł,<span class="ff3"> </span>a Euro Styl S.A. w wysokości 9<span class="ff3"> </span>177 tys. zł.<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">30<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe he y1bd ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Kredyt w mBank </span></span></div><div class="t m0 x1 he y30f ff3 fs8 fc1 sc0 ls0 ws0">Kredyt <span class="_ _0"></span>odnawialny w <span class="_ _4"></span>rach<span class="_ _a"></span>unku <span class="ff4">kredytowym <span class="_ _0"></span>do wysokości <span class="_ _4"></span>200 000 tys. <span class="_ _4"></span>z<span class="_ _a"></span>ł.  <span class="_ _4"></span>Na podstawie umowy <span class="_ _0"></span>z b<span class="_ _0"></span>ankiem, <span class="_ _0"></span>Dom Development </span></div><div class="t m0 x1 he y310 ff4 fs8 fc1 sc0 ls0 ws0">Wrocław Sp. z o.o. może kor<span class="_ _0"></span>zystać z czści tego limitu kre<span class="_ _0"></span>dytowego do wysokości 60 000 tys. <span class="_ _0"></span>zł a Euro Styl S.A. może k<span class="_ _0"></span>orzysta<span class="_ _a"></span><span class="ls17">ć </span></div><div class="t m0 x1 he y311 ff4 fs8 fc1 sc0 ls0 ws0">z <span class="_ _13"></span>cz<span class="_ _a"></span>ści <span class="_ _13"></span>tego <span class="_ _13"></span>limitu <span class="_ _e"></span>kredytowego <span class="_ _13"></span>do <span class="_ _e"></span>wysokości <span class="_ _13"></span>100 <span class="_ _e"></span>000 <span class="_ _13"></span>tys. <span class="_ _e"></span>zł. <span class="_ _13"></span>Na <span class="_ _13"></span>dzie <span class="_ _13"></span>31 <span class="_ _e"></span>grudnia <span class="_ _13"></span>2022 <span class="_ _e"></span>r. <span class="_ _13"></span>Dom <span class="_ _13"></span>Development <span class="_ _e"></span>S.A. <span class="_ _13"></span>ani <span class="_ _13"></span>inne<span class="_ _a"></span> </div><div class="t m0 x1 he y484 ff4 fs8 fc1 sc0 ls0 ws0">spłki Grupy nie korzystały z tej linii kredytowej.<span class="ff3"> </span></div><div class="t m0 xe he y485 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Kredyt w banku Millennium </span></span></div><div class="t m0 x1 he y486 ff4 fs8 fc1 sc0 ls0 ws0">Kredyt rewolwingowy do <span class="_ _a"></span>wysokości 40 000 <span class="_ _a"></span>tys. <span class="_ _a"></span>zł.  <span class="_ _a"></span>Na dzie 31 <span class="_ _a"></span>grudnia <span class="_ _a"></span>2022 r. <span class="_ _a"></span>spłka Dom <span class="_ _a"></span>Developm<span class="_ _13"></span>ent S.A. <span class="_ _a"></span>nie korzystała <span class="_ _a"></span>z </div><div class="t m0 x1 he y315 ff3 fs8 fc1 sc0 ls0 ws0">ww. limitu kredytowego. </div><div class="t m0 x1 he y487 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y33e ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _14"> </span>pozycji <span class="_ _1a"> </span><span class="ffa">Kredyty</span> <span class="_ _14"> </span><span class="ff4">Spłka <span class="_ _14"> </span>wykazuje <span class="_ _14"> </span>wartość <span class="_ _1a"> </span>nominalną <span class="_ _14"> </span>zobowiązania, <span class="_ _14"> </span>natomiast <span class="_ _14"> </span>naliczone <span class="_ _14"> </span>na <span class="_ _14"> </span>dzie <span class="_ _1a"> </span>bilansowy <span class="_ _14"> </span>odsetki </span></div><div class="t m0 x1 he y33f ff4 fs8 fc1 sc0 ls0 ws0">prezentowane są osobno w pozycji <span class="ff9">Zobowiązanie z tytułu odsetek od kredytów i obligacji<span class="ff3">. </span></span></div><div class="t m0 x1 he y488 ff3 fs8 fc1 sc0 ls0 ws0">Ze <span class="_ _13"></span><span class="ff4">wzgldu <span class="_ _13"></span>na <span class="_ _13"></span>fakt, <span class="_ _13"></span>że<span class="_ _a"></span> <span class="_ _13"></span>oprocentowanie <span class="_ _13"></span>kredytw <span class="_ _13"></span>jest <span class="_ _13"></span>pow<span class="_ _a"></span>iązane <span class="_ _13"></span>z <span class="_ _13"></span>kształtow<span class="_ _a"></span>aniem <span class="_ _a"></span>si <span class="_ _e"></span>stawki <span class="_ _13"></span>WIBOR, <span class="_ _13"></span>Zarząd <span class="_ _13"></span>Spłki <span class="_ _13"></span>szac<span class="_ _a"></span>uje, </span></div><div class="t m0 x1 he y341 ff4 fs8 fc1 sc0 ls22 ws0">że<span class="ff3 ls0"> <span class="ff4">wartość <span class="_ _14"> </span>godziwa <span class="_ _1a"> </span>kredytw <span class="_ _14"> </span>zaciągnitych <span class="_ _14"> </span>przez <span class="_ _14"> </span>Spłk <span class="_ _1a"> </span>jest <span class="_ _14"> </span>w <span class="_ _1a"> </span>przybliżeniu <span class="_ _14"> </span>rwna <span class="_ _14"> </span>wartości <span class="_ _1a"> </span>ksigowej <span class="_ _14"> </span>tych <span class="_ _14"> </span>kredytw </span></span></div><div class="t m0 x1 he y342 ff3 fs8 fc1 sc0 ls0 ws0">z <span class="ff4">uwzgldnieniem naliczon</span>ych odsetek. </div><div class="t m0 x1 he y489 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y423 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y425 ff1 fs9 fc0 sc0 lsf ws0">7.20<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff1 fc1">OBLIGACJE<span class="ff3"> </span></span></span></div><div class="t m0 x1 he y48a ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y48b w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">OBLIGACJE </div></div><div class="c x6a y48b w28 h13"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y48b w29 h13"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y3a8 w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wartość nominalna wye<span class="_ _0"></span>mitowanych obligacji <span class="ff3">- </span>czść długo<span class="_ _0"></span>terminowa<span class="ff1"> </span></div></div><div class="c x6a y3a8 w28 h13"><div class="t m0 x65 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">260<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x6b y3a8 w29 h13"><div class="t m0 x65 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">310 000<span class="ls0"> </span></div></div><div class="c x1 y257 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Wartość nominalna wye<span class="_ _0"></span>mitowanych obligacji –<span class="ff3"> </span>czść kr<span class="_ _0"></span>tkoterminowa<span class="ff3"> </span></div></div><div class="c x6a y257 w28 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">50 000<span class="ls0"> </span></div></div><div class="c x6b y257 w29 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">50 000<span class="ls0"> </span></div></div><div class="c x1 y48c w27 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Wartość nominalna wyemitowan<span class="_ _0"></span>ych obligacji <span class="ff1"> </span></div></div><div class="c x6a y48c w28 h11"><div class="t m0 x65 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">31<span class="ls8">0 000</span> </div></div><div class="c x6b y48c w29 h11"><div class="t m0 x65 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">360 000<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y48d ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y48e ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _4"></span>pozycji <span class="ffa">Oblig<span class="_ _0"></span>acje<span class="ff3"> <span class="_ _0"></span><span class="ff4">Spłka <span class="_ _4"></span>wykazuje <span class="_ _4"></span>wartość <span class="_ _0"></span>nominalną <span class="_ _4"></span>zobowiąz<span class="_ _a"></span>ania <span class="_ _4"></span>z <span class="_ _0"></span>tytułu <span class="_ _4"></span>obligacji, <span class="_ _0"></span>natomiast <span class="_ _4"></span>naliczone <span class="_ _0"></span>na <span class="_ _4"></span>dzie <span class="_ _0"></span>bilansowy </span></span></span></div><div class="t m0 x1 he y48f ff4 fs8 fc1 sc0 ls0 ws0">odsetki prezentowane są osobno w pozycji <span class="ff9">Zobowiązanie z tytułu odsetek od kredytów i obligacji<span class="ff3">. </span></span></div><div class="t m0 x1 he y71 ff4 fs8 fc1 sc0 ls0 ws0">Ze wz<span class="_ _a"></span>gldu na <span class="_ _a"></span>fakt, <span class="_ _a"></span>że <span class="_ _a"></span>oprocentowanie <span class="_ _a"></span>obligacji j<span class="_ _a"></span>est <span class="_ _a"></span>powiązane z<span class="_ _a"></span> kształto<span class="_ _a"></span>waniem si <span class="_ _a"></span>stawki <span class="_ _a"></span>WIBOR, <span class="_ _a"></span>Zarząd <span class="_ _a"></span>Spłki szac<span class="_ _a"></span>uje, że<span class="_ _a"></span> </div><div class="t m0 x1 he y490 ff4 fs8 fc1 sc0 ls0 ws0">wartość <span class="_ _14"> </span>godziwa <span class="_ _1a"> </span>obligacji <span class="_ _14"> </span>wyemitowanych <span class="_ _14"> </span>przez <span class="_ _1a"> </span>Spłk <span class="_ _14"> </span>jest <span class="_ _1a"> </span>w <span class="_ _14"> </span>przybliżeniu <span class="_ _14"> </span>rwna <span class="_ _1a"> </span>wartości <span class="_ _14"> </span>ksigowej <span class="_ _14"> </span>tych <span class="_ _1a"> </span>ob<span class="_ _a"></span><span class="ff3">ligacji <span class="_ _1a"> </span>z </span></div><div class="t m0 x1 he y491 ff4 fs8 fc1 sc0 ls0 ws0">uwzgldnieniem naliczonych odsetek. <span class="ff3"> </span></div><div class="t m0 x1 he y492 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y493 ff2 fs4 fc0 sc0 ls0 ws0">PODSTAWOWE DANE D<span class="_ _a"></span>OTYCZĄCE E<span class="_ _a"></span>MITOWANYCH OBLIG<span class="_ _a"></span>ACJI<span class="ff1"> </span></div><div class="t m0 xe he y494 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Umowa <span class="_ _4"></span>z<span class="_ _a"></span> <span class="_ _4"></span>Trigon <span class="_ _4"></span>Dom Makl<span class="_ _0"></span>erski <span class="_ _4"></span>S.A. <span class="_ _0"></span>oraz <span class="_ _4"></span>Trigon <span class="_ _0"></span>Investment <span class="_ _4"></span>Banking <span class="_ _4"></span>Spłka <span class="_ _0"></span>z <span class="_ _4"></span>o<span class="_ _a"></span>graniczoną <span class="_ _4"></span>odpowiedzialnością <span class="_ _4"></span>&amp; <span class="_ _4"></span>W<span class="_ _a"></span>splnicy<span class="ff3"> <span class="_ _a"></span>S.K. </span></span></span></div><div class="t m0 x1 he y495 ff4 fs8 fc1 sc0 ls0 ws0">Na podstawie tej umowy Dom Developmen<span class="_ _0"></span>t S.A. może emitować obligacje o łącznej wartości nieprzekraczającej 400 milion<span class="_ _0"></span>w </div><div class="t m0 x1 he y496 ff4 fs8 fc1 sc0 ls0 ws0">PLN rozumianej jako <span class="_ _a"></span>wartość <span class="_ _a"></span>nominalna wszystkich wyemitowan<span class="_ _a"></span>ych i niewykupionych <span class="_ _a"></span>obligacji. Limit <span class="_ _a"></span>Programu ma c<span class="_ _a"></span>harakter </div><div class="t m0 x1 he y497 ff3 fs8 fc1 sc0 ls0 ws0">odnawialny. <span class="_ _0"></span>Zgodni<span class="ff4">e z <span class="_ _0"></span>umową obligacje <span class="_ _0"></span>mogą być <span class="_ _0"></span>emitowane p<span class="_ _0"></span>rzez Spłk <span class="_ _0"></span>w ramach <span class="_ _0"></span>rżnych <span class="_ _0"></span>serii do d<span class="_ _0"></span>nia 17 <span class="_ _0"></span>listopada <span class="_ _0"></span>2027<span class="_ _13"></span><span class="ff3"> r.  </span></span></div><div class="t m0 x1 he y498 ff3 fs8 fc1 sc0 ls0 ws0">  </div><div class="t m0 x1 hf y499 ff2 fs4 fc0 sc0 ls0 ws0">OPIS ISTOTNYCH ZM<span class="_ _a"></span>IAN W OKRESIE DWUNA<span class="_ _a"></span>STU MIESIĘCY ZAKOŃCZON<span class="_ _a"></span>YM 31 GRUDNI<span class="_ _a"></span>A <span class="_ _a"></span><span class="ff1 lse">2022<span class="ls0"> </span></span></div><div class="t m0 x1 he y49a ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _14"> </span>dniu  15 <span class="_ _1a"> </span>grudnia  2022 <span class="_ _14"> </span>roku <span class="_ _14"> </span>Spłka <span class="_ _14"> </span>dokonała <span class="_ _14"> </span>przypadającego <span class="_ _14"> </span>na <span class="_ _14"> </span>t <span class="_ _14"> </span>dat <span class="_ _14"> </span>wykupu <span class="_ _14"> </span>5 <span class="_ _14"> </span>000  obligacji <span class="_ _14"> </span>na <span class="_ _14"> </span>okaziciela <span class="_ _14"> </span>serii </div><div class="t m0 x1 he y49b ff4 fs8 fc1 sc0 ls0 ws0">DOMDET1151222 o wartości nominalne<span class="_ _0"></span>j 10 000 PLN każda i łącznej wartości nominalnej 50 000 tys. PLN.<span class="_ _a"></span><span class="ff3"> </span></div></div><div class="c x1 y49c w3f h2f"><div class="t m0 x0 h9 y43f ff1 fs5 fc1 sc0 ls0 ws0">EMISJE OBLIGACJI NA 31.12.2022<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x1 ybc w54 h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">Seria </div></div><div class="c xb1 ybc w55 h16"><div class="t m0 x34 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">Data emisji </div></div><div class="c xb2 ybc w56 h16"><div class="t m0 xb h9 yca ff1 fs5 fc1 sc0 ls0 ws0">Kwota </div></div><div class="c xb3 ybc w55 h16"><div class="t m0 x9d h9 yca ff1 fs5 fc1 sc0 ls0 ws0">Waluta </div></div><div class="c xb4 ybc w57 h16"><div class="t m0 xa7 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">Data wykupu  </div><div class="t m0 xb5 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y49d w54 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">DOMDET2091023 </div></div><div class="c xb1 y49d w55 h13"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">09.10.2018 </div></div><div class="c xb2 y49d w56 h13"><div class="t m0 xb6 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">50 000 <span class="ls0"> </span></div></div><div class="c xb3 y49d w55 h13"><div class="t m0 x69 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xb4 y49d w57 h13"><div class="t m0 x96 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">09.10.2023 </div></div><div class="c x1 y49e w54 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">DOMDET3121224 </div></div><div class="c xb1 y49e w55 h11"><div class="t m0 x6d h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">12.12.2019 </div></div><div class="c xb2 y49e w56 h11"><div class="t m0 xb6 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">50 000<span class="ls0"> </span></div></div><div class="c xb3 y49e w55 h11"><div class="t m0 x69 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xb4 y49e w57 h11"><div class="t m0 x96 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">12.12.2024 </div></div><div class="c x1 y49f w54 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">DOMDET4250925 </div></div><div class="c xb1 y49f w55 h13"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">25.09.2020 </div></div><div class="c xb2 y49f w56 h13"><div class="t m0 xb7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">100 000<span class="ls0"> </span></div></div><div class="c xb3 y49f w55 h13"><div class="t m0 x69 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xb4 y49f w57 h13"><div class="t m0 x96 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">25.09.2025 </div></div><div class="c x1 y4a0 w54 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">DOMDET5120526 </div></div><div class="c xb1 y4a0 w55 h13"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">12.05.2021 </div></div><div class="c xb2 y4a0 w56 h13"><div class="t m0 xb7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">110 000<span class="ls0"> </span></div></div><div class="c xb3 y4a0 w55 h13"><div class="t m0 x69 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xb4 y4a0 w57 h13"><div class="t m0 x96 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">12.05.2026 </div></div><div class="c x1 y4a1 w54 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem<span class="ff3"> </span></div></div><div class="c xb1 y4a1 w55 h13"><div class="t m0 xa h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb2 y4a1 w56 h13"><div class="t m0 xb7 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">31<span class="ls8">0 000</span> </div></div><div class="c xb3 y4a1 w55 h13"><div class="t m0 x69 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xb4 y4a1 w57 h13"><div class="t m0 xb5 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y4a2 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y10c ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y4a3 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">31<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h25 y159 ff1 fs9 fc0 sc0 lsf ws0">7.21<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">ZO<span class="_ _a"></span>BOWIĄZANIE Z TYTUŁU ODSETEK OD KREDYTÓW I <span class="ff1">OBLIGACJI<span class="ff3"> </span></span></span></span></div><div class="t m0 x1 he y15a ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y4a4 w27 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">ZOBOWIĄZANIE Z TYTUŁU OD<span class="_ _0"></span>SETEK OD KREDYTÓW I OBLIGACJI<span class="ff1"> </span></div></div><div class="c x6a y4a4 w28 h11"><div class="t m0 x6c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y4a4 w29 h11"><div class="t m0 x6c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y4a5 w27 h11"><div class="t m0 x0 h9 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązanie z tytułu o<span class="_ _0"></span>dsetek od obligacji <span class="ff1"> </span></div></div><div class="c x6a y4a5 w28 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">2 550<span class="ls0"> </span></div></div><div class="c x6b y4a5 w29 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 584<span class="ls0"> </span></div></div><div class="c x1 y4a6 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązanie z tytułu o<span class="_ _0"></span>dsetek od kredytw<span class="ff3"> </span></div></div><div class="c x6a y4a6 w28 h13"><div class="t m0 x33 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y4a6 w29 h13"><div class="t m0 x33 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y4a7 w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Razem zobowiązanie z tytułu odse<span class="_ _0"></span>tek od kredytów <span class="ff1"> </span></div></div><div class="c x6a y4a7 w28 h13"><div class="t m0 x37 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">2 <span class="ls8">550</span> </div></div><div class="c x6b y4a7 w29 h13"><div class="t m0 x37 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">1 584<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y4a8 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y3c8 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y3c9 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y24c ff1 fs9 fc0 sc0 lsf ws0">7.22<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">REZERWY I AKTYWA Z TYTUŁU O<span class="_ _a"></span>DROCZONEGO PODATKU </span></span></div><div class="t m0 x4 h25 y220 ff1 fs9 fc1 sc0 ls0 ws0">DOCHODOWEGO<span class="ff3"> </span></div><div class="t m0 x1 he y4a9 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y4aa ff3 fs8 fc1 sc0 ls0 ws0">Odroczony podatek dochodowy wynika z niniejszych pozycji: </div><div class="t m0 x1 he y4ab ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y4ac ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="fs8"> </span></div></div><div class="c x1 y4ad w58 h30"><div class="t m0 x0 h9 y2f7 ff1 fs5 fc1 sc0 ls0 ws0">REZERWY I AKTYWA  </div><div class="t m0 x0 h9 y4ae ff2 fs5 fc1 sc0 ls0 ws0">Z TYTUŁU ODROCZONEGO PODAT<span class="_ _0"></span>KU DOCHODOWEGO<span class="ff1"> </span></div></div><div class="c xb8 y4af w59 h26"><div class="t m0 x6d h9 y2a5 ff1 fs5 fc1 sc0 ls0 ws0">Bilans </div></div><div class="c xb9 y4af w5a h26"><div class="t m0 x41 h9 y2a5 ff2 fs5 fc1 sc0 ls0 ws0">Rachunek zysków i strat/ </div><div class="t m0 x14 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">Sprawozdanie z całkowitych </div><div class="t m0 x59 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">dochodów<span class="ff1"> </span></div></div><div class="c xb8 y4ad w5b h1a"><div class="t m0 x14 h9 y4b0 ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c xba y4ad w5c h1a"><div class="t m0 x14 h9 y4b0 ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c xb9 y4ad w5d h1a"><div class="t m0 x83 h9 y4b0 ff1 fs5 fc1 sc0 ls8 ws0">01.01<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x4c h9 y4b1 ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c xbb y4ad w5e h1a"><div class="t m0 x3b h9 y4b0 ff1 fs5 fc1 sc0 ls8 ws0">01.01<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x78 h9 y4b1 ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y4b2 w58 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb8 y4b2 w5f h11"><div class="t m0 xa7 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xbc y4b2 w60 h11"><div class="t m0 xa7 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x7 y4b2 w61 h11"><div class="t m0 xa7 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x95 y4b2 w62 h11"><div class="t m0 x97 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y4b3 w58 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Rezerwa z tytułu odroczonego po<span class="_ _0"></span>datku dochodowego<span class="ff3"> </span></div></div><div class="c xb8 y4b3 w5b h13"><div class="t m0 xb7 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xba y4b3 w5c h13"><div class="t m0 xb7 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb9 y4b3 w5d h13"><div class="t m0 xb7 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xbb y4b3 w5e h13"><div class="t m0 xbd h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y4b4 w58 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Rżnice kursowe<span class="ff3"> </span></div></div><div class="c xb8 y4b4 w5b h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">29<span class="ls0"> </span></div></div><div class="c xba y4b4 w5c h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xb9 y4b4 w5d h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">29<span class="ls0"> </span></div></div><div class="c xbb y4b4 w5e h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y4b5 w58 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Odsetki naliczo<span class="_ _0"></span>ne  </div></div><div class="c xb8 y4b5 w5b h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">587<span class="ls0"> </span></div></div><div class="c xba y4b5 w5c h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">372<span class="ls0"> </span></div></div><div class="c xb9 y4b5 w5d h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">215<span class="ls0"> </span></div></div><div class="c xbb y4b5 w5e h11"><div class="t m0 x72 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">355<span class="ls0"> </span></div></div><div class="c x1 y320 w58 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dyskontowanie zo<span class="_ _0"></span>bowiąza<span class="ff3"> </span></div></div><div class="c xb8 y320 w5b h13"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 635<span class="ls0"> </span></div></div><div class="c xba y320 w5c h13"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 354<span class="ls0"> </span></div></div><div class="c xb9 y320 w5d h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">281<span class="ls0"> </span></div></div><div class="c xbb y320 w5e h13"><div class="t m0 x72 h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">594<span class="ff1 ls0"> </span></div></div><div class="c x1 y4b6 w58 h16"><div class="t m0 x0 h12 yca ff4 fs5 fc1 sc0 ls0 ws0">Rżnica pomid<span class="_ _0"></span>zy wynikiem podatkowym a ksig<span class="_ _0"></span>owym na </div><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">sprzedanych pro<span class="_ _0"></span>duktach z uwzgldnienie<span class="_ _0"></span>m rezerw na koszty<span class="ff3"> </span></div></div><div class="c xb8 y4b6 w5b h16"><div class="t m0 x25 h12 ye7 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xba y4b6 w5c h16"><div class="t m0 x25 h12 ye7 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xb9 y4b6 w5d h16"><div class="t m0 x25 h12 ye7 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y4b6 w5e h16"><div class="t m0 x4e h9 ye7 ff3 fs5 fc1 sc0 ls0 ws0">(41 232)<span class="ff1"> </span></div></div><div class="c x1 y4b7 w58 h14"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Koszty finansowe skapi<span class="_ _0"></span>talizowane  </div></div><div class="c xb8 y4b7 w5b h14"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">984<span class="ls0"> </span></div></div><div class="c xba y4b7 w5c h14"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 988<span class="ls0"> </span></div></div><div class="c xb9 y4b7 w5d h14"><div class="t m0 x5c h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls8">1 004</span>) </div></div><div class="c xbb y4b7 w5e h14"><div class="t m0 x5c h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">(625)<span class="ff1"> </span></div></div><div class="c x1 y4b8 w58 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Wycena aktyww <span class="ff3">finanso<span class="_ _0"></span>wych </span></div></div><div class="c xb8 y4b8 w5b h11"><div class="t m0 x59 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">3 983<span class="ls0"> </span></div></div><div class="c xba y4b8 w5c h11"><div class="t m0 x59 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 745<span class="ls0"> </span></div></div><div class="c xb9 y4b8 w5d h11"><div class="t m0 x59 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">2 238<span class="ls0"> </span></div></div><div class="c xbb y4b8 w5e h11"><div class="t m0 x67 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 745<span class="ls0"> </span></div></div><div class="c x1 y4b9 w58 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe <span class="ff3"> </span></div></div><div class="c xb8 y4b9 w5b h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xba y4b9 w5c h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xb9 y4b9 w5d h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y4b9 w5e h13"><div class="t m0 x2e h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x1 y4ba w58 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Razem rezerwa z tytułu odroczo<span class="_ _0"></span>nego podatku dochodowego<span class="ff1"> </span></div></div><div class="c xb8 y4ba w5b h13"><div class="t m0 x59 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">7 <span class="ls8">218</span> </div></div><div class="c xba y4ba w5c h13"><div class="t m0 x59 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">5 459<span class="ls0"> </span></div></div><div class="c xb9 y4ba w5d h13"><div class="t m0 x59 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">1 759<span class="ls0"> </span></div></div><div class="c xbb y4ba w5e h13"><div class="t m0 x4e h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(39 <span class="ls8">163)</span> </div></div><div class="c x1 y472 w58 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb8 y472 w5b h13"><div class="t m0 xb7 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xba y472 w5c h13"><div class="t m0 xb7 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb9 y472 w5d h13"><div class="t m0 xb7 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xbb y472 w5e h13"><div class="t m0 xbd h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y4bb w58 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Aktywa z tytułu odroczonego poda<span class="_ _0"></span>tku dochodowego<span class="ff1"> </span></div></div><div class="c xb8 y4bb w5b h11"><div class="t m0 xb7 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xba y4bb w5c h11"><div class="t m0 xb7 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb9 y4bb w5d h11"><div class="t m0 xb7 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xbb y4bb w5e h11"><div class="t m0 xbd h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y4bc w58 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Rżnice kursowe<span class="ff1"> </span></div></div><div class="c xb8 y4bc w5b h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">258<span class="ls0"> </span></div></div><div class="c xba y4bc w5c h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xb9 y4bc w5d h13"><div class="t m0 x72 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">258<span class="ls0"> </span></div></div><div class="c xbb y4bc w5e h13"><div class="t m0 x2e h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x1 y4bd w58 h16"><div class="t m0 x0 h12 yca ff4 fs5 fc1 sc0 ls0 ws0">Rżnica pomid<span class="_ _0"></span>zy wynikiem podatkowym a ksigo<span class="_ _0"></span>wym na </div><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">sprzedanych pro<span class="_ _0"></span>duktach z uwzgldnienie<span class="_ _0"></span>m rezerw na koszty<span class="ff3"> </span></div></div><div class="c xb8 y4bd w5b h16"><div class="t m0 x22 h12 ye7 ff3 fs5 fc1 sc0 ls8 ws0">21 336<span class="ls0"> </span></div></div><div class="c xba y4bd w5c h16"><div class="t m0 x35 h12 ye7 ff3 fs5 fc1 sc0 ls8 ws0">692<span class="ls0"> </span></div></div><div class="c xb9 y4bd w5d h16"><div class="t m0 x46 h12 ye7 ff3 fs5 fc1 sc0 ls8 ws0">20 644<span class="ls0"> </span></div></div><div class="c xbb y4bd w5e h16"><div class="t m0 x72 h12 ye7 ff3 fs5 fc1 sc0 ls8 ws0">692<span class="ls0"> </span></div></div><div class="c x1 y2e4 w58 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Aktualizacja wyceny z<span class="_ _0"></span>apasw <span class="ff3"> </span></div></div><div class="c xb8 y2e4 w5b h13"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">8 956<span class="ls0"> </span></div></div><div class="c xba y2e4 w5c h13"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">6 603<span class="ls0"> </span></div></div><div class="c xb9 y2e4 w5d h13"><div class="t m0 x67 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">2 353<span class="ls0"> </span></div></div><div class="c xbb y2e4 w5e h13"><div class="t m0 x5c h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(378) </div></div><div class="c x1 y2e5 w58 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Odpisy aktuali<span class="_ _0"></span>zujące należności i pozostałe rezerwy <span class="ff3"> </span></div></div><div class="c xb8 y2e5 w5b h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">973 <span class="ls0"> </span></div></div><div class="c xba y2e5 w5c h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">727<span class="ls0"> </span></div></div><div class="c xb9 y2e5 w5d h11"><div class="t m0 x72 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">246<span class="ls0"> </span></div></div><div class="c xbb y2e5 w5e h11"><div class="t m0 x72 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">122<span class="ls0"> </span></div></div><div class="c x1 y4be w58 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Rezerwa na świadczenia p<span class="_ _0"></span>racownicze <span class="ff1"> </span></div></div><div class="c xb8 y4be w5b h13"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">6 524<span class="ls0"> </span></div></div><div class="c xba y4be w5c h13"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">3 646<span class="ls0"> </span></div></div><div class="c xb9 y4be w5d h13"><div class="t m0 x67 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">2 878<span class="ls0"> </span></div></div><div class="c xbb y4be w5e h13"><div class="t m0 x51 h9 y8b ff3 fs5 fc1 sc0 lsa ws0">(1<span class="ls0"> <span class="ls8">888)</span><span class="ff1"> </span></span></div></div><div class="c x1 y4bf w58 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Rezerwa na koszty  </div></div><div class="c xb8 y4bf w5b h11"><div class="t m0 x59 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">4 407<span class="ls0"> </span></div></div><div class="c xba y4bf w5c h11"><div class="t m0 x59 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">4 740<span class="ls0"> </span></div></div><div class="c xb9 y4bf w5d h11"><div class="t m0 x5c h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(<span class="ls8">333</span>) </div></div><div class="c xbb y4bf w5e h11"><div class="t m0 x5c h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(210) </div></div><div class="c x1 y3b7 w58 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dyskontowanie n<span class="_ _0"></span>ależności<span class="ff3">  </span></div></div><div class="c xb8 y3b7 w5b h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">180<span class="ls0"> </span></div></div><div class="c xba y3b7 w5c h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xb9 y3b7 w5d h11"><div class="t m0 x72 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">180<span class="ls0"> </span></div></div><div class="c xbb y3b7 w5e h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y4c0 w58 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wycena aktyww finan<span class="_ _0"></span>sowych<span class="ff3"> </span></div></div><div class="c xb8 y4c0 w5b h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xba y4c0 w5c h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xb9 y4c0 w5d h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y4c0 w5e h13"><div class="t m0 x5c h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(875) </div></div><div class="c x1 y4c1 w58 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Strata podatkowa na działalno<span class="_ _0"></span>ści kapitałowej<span class="ff3"> </span></div></div><div class="c xb8 y4c1 w5b h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">416<span class="ls0"> </span></div></div><div class="c xba y4c1 w5c h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">416<span class="ls0"> </span></div></div><div class="c xb9 y4c1 w5d h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y4c1 w5e h11"><div class="t m0 x72 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">416<span class="ls0"> </span></div></div><div class="c x1 y4c2 w58 h14"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe <span class="ff3"> </span></div></div><div class="c xb8 y4c2 w5b h14"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xba y4c2 w5c h14"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xb9 y4c2 w5d h14"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y4c2 w5e h14"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y13c w58 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Razem aktywa z tytułu odroczone<span class="_ _0"></span>go podatku dochodowego <span class="ff1"> </span></div></div><div class="c xb8 y13c w5b h13"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">43 050<span class="ls0"> </span></div></div><div class="c xba y13c w5c h13"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">16 824<span class="ls0"> </span></div></div><div class="c xb9 y13c w5d h13"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">26 <span class="ls8">226</span> </div></div><div class="c xbb y13c w5e h13"><div class="t m0 x51 h9 y8b ff1 fs5 fc1 sc0 lsb ws0">(2<span class="ls0"> <span class="ls8">121)</span> </span></div></div><div class="c x1 y4c3 w58 h13"><div class="t m0 x38 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb8 y4c3 w5b h13"><div class="t m0 xb7 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xba y4c3 w5c h13"><div class="t m0 xb7 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb9 y4c3 w5d h13"><div class="t m0 xb7 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xbb y4c3 w5e h13"><div class="t m0 xbd h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y4c4 w58 h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">Obciążenie z tytułu odroczonego p<span class="_ _0"></span>odatku dochodowego </div><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">dotyczące rachunku zysków i strat<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xb8 y4c4 w5b h16"><div class="t m0 x5 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xba y4c4 w5c h16"><div class="t m0 x5 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xb9 y4c4 w5d h16"><div class="t m0 x4e h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">(<span class="ls8">26 531)</span> </div></div><div class="c xbb y4c4 w5e h16"><div class="t m0 x4e h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">(39 <span class="ls8">678)</span> </div></div><div class="c x1 y4c5 w58 h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">Obciążenie z tytułu odroczonego p<span class="_ _0"></span>odatku dochodowego </div><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">dotyczące innych całkowity<span class="_ _0"></span>ch dochodów netto<span class="ff1"> </span></div></div><div class="c xb8 y4c5 w5b h16"><div class="t m0 x5 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xba y4c5 w5c h16"><div class="t m0 x5 h9 ye7 ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xb9 y4c5 w5d h16"><div class="t m0 x67 h9 ye7 ff1 fs5 fc1 sc0 ls8 ws0">2 064<span class="ls0"> </span></div></div><div class="c xbb y4c5 w5e h16"><div class="t m0 x67 h9 ye7 ff1 fs5 fc1 sc0 ls8 ws0">2 636<span class="ls0"> </span></div></div><div class="c x1 y4c6 w58 h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">Wykazane w bilansi<span class="_ _0"></span>e aktywo netto z tytułu odroczonego </div><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">podatku dochodowego </div></div><div class="c xb8 y4c6 w5b h16"><div class="t m0 x22 h9 yc9 ff1 fs5 fc1 sc0 ls8 ws0">35 832<span class="ls0"> </span></div></div><div class="c xba y4c6 w5c h16"><div class="t m0 x22 h9 yc9 ff1 fs5 fc1 sc0 ls8 ws0">11 365<span class="ls0"> </span></div></div><div class="c xb9 y4c6 w5d h16"><div class="t m0 x2 h9 yc9 ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xbb y4c6 w5e h16"><div class="t m0 x2 h9 yc9 ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x1 y4a2 w58 h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">Wykazana w bilans<span class="_ _0"></span>ie rezerwa netto z tytułu odroczonego </div><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">podatku dochodowego </div></div><div class="c xb8 y4a2 w5b h16"><div class="t m0 x25 h9 yc9 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xba y4a2 w5c h16"><div class="t m0 x25 h9 yc9 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xb9 y4a2 w5d h16"><div class="t m0 xbd h9 yc9 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xbb y4a2 w5e h16"><div class="t m0 xbd h9 yc9 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x3 y11 w3 hd" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">32<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h25 y159 ff1 fs9 fc0 sc0 lsf ws0">7.23<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">REZERWY DŁUGOTERMINOWE<span class="_ _a"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 he y15a ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y4a4 w27 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">REZERWY DŁUGOTERMINOWE<span class="ff1"> </span></div></div><div class="c x6a y4a4 w28 h11"><div class="t m0 x7a h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y4a4 w29 h11"><div class="t m0 x6c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y4a5 w27 h11"><div class="t m0 x0 h9 y90 ff3 fs5 fc1 sc0 ls0 ws0">Rezerwa na koszty napraw <span class="ff4">–</span> <span class="ff4">czść <span class="_ _0"></span>długoterminowa<span class="ff1"> </span></span></div></div><div class="c x6a y4a5 w28 h11"><div class="t m0 xa7 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">10 414<span class="ls0"> </span></div></div><div class="c x6b y4a5 w29 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">12 394<span class="ls0"> </span></div></div><div class="c x1 y4a6 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Rezerwa na świadczenia <span class="ff3">emerytal<span class="_ _0"></span>ne </span></div></div><div class="c x6a y4a6 w28 h13"><div class="t m0 xb h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">235<span class="ls0"> </span></div></div><div class="c x6b y4a6 w29 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">251<span class="ls0"> </span></div></div><div class="c x1 y4a7 w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem  </div></div><div class="c x6a y4a7 w28 h13"><div class="t m0 xa7 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">10 649<span class="ls0"> </span></div></div><div class="c x6b y4a7 w29 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">12 645<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y4a8 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y3c8 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y2cf w27 h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">REZERWY DŁUGOTERMINOWE –<span class="ff1"> Z<span class="_ _0"></span>MIANY </span></div></div><div class="c x6a y2cf w28 h16"><div class="t m0 x6c h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x39 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c x6b y2cf w39 h16"><div class="t m0 x4e h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 xbd h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y4c7 w27 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Stan na początek okresu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x6a y4c7 w28 h11"><div class="t m0 xa7 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">12 645<span class="ls0"> </span></div></div><div class="c x6b y4c7 w39 h11"><div class="t m0 x35 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">13 305<span class="ls0"> </span></div></div><div class="c x1 y4c8 w27 h13"><div class="t m0 x38 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Utworzenie rezerw w ciągu<span class="_ _0"></span> roku obrotowego <span class="ff3"> </span></div></div><div class="c x6a y4c8 w28 h13"><div class="t m0 x30 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">0 </div></div><div class="c x6b y4c8 w39 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">125<span class="ls0"> </span></div></div><div class="c x1 y4c9 w27 h15"><div class="t m0 x38 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Wykorzystanie/<span class="_ _0"></span>rozwiązanie rezerw w ciągu roku o<span class="_ _0"></span>brotowego <span class="ff3"> </span></div></div><div class="c x6a y4c9 w28 h15"><div class="t m0 xbd h12 y90 ff3 fs5 fc1 sc0 lsa ws0">(1<span class="ls0"> <span class="ls8">996)</span> </span></div></div><div class="c x6b y4c9 w39 h15"><div class="t m0 x36 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(785) </div></div><div class="c x1 y99 w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Stan na koniec okresu  </div></div><div class="c x6a y99 w28 h11"><div class="t m0 xa7 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">10 649<span class="ls0"> </span></div></div><div class="c x6b y99 w39 h11"><div class="t m0 x35 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">12 645<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y4ca ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y4cb ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y4cc ff1 fs9 fc0 sc0 lsf ws0">7.24<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">PO<span class="_ _a"></span>ZOSTAŁE ZOBOWIĄZANI<span class="_ _0"></span>A DŁUG<span class="_ _a"></span>OTERMINOWE<span class="ff3"> </span></span></span></div><div class="t m0 x1 he y4cd ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y4ce w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">POZOSTAŁE ZOBOWIĄZANIA DŁUG<span class="_ _0"></span>OTERMINOWE<span class="ff1"> </span></div></div><div class="c x6a y4ce w28 h13"><div class="t m0 x7a h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y4ce w29 h13"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y4cf w27 h13"><div class="t m0 x0 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">Kaucje gwarancyjne - <span class="ff4">czść dług<span class="_ _0"></span>oterminowa<span class="ff1"> </span></span></div></div><div class="c x6a y4cf w28 h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">29 447<span class="ls0"> </span></div></div><div class="c x6b y4cf w29 h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">43 782<span class="ls0"> </span></div></div><div class="c x1 y4d0 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c x6a y4d0 w28 h11"><div class="t m0 xa7 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">28 031<span class="ls0"> </span></div></div><div class="c x6b y4d0 w29 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">25 608<span class="ls0"> </span></div></div><div class="c x1 y4d1 w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Stan na koniec okresu </div></div><div class="c x6a y4d1 w28 h11"><div class="t m0 xa7 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">57 478<span class="ls0"> </span></div></div><div class="c x6b y4d1 w29 h11"><div class="t m0 x35 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">69 390<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y4d2 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y4d3 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y70 ff1 fs9 fc0 sc0 lsf ws0">7.25<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">ZO<span class="_ _a"></span>BOWIĄZANIA<span class="ff1"> </span>Z TYTUŁU LEASINGU<span class="ff1"> </span></span></span></div><div class="t m0 x1 he y4b8 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y4d4 ff3 fs8 fc1 sc0 ls0 ws0">Zgodnie z  <span class="ff4">MSSF 16, w bilansie Spłki rozpoznane zostały zobowiązania z tytułu le<span class="_ _0"></span>asingu: <span class="_ _a"></span><span class="ff3"> </span></span></div><div class="t m0 x1 he y4d5 ff3 fs8 fc1 sc0 ls0 ws0">- <span class="ff4">prawa do użytkowania powierzchni biurowych,</span> </div><div class="t m0 x1 he y4d6 ff3 fs8 fc1 sc0 ls0 ws0">- <span class="ff4">prawa wieczystego użytkowania gruntw.</span> </div></div><div class="c x1 y4d7 w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">ZOBOWIĄZANIA Z TYTUŁU LEAS<span class="_ _0"></span>INGU<span class="ff1"> </span></div></div><div class="c x6a y4d7 w28 h13"><div class="t m0 x7a h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y4d7 w39 h13"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y261 w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Zobowiązania z tytułu <span class="ff1">leasi<span class="_ _0"></span>ngu - <span class="ff2">część krótkoterminowa, w tym:</span> </span></div></div><div class="c x6a y261 w28 h13"><div class="t m0 xa7 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">50 172<span class="ls0"> </span></div></div><div class="c x6b y261 w39 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">52 796<span class="ls0"> </span></div></div><div class="c x1 y262 w27 h11"><div class="t m0 x38 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tyt. prawa do wieczystego użytkowani<span class="_ _0"></span>a gruntw<span class="ff3"> </span></div></div><div class="c x6a y262 w28 h11"><div class="t m0 xa7 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">45 204<span class="ls0"> </span></div></div><div class="c x6b y262 w39 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">48 278<span class="ls0"> </span></div></div><div class="c x1 y4d8 w27 h13"><div class="t m0 x38 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tyt. prawa do użytkowania powie<span class="_ _0"></span>rzchni biurowych <span class="ff3"> </span></div></div><div class="c x6a y4d8 w28 h13"><div class="t m0 x80 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">4 968<span class="ls0"> </span></div></div><div class="c x6b y4d8 w39 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">4 518<span class="ls0"> </span></div></div><div class="c x1 y4d9 w27 h13"><div class="t m0 x38 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c x6a y4d9 w28 h13"><div class="t m0 x81 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y4d9 w39 h13"><div class="t m0 x33 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y4da w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6a y4da w28 h11"><div class="t m0 x23 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x6b y4da w39 h11"><div class="t m0 x97 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x1 y4db w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Zobowiązania z <span class="_ _0"></span>tytułu leasingu <span class="ff1">- </span>część długoterminowa, w tym:<span class="ff1"> </span></div></div><div class="c x6a y4db w28 h13"><div class="t m0 xa7 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">14 126<span class="ls0"> </span></div></div><div class="c x6b y4db w39 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">16 717<span class="ls0"> </span></div></div><div class="c x1 y4dc w27 h13"><div class="t m0 x38 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tyt. prawa do użytkowania powie<span class="_ _0"></span>rzchni biurowych<span class="ff3"> </span></div></div><div class="c x6a y4dc w28 h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">14 126<span class="ls0"> </span></div></div><div class="c x6b y4dc w39 h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">16 717<span class="ls0"> </span></div></div><div class="c x1 y38c w27 h11"><div class="t m0 x38 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c x6a y38c w28 h11"><div class="t m0 x81 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y38c w39 h11"><div class="t m0 x33 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y4dd w27 h14"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x6a y4dd w28 h14"><div class="t m0 xa7 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">64 298<span class="ls0"> </span></div></div><div class="c x6b y4dd w39 h14"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">69 513<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y4de ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y1b5 ff4 fs8 fc1 sc0 ls0 ws0">Według <span class="_ _f"> </span>szacunkw <span class="_ _10"> </span>Zarządu, <span class="_ _10"> </span>opartych <span class="_ _10"> </span>na <span class="_ _10"> </span>planach <span class="_ _f"> </span>dotycz<span class="_ _a"></span>ących <span class="_ _10"> </span>prowadzenia <span class="_ _f"> </span>projektw <span class="_ _10"> </span>deweloperskich <span class="_ _10"> </span>na <span class="_ _10"> </span>poszczeglnych </div><div class="t m0 x1 he y1b6 ff4 fs8 fc1 sc0 ls0 ws0">nieruchomościach, dla <span class="_ _0"></span>ktrych na dzie 31 grudni<span class="_ _0"></span>a <span class="ff3 ls6">2022<span class="ls0"> </span></span>r. Spłka posiadała prawo wieczysteg<span class="_ _0"></span>o użytkowania, w kwocie <span class="ff3">45 2<span class="ls6">04</span> </span></div><div class="t m0 x1 he y1b7 ff4 fs8 fc1 sc0 ls0 ws0">tys. zł zobowiąza z tyt. leasingu gruntw wykazanych jako krtkoterminowe:<span class="ff3"> </span></div><div class="t m0 x1 he y1b8 ff3 fs8 fc1 sc0 ls0 ws0">- kwota 3 <span class="ls6">410</span> <span class="ff4">tys. zł podlega zapłacie przez Spłk w ciągu 12 mie<span class="_ _0"></span>sicy od dnia bilansowego,<span class="_ _a"></span><span class="ff3"> </span></span></div><div class="t m0 x1 he y1b9 ff3 fs8 fc1 sc0 ls0 ws0">- kwota <span class="ls6">6 549</span> <span class="ff4">tys. zł podlegać bdzie zapłacie przez Spłk w okresie<span class="_ _0"></span> powyżej 12 miesicy od dnia bilansoweg<span class="_ _a"></span><span class="ff3 ls18">o,<span class="ls0"> </span></span></span></div><div class="t m0 x1 he y1ba ff3 fs8 fc1 sc0 ls0 ws0">- kwota <span class="ls6">35</span> <span class="ls6">245</span> <span class="ff4">tys. zł przeniesiona zostanie na nabywcw lokali.</span> </div><div class="t m0 x2 h25 y26f ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="ff1 fs9"> </span></div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x3 y11 w3 hd" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">33<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h25 y159 ff1 fs9 fc0 sc0 lsf ws0">7.26<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">ZO<span class="_ _a"></span>BOWIĄZANIA<span class="ff1"> </span>Z TYTUŁU DOSTAW, USŁUG I PODATKÓW <span class="_ _0"></span>ORAZ </span></span></div><div class="t m0 x4 h25 y4df ff2 fs9 fc1 sc0 ls0 ws0">POZOSTAŁE ZOBOWIĄZANIA<span class="ff1"> </span></div><div class="t m0 x1 he y4e0 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y4e1 w27 h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">ZOBOWIĄZANIA Z TYTUŁU DOSTA<span class="_ _0"></span>W, USŁUG I PODATKÓW<span class="ff3"> </span></div><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">ORAZ POZOSTAŁE ZOBOWIĄZANIA<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x6a y4e1 w28 h16"><div class="t m0 x7a h9 yca ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y4e1 w39 h16"><div class="t m0 x6c h9 yca ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y4e2 w27 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6a y4e2 w28 h11"><div class="t m0 x89 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y4e2 w39 h11"><div class="t m0 xe h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y4e3 w27 h16"><div class="t m0 x0 h12 yca ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu dostaw i usług, w tym zatrzymane kau<span class="_ _0"></span>cje gwarancyjne </div><div class="t m0 x0 h9 y90 ff4 fs5 fc1 sc0 ls0 ws0">(czść<span class="ff3"> </span>krtkoterminowa) <span class="ff1"> </span></div></div><div class="c x6a y4e3 w28 h16"><div class="t m0 x65 h12 yc9 ff3 fs5 fc1 sc0 ls8 ws0">144 337<span class="ls0"> </span></div></div><div class="c x6b y4e3 w39 h16"><div class="t m0 x65 h9 yc9 ff3 fs5 fc1 sc0 ls8 ws0">101 848<span class="ff1 ls0"> </span></div></div><div class="c x1 y41a w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu podatkw <span class="ff3"> </span></div></div><div class="c x6a y41a w28 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 479<span class="ls0"> </span></div></div><div class="c x6b y41a w39 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">5 212<span class="ls0"> </span></div></div><div class="c x1 y41b w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Rozliczenia mi<span class="_ _0"></span>dzyokresowe kosztw <span class="ff3"> </span></div></div><div class="c x6a y41b w28 h13"><div class="t m0 x65 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">127 641<span class="ls0"> </span></div></div><div class="c x6b y41b w39 h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">92 688<span class="ls0"> </span></div></div><div class="c x1 y4e4 w27 h11"><div class="t m0 x0 h9 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zakładowy Fundusz Świadcze<span class="_ _0"></span> Socjalnych <span class="ff1"> </span></div></div><div class="c x6a y4e4 w28 h11"><div class="t m0 x5 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">291<span class="ls0"> </span></div></div><div class="c x6b y4e4 w39 h11"><div class="t m0 x25 h9 y90 ff3 fs5 fc1 sc0 ls8 ws0">316<span class="ff1 ls0"> </span></div></div><div class="c x1 y41d w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Razem zobowiązania<span class="ff1"> </span></div></div><div class="c x6a y41d w28 h13"><div class="t m0 x65 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">273 748<span class="ls0"> </span></div></div><div class="c x6b y41d w39 h13"><div class="t m0 x65 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">200 064<span class="ls0"> </span></div></div><div class="c x1 y41e w27 h15"><div class="t m0 x0 h12 y41f ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6a y41e w28 h15"><div class="t m0 xe h9 y41f ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y41e w39 h15"><div class="t m0 xe h12 y41f ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y4e5 w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Struktura rozliczeń międzyokreso<span class="_ _0"></span>wych kosztów: <span class="ff1"> </span></div></div><div class="c x6a y4e5 w28 h13"><div class="t m0 x65 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">127 641<span class="ls0"> </span></div></div><div class="c x6b y4e5 w39 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">92 688<span class="ls0"> </span></div></div><div class="c x1 y4e6 w27 h13"><div class="t m0 x38 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">- koszty budowanych<span class="_ _0"></span> osiedli<span class="ff1"> </span></div></div><div class="c x6a y4e6 w28 h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">94 048<span class="ls0"> </span></div></div><div class="c x6b y4e6 w39 h13"><div class="t m0 x35 h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">76 872<span class="ff1 ls0"> </span></div></div><div class="c x1 y4e7 w27 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- koszty pracownicze  </div></div><div class="c x6a y4e7 w28 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">24 578<span class="ls0"> </span></div></div><div class="c x6b y4e7 w39 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">10 038<span class="ls0"> </span></div></div><div class="c x1 y4e8 w27 h13"><div class="t m0 x38 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- koszty czynszu za <span class="ff4">powie<span class="_ _0"></span>rzchni biurową<span class="ff3"> </span></span></div></div><div class="c x6a y4e8 w28 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 308<span class="ls0"> </span></div></div><div class="c x6b y4e8 w39 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 642<span class="ls0"> </span></div></div><div class="c x1 y4e9 w27 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- <span class="ff4">pozostałe</span> </div></div><div class="c x6a y4e9 w28 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">7 707<span class="ls0"> </span></div></div><div class="c x6b y4e9 w39 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">4 136<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y4ea ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y4eb ff4 fs8 fc1 sc0 ls0 ws0">Zobowiązania <span class="_ _a"></span>z tytułu <span class="_ _a"></span>dostaw <span class="_ _a"></span>i usług są <span class="_ _a"></span>zobow<span class="_ _a"></span>iązaniami nieodsetkowymi. <span class="_ _a"></span>Poza ujtymi w<span class="_ _a"></span> tej <span class="_ _a"></span>pozycji kaucjami <span class="_ _a"></span>gwarancyjnymi </div><div class="t m0 x1 he y4ec ff4 fs8 fc1 sc0 ls0 ws0">(opisanymi niżej) zobowiązania z tytułu dostaw i u<span class="_ _0"></span>sług mają okres zapadalności od 14 do <span class="_ _a"></span><span class="ff3">30 dni. </span></div><div class="t m0 x1 he y4ed ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y4ee ff4 fs8 fc1 sc0 ls0 ws0">Poniżej <span class="_ _10"> </span>przedstawiono <span class="_ _10"> </span>wartość <span class="_ _10"> </span>bilansow<span class="_ _a"></span>ą <span class="_ _10"> </span>z<span class="_ _a"></span>obowiąza <span class="_ _10"> </span>z <span class="_ _10"> </span>tytułu <span class="_ _10"> </span>kaucji <span class="_ _10"> </span>gwarancyjnych <span class="_ _12"> </span>zatrzymanych <span class="_ _10"> </span>w <span class="_ _12"> </span>związku <span class="_ _10"> </span>z <span class="_ _10"> </span>realizacją </div><div class="t m0 x1 he y4ef ff4 fs8 fc1 sc0 ls0 ws0">projektw <span class="_ _0"></span>deweloperski<span class="_ _0"></span>ch. <span class="_ _0"></span>Czść <span class="_ _0"></span>krtkoterminowa <span class="_ _0"></span>i <span class="_ _4"></span>długoterminowa tych <span class="_ _4"></span>zobowiąza <span class="_ _4"></span>wykazane <span class="_ _0"></span>są <span class="_ _4"></span>w odpowiedn<span class="_ _0"></span>ich <span class="_ _0"></span>pozycjach </div><div class="t m0 x1 he y4f0 ff4 fs8 fc1 sc0 ls0 ws0">zobowiąza krtkoterminowych i długotermin<span class="_ _0"></span>owych.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he ya5 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y4f1 w27 h14"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">ZATRZYMANE KAUCJE GWARAN<span class="_ _0"></span>CYJNE </div></div><div class="c x6a y4f1 w28 h14"><div class="t m0 x7a h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y4f1 w29 h14"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y4f2 w27 h13"><div class="t m0 x0 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">Zatrzymane kaucje gwarancyjn<span class="_ _0"></span>e <span class="ff4">–</span> <span class="ff4">czść krtkoterminowa<span class="ff1"> </span></span></div></div><div class="c x6a y4f2 w28 h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">22 862<span class="ls0"> </span></div></div><div class="c x6b y4f2 w29 h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">14 890<span class="ls0"> </span></div></div><div class="c x1 y1d7 w27 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Zatrzymane kaucje gwarancyjn<span class="_ _0"></span>e <span class="ff4">–</span> <span class="ff4">czść długoterminowa</span> </div></div><div class="c x6a y1d7 w28 h11"><div class="t m0 xa7 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">29 447<span class="ls0"> </span></div></div><div class="c x6b y1d7 w29 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">43 782<span class="ls0"> </span></div></div><div class="c x1 y4f3 w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Zatrzymane kaucje gwarancyjne raz<span class="_ _0"></span>em </div></div><div class="c x6a y4f3 w28 h11"><div class="t m0 xa7 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">52 309<span class="ls0"> </span></div></div><div class="c x6b y4f3 w29 h11"><div class="t m0 x35 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">58 672<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y4f4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y4f5 ff1 fs9 fc0 sc0 lsf ws0">7.27<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff1 fc1">REZERWY <span class="ff2">KRÓTKOTERMINOWE <span class="ff3"> </span></span></span></span></div><div class="t m0 x1 he y4f6 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y4f7 w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">REZERWY KRÓTKOTERMINOWE<span class="ff1"> </span></div></div><div class="c x6a y4f7 w28 h13"><div class="t m0 x7a h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y4f7 w29 h13"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y496 w27 h13"><div class="t m0 x0 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">Rezerwa na koszty napraw <span class="ff4">–</span> <span class="ff4">czść <span class="_ _0"></span>krtkoterminowa<span class="ff1"> </span></span></div></div><div class="c x6a y496 w28 h13"><div class="t m0 x80 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">3 471<span class="ls0"> </span></div></div><div class="c x6b y496 w29 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">4 131<span class="ls0"> </span></div></div><div class="c x1 y497 w27 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Rezerwa emerytalna </div></div><div class="c x6a y497 w28 h11"><div class="t m0 xb h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">102<span class="ls0"> </span></div></div><div class="c x6b y497 w29 h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">146<span class="ls0"> </span></div></div><div class="c x1 y4f8 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Rezerwa na sprawy sporn<span class="_ _0"></span>e i pozostałe<span class="ff3"> </span></div></div><div class="c x6a y4f8 w28 h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">14 064<span class="ls0"> </span></div></div><div class="c x6b y4f8 w29 h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">16 491<span class="ls0"> </span></div></div><div class="c x1 y4f9 w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x6a y4f9 w28 h13"><div class="t m0 xa7 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">17 637<span class="ls0"> </span></div></div><div class="c x6b y4f9 w29 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">20 768<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y4fa ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y4fb w27 h27"><div class="t m0 x0 h9 y2bf ff1 fs5 fc1 sc0 ls0 ws0">REZERWY <span class="ff2">KRÓTKOTERMINOWE </span>- Z<span class="_ _0"></span>MIANY </div></div><div class="c x6a y4fb w28 h27"><div class="t m0 x6c h9 y2bf ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x39 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c x6b y4fb w39 h27"><div class="t m0 x4e h9 y2bf ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 xbd h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y2ea w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Stan na początek okresu<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x6a y2ea w28 h13"><div class="t m0 xa7 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">20 768<span class="ls0"> </span></div></div><div class="c x6b y2ea w39 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">16 982<span class="ls0"> </span></div></div><div class="c x1 y4fc w27 h13"><div class="t m0 x38 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Utworzenie rezerw w ciągu<span class="_ _0"></span> roku obrotowego <span class="ff3"> </span></div></div><div class="c x6a y4fc w28 h13"><div class="t m0 x80 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">9 741<span class="ls0"> </span></div></div><div class="c x6b y4fc w39 h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">10 838<span class="ls0"> </span></div></div><div class="c x1 y4fd w27 h11"><div class="t m0 x38 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Wykorzystanie/<span class="_ _0"></span>rozwiązanie rezerw w ciągu roku o<span class="_ _0"></span>brotowego <span class="ff3"> </span></div></div><div class="c x6a y4fd w28 h11"><div class="t m0 x6d h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(12 872) </div></div><div class="c x6b y4fd w39 h11"><div class="t m0 x1e h12 y90 ff3 fs5 fc1 sc0 lsa ws0">(7<span class="ls0"> <span class="ls8">052)</span> </span></div></div><div class="c x1 y4fe w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Stan na koniec okresu  </div></div><div class="c x6a y4fe w28 h13"><div class="t m0 xa7 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">17 637<span class="ls0"> </span></div></div><div class="c x6b y4fe w39 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">20 768<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y35c ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y4ff ff1 fs9 fc0 sc0 lsf ws0">7.28<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff1 fc1">PRZYCHO<span class="_ _a"></span>DY <span class="ff2">PRZYSZŁYCH</span> <span class="ff2">OKRESÓW<span class="ff3"> </span></span></span></span></div><div class="t m0 x1 he y500 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y501 w27 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">PRZYCHODY PRZYSZŁYCH OKRESÓ<span class="_ _0"></span>W<span class="ff1"> </span></div></div><div class="c x6a y501 w28 h11"><div class="t m0 x7a h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y501 w29 h11"><div class="t m0 x6c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y502 w27 h16"><div class="t m0 x0 h12 yca ff4 fs5 fc1 sc0 ls0 ws0">Przychody przyszłych ok<span class="_ _0"></span>resw dotyczące wpłat klientw na po<span class="_ _0"></span>czet zakupu produktw, </div><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">jeszcze niezal<span class="_ _0"></span>iczonych do przychodw w rachunku zysk<span class="_ _0"></span>w i strat<span class="ff1"> </span></div></div><div class="c x6a y502 w28 h16"><div class="t m0 x2e h12 ye7 ff3 fs5 fc1 sc0 ls8 ws0">910 646<span class="ls0"> </span></div></div><div class="c x6b y502 w29 h16"><div class="t m0 x52 h12 ye7 ff3 fs5 fc1 sc0 ls8 ws0">1 046 928<span class="ls0"> </span></div></div><div class="c x1 y503 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe <span class="ff3"> </span></div></div><div class="c x6a y503 w28 h11"><div class="t m0 x81 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y503 w29 h11"><div class="t m0 x33 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y504 w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Razem  </div></div><div class="c x6a y504 w28 h11"><div class="t m0 x2e h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">910 646<span class="ls0"> </span></div></div><div class="c x6b y504 w29 h11"><div class="t m0 x52 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">1 046 928<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">34<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h25 y159 ff1 fs9 fc0 sc0 lsf ws0">7.29<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">ŚWIADCZENIA PO OKRESIE ZATRUDNIENIA <span class="_ _a"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 he y15a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y505 ff4 fs8 fc1 sc0 ls0 ws0">W Spłce nie ma specjalnych programw świadcze dla pracownikw po okresie zatrudnienia.<span class="ff3"> </span></div><div class="t m0 x1 he y312 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y21b ff1 fs9 fc0 sc0 lsf ws0">7.30<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff1 fc1">AKTYWA <span class="ff2">I ZOBOWIĄZANIA FINANSOWE<span class="ff3"> </span></span></span></span></div><div class="t m0 x1 he y506 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y507 ff4 fs8 fc1 sc0 ls0 ws0">KATEGORIE <span class="_ _19"> </span>AKTYWÓW <span class="_ _1b"> </span>FINANSOWYCH <span class="_ _19"> </span>I <span class="_ _19"> </span>ZOBOWIĄZAŃ <span class="_ _1b"> </span>FINANSOWYCH <span class="_ _19"> </span>ORAZ <span class="_ _19"> </span>MAKSYMALNA <span class="_ _1b"> </span>EKSPOZYCJA <span class="_ _19"> </span>NA <span class="_ _1b"> </span>RY<span class="_ _a"></span>ZYKO </div><div class="t m0 x1 he y508 ff3 fs8 fc1 sc0 ls0 ws0">KREDYTOWE </div><div class="t m0 x1 h19 y509 ff1 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y44d ff4 fs8 fc1 sc0 ls0 ws0">Wartość godziwa aktyww i zobowiąza finansowych Sp<span class="_ _0"></span>łki nie rżni si istotnie od ich wartości bilansowej.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y50a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y50b ff1 fs9 fc0 sc0 lsf ws0">7.31<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">ZARZĄDZ<span class="_ _a"></span>ANIE<span class="ff1"> RYZYKIEM FINANSOWYM<span class="ff3"> </span></span></span></span></div><div class="t m0 x1 he y50c ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y50d ff4 fs8 fc1 sc0 ls0 ws0">Spłka posiada ekspozycje na nastpujące rodzaje ryzyka finansowego:<span class="ff3"> </span></div><div class="t m0 xe he y50e ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">ryzyko rynkowe (ryzyko stopy procentowej) </span></span></div><div class="t m0 xe he y50f ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">ryzyko kredytowe </span></span></div><div class="t m0 xe he y510 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">ryzyko płynności<span class="ff3"> </span></span></span></div><div class="t m0 x1 he y511 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y512 ff1 fs4 fc0 sc0 ls0 ws0">RYZYKO RYNKOWE<span class="_ _a"></span> </div><div class="t m0 x1 he y437 ff4 fs8 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _a"></span>rynkowe <span class="_ _a"></span>jest takim <span class="_ _a"></span>rodzajem <span class="_ _a"></span>ryzyka, <span class="_ _a"></span>ktre o<span class="_ _a"></span>dzwierciedla wpływ <span class="_ _a"></span>zmian <span class="_ _a"></span>cen rynkowyc<span class="_ _a"></span>h takich, <span class="_ _a"></span>jak <span class="_ _13"></span><span class="ff3">kursy <span class="_ _a"></span>wymiany <span class="_ _a"></span>walut, </span></div><div class="t m0 x1 he y513 ff4 fs8 fc1 sc0 ls0 ws0">stopy procentowe, <span class="_ _a"></span>czy <span class="_ _a"></span>ceny instrumentw <span class="_ _a"></span>kapitałowych, <span class="_ _a"></span>na <span class="_ _a"></span>wynik finansowy <span class="_ _a"></span>Spłki lub <span class="_ _a"></span>na w<span class="_ _a"></span>artość posiadanych <span class="_ _a"></span>instrumentw </div><div class="t m0 x1 he y514 ff3 fs8 fc1 sc0 ls0 ws0">finansowych. </div><div class="t m0 x1 he y515 ff4 fs8 fc1 sc0 ls0 ws0">Ryzyko rynkowe obejmuje głwnie nas<span class="_ _0"></span>tpujące rodzaje ryzyk:<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 xe he y516 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">ryzyko walutowe </span></span></div><div class="t m0 xe he y517 ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">ryzyko stopy procentowej </span></span></div></div><div class="c x1 y518 w63 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">AKTYWA I ZOBOWIĄZANIA FINAN<span class="_ _0"></span>SOWE<span class="ff1"> </span></div></div><div class="c x6a y518 w64 h13"><div class="t m0 x7a h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y518 w29 h13"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y519 w63 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">AKTYWA FINANSOWE </div></div><div class="c x6a y519 w64 h13"><div class="t m0 x89 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y519 w29 h13"><div class="t m0 xe h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y51a w63 h15"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Długoterminowe nal<span class="_ _0"></span>eżności <span class="ff3"> </span></div></div><div class="c x6a y51a w64 h15"><div class="t m0 x80 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">6 512<span class="ls0"> </span></div></div><div class="c x6b y51a w29 h15"><div class="t m0 x6d h9 y90 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">1 694    </span><span class="ff1"> </span></div></div><div class="c x1 y51b w63 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Należności han<span class="_ _0"></span>dlowe i pozostałe<span class="ff3"> </span></div></div><div class="c x6a y51b w64 h11"><div class="t m0 xa7 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">28 570<span class="ls0"> </span></div></div><div class="c x6b y51b w29 h11"><div class="t m0 x2b h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">33 681    </span> </div></div><div class="c x1 y51c w63 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Należności od<span class="_ _0"></span> jednostek powiązanych <span class="ff3"> </span></div></div><div class="c x6a y51c w64 h13"><div class="t m0 x80 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">4 624<span class="ls0"> </span></div></div><div class="c x6b y51c w29 h13"><div class="t m0 x6d h9 y8b ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">2 446    </span><span class="ff1"> </span></div></div><div class="c x1 y51d w63 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Należności razem <span class="ff1"> </span></div></div><div class="c x6a y51d w64 h11"><div class="t m0 xa7 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">39 706<span class="ls0"> </span></div></div><div class="c x6b y51d w29 h11"><div class="t m0 x2b h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">37 821    </span> </div></div><div class="c x1 y51e w63 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe <span class="ff3"> </span></div></div><div class="c x6a y51e w64 h13"><div class="t m0 x89 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y51e w29 h13"><div class="t m0 x33 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x1 y3d0 w63 h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">Aktywa finansowe wyceniane w w<span class="_ _0"></span>artości godziwej przez rachunek zy<span class="_ _0"></span>sków i strat </div><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">(przeznaczone do obrotu)  </div></div><div class="c x6a y3d0 w64 h16"><div class="t m0 x89 h9 yca ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y3d0 w29 h16"><div class="t m0 xe h9 yca ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y51f w63 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6a y51f w64 h13"><div class="t m0 x7a h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y51f w29 h13"><div class="t m0 x5c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y520 w63 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Środki pien<span class="_ _0"></span>iżne w banku i kasie <span class="ff3"> </span></div></div><div class="c x6a y520 w64 h11"><div class="t m0 xa7 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">16 845<span class="ls0"> </span></div></div><div class="c x6b y520 w29 h11"><div class="t m0 x59 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">362 288    </span> </div></div><div class="c x1 y283 w63 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Lokaty krtkotermin<span class="_ _0"></span>owe <span class="ff3"> </span></div></div><div class="c x6a y283 w64 h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">167 233<span class="ls0"> </span></div></div><div class="c x6b y283 w29 h13"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">2 106    </span> </div></div><div class="c x1 y521 w63 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Krtkoterminowe ak<span class="_ _0"></span>tywa finansowe<span class="ff3"> </span></div></div><div class="c x6a y521 w64 h11"><div class="t m0 xa7 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">57 025<span class="ls0"> </span></div></div><div class="c x6b y521 w29 h11"><div class="t m0 x2b h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">32 604    </span> </div></div><div class="c x1 y522 w63 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Maksymalna ekspozycja na ryzyko<span class="_ _0"></span> kredytowe  </div></div><div class="c x6a y522 w64 h11"><div class="t m0 x2e h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">280 809<span class="ls0"> </span></div></div><div class="c x6b y522 w29 h11"><div class="t m0 x65 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">434 819<span class="ls0"> </span></div></div><div class="c x1 y523 w63 h13"><div class="t m0 x38 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6a y523 w64 h13"><div class="t m0 x89 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y523 w29 h13"><div class="t m0 xe h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y56 w63 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">ZOBOWIĄZANIA FINANSOW<span class="_ _0"></span>E<span class="ff1"> </span></div></div><div class="c x6a y56 w64 h11"><div class="t m0 x89 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y56 w29 h11"><div class="t m0 xe h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y150 w63 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu kredytw <span class="ff3"> </span></div></div><div class="c x6a y150 w64 h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">50 000<span class="ls0"> </span></div></div><div class="c x6b y150 w29 h13"><div class="t m0 x3a h9 y8b ff3 fs5 fc1 sc0 ls0 ws0"> -<span class="ls9">    </span><span class="ff1"> </span></div></div><div class="c x1 y524 w63 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Obligacje własne wye<span class="_ _0"></span>mitowane <span class="ff3"> </span></div></div><div class="c x6a y524 w64 h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">312 550<span class="ls0"> </span></div></div><div class="c x6b y524 w29 h11"><div class="t m0 x59 h9 y90 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">361 584    </span><span class="ff1"> </span></div></div><div class="c x1 y525 w63 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu dostaw i usług, rozliczen<span class="_ _0"></span>ia midzyokresowe i pozostałe <span class="ff3"> </span></div></div><div class="c x6a y525 w64 h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">329 456<span class="ls0"> </span></div></div><div class="c x6b y525 w29 h13"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">263 926    </span> </div></div><div class="c x1 y526 w63 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu leasingu<span class="ff3"> </span></div></div><div class="c x6a y526 w64 h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">64 298<span class="ls0"> </span></div></div><div class="c x6b y526 w29 h13"><div class="t m0 x2b h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">69 513    </span> </div></div><div class="c x1 y527 w63 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Zobowiązania finan<span class="_ _0"></span>sowe wyceniane wg zamortyzowanego ko<span class="_ _0"></span>sztu <span class="ff1"> </span></div></div><div class="c x6a y527 w64 h11"><div class="t m0 x2e h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">756 304<span class="ls0"> </span></div></div><div class="c x6b y527 w29 h11"><div class="t m0 x59 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">695 023    </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 x3 y11 w3 hd" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">35<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h19 y18a ff1 fs8 fc1 sc0 ls24 ws0">Ry<span class="ls0">zyko walutowe </span></div><div class="t m0 x1 he y367 ff4 fs8 fc1 sc0 ls0 ws0">W przypadku istnienia znacząc<span class="_ _a"></span>ych pozycji <span class="_ _a"></span>walutowych, Spłka stosuje walutowe in<span class="_ _a"></span>strumenty pochodne typu forwa<span class="_ _a"></span>rd i swap <span class="_ _a"></span>do </div><div class="t m0 x1 he y528 ff4 fs8 fc1 sc0 ls0 ws0">zabezpieczania znaczących przyszłych transakcji walutowych. <span class="ff3"> </span></div><div class="t m0 x1 he y15c ff4 fs8 fc1 sc0 ls0 ws0">Na <span class="_ _0"></span>dzie <span class="_ _0"></span>31 gru<span class="_ _0"></span>dnia <span class="ff3 ls6">2022<span class="ls0"> <span class="_ _4"></span>r. oraz <span class="_ _0"></span>31 gru<span class="_ _0"></span>dnia <span class="ls6">2021</span> <span class="_ _0"></span><span class="ff4">r. <span class="_ _0"></span>Spłka nie<span class="_ _0"></span> posiad<span class="_ _0"></span>ała żadnych <span class="_ _4"></span>istotnych aktyww, <span class="_ _0"></span>zobowiąza <span class="_ _0"></span>oraz przys<span class="_ _0"></span>złych </span></span></span></div><div class="t m0 x1 he y529 ff4 fs8 fc1 sc0 ls0 ws0">płatności <span class="_ _1a"> </span>w <span class="_ _1a"> </span>walutach <span class="_ _1a"> </span>obcych, <span class="_ _1b"> </span>w <span class="_ _1a"> </span>związku <span class="_ _1a"> </span>z<span class="_ _a"></span> <span class="_ _1a"> </span>czym <span class="_ _1a"> </span>nie <span class="_ _1a"> </span>było <span class="_ _1b"> </span>potrzeby <span class="_ _1a"> </span>zawierania <span class="_ _1a"> </span>walutowych <span class="_ _1a"> </span>instrumentw <span class="_ _1a"> </span>poc<span class="_ _a"></span>hodnych </div><div class="t m0 x1 he y52a ff4 fs8 fc1 sc0 ls0 ws0">zabezpieczających. <span class="ff3"> </span></div><div class="t m0 x1 he y52b ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h19 y52c ff1 fs8 fc1 sc0 ls0 ws0">Ryzyko stopy procentowej </div><div class="t m0 x1 he y1f2 ff4 fs8 fc1 sc0 ls0 ws0">Kredyty b<span class="_ _0"></span>ankowe zaciągnite p<span class="_ _0"></span>rzy zastosow<span class="_ _a"></span>aniu s<span class="_ _0"></span>tałych stp procen<span class="_ _0"></span>towych narażają Spłk <span class="_ _0"></span>na ryzyko zmiany <span class="_ _0"></span>wartości godziwej<span class="_ _0"></span> </div><div class="t m0 x1 he y52d ff4 fs8 fc1 sc0 ls0 ws0">kredytw. Kredyty i pożyczki zaciągnite po zmienn<span class="_ _0"></span>ych stopach procentowych powodują ryzyko przepływw pieniżnych. <span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y52e ff4 fs8 fc1 sc0 ls0 ws0">Według <span class="_ _a"></span>aktualnej <span class="_ _a"></span>str<span class="_ _a"></span>uktury <span class="_ _13"></span>finansowania <span class="_ _a"></span>Spłka <span class="_ _13"></span>nie <span class="_ _a"></span>posiada <span class="_ _13"></span>kredytw <span class="_ _13"></span>lub <span class="_ _13"></span>obligacji <span class="_ _a"></span>o <span class="_ _13"></span>stałym <span class="_ _13"></span>oprocentowaniu. <span class="_ _a"></span>Obecnie <span class="_ _13"></span>Spłka </div><div class="t m0 x1 he y66 ff4 fs8 fc1 sc0 ls0 ws0">posiada krtko, średnio i <span class="_ _a"></span>długoterminowe kredyty i o<span class="_ _a"></span>bligacje na zmienną stop <span class="_ _a"></span>procentową, co <span class="_ _a"></span>powoduje ekspozycj na ryzyko </div><div class="t m0 x1 he y166 ff4 fs8 fc1 sc0 ls0 ws0">przepływw pieniżnych.<span class="ff3"> </span></div><div class="t m0 x1 he ye6 ff4 fs8 fc1 sc0 ls0 ws0">Na  dat  bilansową  Spłka  nie  p<span class="_ _0"></span>osiadała  długoterminowych  instrumentw  finans<span class="_ _0"></span>owych  oprocentowanych  wg  stałej  stopy </div><div class="t m0 x1 he y225 ff3 fs8 fc1 sc0 ls0 ws0">procentowej.  </div><div class="t m0 x1 he y52f ff3 fs8 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _f"></span>stopy <span class="_ _10"> </span>procentowej <span class="_ _f"></span>w <span class="_ _10"> </span><span class="ff4">znacznej <span class="_ _f"></span>czści</span> <span class="_ _f"> </span><span class="ff4">o<span class="_ _a"></span>graniczone <span class="_ _f"></span>jest <span class="_ _f"></span>w <span class="_ _f"> </span>sposb <span class="_ _10"> </span>naturalny <span class="_ _f"></span>poprzez <span class="_ _f"></span>posiadanie <span class="_ _f"></span>zarw<span class="_ _a"></span>no <span class="_ _f"></span>zobowiąza </span></div><div class="t m0 x1 he y6a ff4 fs8 fc1 sc0 ls0 ws0">finansowych <span class="_ _14"> </span>jak <span class="_ _14"> </span>i <span class="_ _14"> </span>aktyww <span class="_ _14"> </span>finansowych <span class="_ _14"> </span>oprocentowanych <span class="_ _14"> </span>wg  zmiennej <span class="_ _14"> </span>stopy <span class="_ _14"> </span>procentowej. <span class="_ _14"> </span>Ekspozycja <span class="_ _14"> </span>na <span class="_ _14"> </span>ryzyko <span class="_ _14"> </span>stopy </div><div class="t m0 x1 he y2d6 ff4 fs8 fc1 sc0 ls0 ws0">procentowej <span class="_ _14"> </span>dla <span class="_ _1a"> </span>zadłużenia <span class="_ _1a"> </span>z <span class="_ _1a"> </span>tytułu <span class="_ _14"> </span>obligacji <span class="_ _1a"> </span>jest <span class="_ _1a"> </span><span class="ff3">dodatkowo <span class="_ _1a"> </span>zmniejsz</span>ane <span class="_ _14"> </span>poprzez <span class="_ _1a"> </span>stosowani<span class="_ _a"></span>e <span class="_ _14"> </span>takich <span class="_ _1a"> </span>zabezpieczających </div><div class="t m0 x1 he y19f ff4 fs8 fc1 sc0 ls0 ws0">instrumentw finansowych jak:<span class="ff3"> </span></div><div class="t m0 x1 he y530 ff3 fs8 fc1 sc0 ls0 ws0">- <span class="_ _4"></span><span class="ff4">opcje <span class="_ _0"></span>CAP, <span class="_ _4"></span>gdzie <span class="_ _0"></span>bank <span class="_ _4"></span>gwarant<span class="_ _a"></span>uje, <span class="_ _4"></span>ż<span class="_ _a"></span>e <span class="_ _4"></span>zwrci <span class="_ _0"></span>Spłce <span class="_ _4"></span>rż<span class="_ _a"></span>nice <span class="_ _4"></span>wynikające <span class="_ _0"></span>ze <span class="_ _4"></span>wzro<span class="_ _a"></span>stu <span class="_ _4"></span>rynkowych <span class="_ _4"></span>stop procen<span class="_ _0"></span>towych <span class="_ _0"></span>ponad <span class="_ _4"></span>pozio<span class="_ _a"></span>m </span></div><div class="t m0 x1 he y531 ff4 fs8 fc1 sc0 ls0 ws0">ustalony w opcji. <span class="_ _a"></span>Spłka zabezpiecza <span class="_ _a"></span>si w ten sposb <span class="_ _a"></span>przed w<span class="_ _a"></span>zrostem stp, <span class="_ _a"></span>zachowując jednocześnie możliwo<span class="_ _a"></span>ść skorzystania z </div><div class="t m0 x1 he y532 ff3 fs8 fc1 sc0 ls0 ws0">ewentualnego spadku ich poziomu, </div><div class="t m0 x1 he y533 ff3 fs8 fc1 sc0 ls0 ws0">- <span class="_ _e"></span>IRS <span class="_ _e"></span>(<span class="_ _a"></span>Interest <span class="_ _e"></span>Rate <span class="_ _e"></span>Swap) <span class="_ _f"></span>- <span class="_ _e"></span><span class="ff4">Transakcja <span class="_ _f"></span>polega <span class="_ _e"></span>na <span class="_ _e"></span>wymianie <span class="_ _e"></span>z<span class="_ _a"></span> <span class="_ _e"></span>bankiem <span class="_ _e"></span>płatności <span class="_ _e"></span>o<span class="_ _a"></span>dsetkowych <span class="_ _e"></span>licz<span class="_ _a"></span>onych <span class="_ _e"></span>według <span class="_ _e"></span>jednej <span class="_ _e"></span>stopy<span class="_ _a"></span> </span></div><div class="t m0 x1 he y534 ff4 fs8 fc1 sc0 ls0 ws0">procentowej  na <span class="_ _12"> </span>płatności  odsetkowe  liczone  według <span class="_ _12"> </span>innej  stopy  procentowej. <span class="_ _12"> </span>Spłka  korzysta  z  zamiany <span class="_ _12"> </span>zmiennej  stopy </div><div class="t m0 x1 he y535 ff4 fs8 fc1 sc0 ls0 ws0">procentowej <span class="_ _13"></span>na <span class="_ _13"></span>stałą<span class="ff3">. <span class="_ _e"></span></span>Obie <span class="_ _13"></span>płatności <span class="_ _13"></span>o<span class="_ _a"></span>dsetkowe <span class="_ _a"></span>nalicz<span class="_ _a"></span>ane <span class="_ _13"></span>są <span class="_ _13"></span>od <span class="_ _e"></span>kwoty <span class="_ _13"></span>nominalnej <span class="_ _13"></span>uzgodnionej <span class="_ _e"></span>w <span class="_ _13"></span>transakcji, <span class="_ _13"></span>a <span class="_ _13"></span>ich <span class="_ _13"></span>roz<span class="_ _a"></span>liczenie </div><div class="t m0 x1 he y536 ff4 fs8 fc1 sc0 ls0 ws0">odbywa s<span class="_ _0"></span>i w <span class="_ _0"></span>wyznaczonych dni<span class="_ _0"></span>ach przez porwnanie <span class="_ _0"></span>odpowiedniej stawki<span class="_ _0"></span> referencyjnej <span class="_ _0"></span>z zakontraktowaną <span class="_ _0"></span>stopą procentową. <span class="ff3"> </span></div><div class="t m0 x1 he y537 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y538 ff4 fs8 fc1 sc0 ls0 ws0">Struktura <span class="_ _13"></span>instrumentw <span class="_ _e"></span>finansowych <span class="_ _e"></span>oprocentowanych <span class="_ _e"></span>wg <span class="_ _e"></span>zmienne<span class="_ _0"></span>j <span class="_ _e"></span>stopy <span class="_ _e"></span>procentowej <span class="_ _e"></span>na <span class="_ _e"></span>dat <span class="_ _13"></span>bilansową <span class="_ _e"></span>przedstawiała <span class="_ _e"></span>si </div><div class="t m0 x1 he y539 ff4 fs8 fc1 sc0 ls0 ws0">nastpująco:<span class="ff3"> </span></div></div><div class="c x1 y53a w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">INSTRUMENTY ZMIENNOPROC<span class="_ _0"></span>ENTOWE </div></div><div class="c x6a y53a w28 h13"><div class="t m0 x7a h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y53a w39 h13"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y53b w27 h13"><div class="t m0 x0 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">Aktywa finansowe<span class="ff1"> </span></div></div><div class="c x6a y53b w28 h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">544<span class="ls0"> </span>148<span class="ls0"> </span></div></div><div class="c x6b y53b w39 h13"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">621 338<span class="ls9">    </span></span> </div></div><div class="c x1 y53c w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a finansowe<span class="ff3"> </span></div></div><div class="c x6a y53c w28 h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">362 550<span class="ls0"> </span></div></div><div class="c x6b y53c w39 h13"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">361 584    </span> </div></div><div class="c x1 y53d w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem netto  </div></div><div class="c x6a y53d w28 h13"><div class="t m0 x2e h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">1<span class="ls8">81</span> <span class="ls8">598</span> </div></div><div class="c x6b y53d w39 h13"><div class="t m0 x59 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">259</span> <span class="ls8">754<span class="ls9">    </span></span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y53e ff4 fs8 fc1 sc0 ls0 ws0">Jako  aktywa <span class="_ _10"> </span>finansowe  wykazane <span class="_ _10"> </span>są<span class="_ _a"></span>  oprocentowane <span class="_ _10"> </span>aktywa  finansowe, <span class="_ _12"> </span>tj.  lokaty <span class="_ _12"> </span>bankowe<span class="_ _a"></span><span class="ff3">  </span>oraz  p<span class="_ _0"></span>ożyczki  udzielone<span class="ff3">. <span class="_ _10"> </span>Jako<span class="_ _a"></span> </span></div><div class="t m0 x1 he y53f ff4 fs8 fc1 sc0 ls0 ws0">zobowiązania finansowe wykazane są oprocentowane zobowiązania fin<span class="_ _0"></span>ansowe, tj.  kredyty oraz obligacje własne.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y540 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h19 y541 ff2 fs8 fc1 sc0 ls0 ws0">Analiza wrażliwości wyniku finansowego na zmian<span class="_ _0"></span>ę stopy procentowej<span class="_ _a"></span><span class="ff1"> </span></div><div class="t m0 x1 he y542 ff4 fs8 fc1 sc0 ls0 ws0">Zmiana <span class="_ _f"> </span>o<span class="_ _a"></span> <span class="_ _10"> </span>100 <span class="_ _10"> </span>punktw <span class="_ _f"> </span>bazow<span class="_ _a"></span>ych <span class="_ _f"></span>(„pb”) <span class="_ _10"> </span>w <span class="_ _10"> </span>oprocentowaniu <span class="_ _10"> </span>instrumentw <span class="_ _10"> </span>na <span class="_ _f"> </span>dat<span class="_ _a"></span> <span class="_ _10"> </span>bila<span class="_ _a"></span>nsową <span class="_ _10"> </span>zwikszyłaby <span class="_ _10"> </span>(zmniejszyłaby) </div><div class="t m0 x1 he y543 ff4 fs8 fc1 sc0 ls0 ws0">aktywa <span class="_ _f"></span>netto <span class="_ _f"></span>i <span class="_ _f"></span>rachunek <span class="_ _e"></span>zyskw<span class="_ _a"></span> <span class="_ _f"></span>i <span class="_ _f"></span>strat <span class="_ _f"></span>(po <span class="_ _f"></span>opodatkowaniu) <span class="_ _f"></span>o <span class="_ _f"></span>kwoty <span class="_ _f"></span>wykazane <span class="_ _f"></span>w <span class="_ _f"></span>poniższej <span class="_ _f"></span>tabeli. <span class="_ _f"></span>Analiza <span class="_ _f"></span>ta <span class="_ _f"></span>wykonana <span class="_ _f"></span>dla </div><div class="t m0 x1 he y3c ff4 fs8 fc1 sc0 ls0 ws0">okresw <span class="_ _e"></span>dwunastu <span class="_ _13"></span>mie<span class="_ _a"></span>sicy <span class="_ _13"></span>ko<span class="_ _a"></span>czących <span class="_ _e"></span>si <span class="_ _e"></span>31 <span class="_ _e"></span>grudnia <span class="_ _e"></span><span class="ff3 ls6">2022<span class="_ _a"></span><span class="ls0"> <span class="_ _e"></span>r. <span class="_ _e"></span>i <span class="_ _f"></span>31 <span class="_ _e"></span>grudnia <span class="_ _e"></span></span>2021<span class="ls0"> <span class="_ _e"></span></span></span>r. <span class="_ _e"></span>zakłada, <span class="_ _e"></span>że <span class="_ _e"></span>wszystkie<span class="ff3"> <span class="_ _f"></span></span>pozostałe <span class="_ _e"></span>zmienne </div><div class="t m0 x1 he y544 ff4 fs8 fc1 sc0 ls0 ws0">pozostają stałe.<span class="ff3"> </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 x3 y11 w3 hd" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">36<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y545 ff3 fs8 fc1 sc0 ls0 ws0">*</div><div class="t m0 xaa h31 y546 ff3 fsb fc1 sc0 ls0 ws0">)</div><div class="t m0 xab he y545 ff3 fs8 fc1 sc0 ls0 ws0"> <span class="_ _5"></span><span class="ff4 fs5">Koszty fin<span class="_ _0"></span>ansowe dotyczące<span class="_ _0"></span> kredyt<span class="_ _0"></span>w i <span class="_ _0"></span>obligacji<span class="ff3">, </span>w <span class="_ _0"></span>czści<span class="ff3"> kapital<span class="_ _0"></span>izowane  <span class="_ _0"></span><span class="ff4">są przez <span class="_ _0"></span>Spłk d<span class="_ _0"></span>o produ<span class="_ _0"></span>kcji w to<span class="_ _0"></span>ku. <span class="ff3">Skapitalizowane<span class="_ _0"></span> koszty </span></span></span></span></div><div class="t m0 xab h12 y547 ff4 fs5 fc1 sc0 ls0 ws0">przenoszone są stopniowo do rachunku<span class="_ _0"></span> zyskw i strat r<span class="_ _a"></span>azem z kosztami wytworzenia sprze<span class="_ _0"></span>danych zapasw. W przedstawione<span class="_ _0"></span>j wyżej </div><div class="t m0 xab h12 y24d ff4 fs5 fc1 sc0 ls0 ws0">analizie <span class="_ _0"></span>przyjto, że p<span class="_ _0"></span>ołowa<span class="ff3"> </span>kosztw finanso<span class="_ _0"></span>wych naliczo<span class="_ _0"></span>nych w danym o<span class="_ _0"></span>kresie jest <span class="_ _0"></span>odniesiona <span class="_ _0"></span>do rachunku <span class="_ _0"></span>zyskw i <span class="_ _0"></span>strat, nato<span class="_ _a"></span><span class="ff3">miast </span></div><div class="t m0 xab h12 y548 ff4 fs5 fc1 sc0 ls0 ws0">pozostała <span class="_ _1b"> </span>czść <span class="_ _1b"> </span>jest <span class="_ _1b"> </span>skapitalizowana <span class="_ _1a"> </span>w <span class="_ _19"> </span>zapasach <span class="_ _1a"> </span>i <span class="_ _19"> </span>zostanie <span class="_ _1a"> </span>odniesiona <span class="_ _1b"> </span>do <span class="_ _1b"> </span>rachunku <span class="_ _1b"> </span>zyskw <span class="_ _1b"> </span>i <span class="_ _1b"> </span>strat <span class="_ _19"> </span>w <span class="_ _1a"> </span>kolejnych <span class="_ _1b"> </span>okresach </div><div class="t m0 xab he y549 ff3 fs5 fc1 sc0 ls0 ws0">rozliczeniowych<span class="fs8">. </span></div><div class="t m0 x1 h19 y54a ff1 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y54b ff1 fs4 fc0 sc0 ls0 ws0">RYZYKO KREDYTOWE<span class="_ _a"></span> </div><div class="t m0 x1 he y24 ff4 fs8 fc1 sc0 ls0 ws0">Głwnymi <span class="_ _a"></span>aktywami <span class="_ _a"></span>finansowymi <span class="_ _a"></span>Spłki <span class="_ _a"></span>są <span class="_ _13"></span>środki <span class="_ _a"></span>na <span class="_ _a"></span>rach<span class="_ _a"></span>unkach <span class="_ _a"></span>bankowych, <span class="_ _a"></span>gotw<span class="_ _a"></span>ka, <span class="_ _13"></span>udzielone <span class="_ _a"></span>pożycz<span class="ff3">ki, <span class="_ _13"></span></span>należności <span class="_ _a"></span>z <span class="_ _a"></span>tytułu </div><div class="t m0 x1 he y54c ff4 fs8 fc1 sc0 ls0 ws0">dostaw <span class="_ _10"> </span>i <span class="_ _10"> </span>usług <span class="_ _10"> </span>oraz<span class="_ _a"></span> <span class="_ _10"> </span>inne <span class="_ _10"> </span>należności, <span class="_ _10"> </span>ktre <span class="_ _12"> </span>reprezentu<span class="_ _0"></span>ją <span class="_ _10"> </span>najwi<span class="_ _a"></span>kszą <span class="_ _10"> </span>ekspozycj <span class="_ _12"> </span>na <span class="_ _10"> </span>ryzyko <span class="_ _12"> </span>kredytowe <span class="_ _10"> </span>w <span class="_ _10"> </span>relacji <span class="_ _10"> </span>do <span class="_ _10"> </span>aktyww </div><div class="t m0 x1 he y54d ff3 fs8 fc1 sc0 ls0 ws0">finansowych. </div><div class="t m0 x1 he y4b2 ff4 fs8 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _10"> </span>kredytowe <span class="_ _10"> </span>Spłki <span class="_ _12"> </span>jest <span class="_ _12"> </span>przede <span class="_ _10"> </span>wszystkim <span class="_ _12"> </span>przypisane <span class="_ _10"> </span>do  nale<span class="_ _0"></span>żności <span class="_ _12"> </span>handlowych. <span class="_ _10"> </span>Kwoty <span class="_ _12"> </span>przedstawio<span class="_ _a"></span>ne <span class="_ _12"> </span>w <span class="_ _10"> </span>bilansie  są </div><div class="t m0 x1 he y256 ff4 fs8 fc1 sc0 ls0 ws0">kwotami <span class="_ _f"> </span>netto, <span class="_ _10"> </span>czyli <span class="_ _f"> </span>z <span class="_ _10"> </span>uwzgldnieniem <span class="_ _f"> </span>o<span class="_ _a"></span>dpisw <span class="_ _f"> </span>aktualizujących <span class="_ _10"> </span>wartość <span class="_ _10"> </span>wątpliwych <span class="_ _f"></span>należności <span class="_ _10"> </span>oszacowanych <span class="_ _f"> </span>przez <span class="_ _10"> </span>Zarząd </div><div class="t m0 x1 he y3a9 ff4 fs8 fc1 sc0 ls0 ws0">Spłki <span class="_ _19"> </span>na <span class="_ _19"> </span>podstawie <span class="_ _19"> </span>wcześniejszych <span class="_ _19"> </span>doświadcze, <span class="_ _19"> </span>specyfiki <span class="_ _19"> </span>prowadzonej <span class="_ _19"> </span>działalności <span class="_ _19"> </span>i <span class="_ _19"> </span>ich <span class="_ _19"> </span>o<span class="_ _a"></span>ceny <span class="_ _19"> </span>obecnego <span class="_ _1b"> </span>oto<span class="_ _a"></span>czenia </div><div class="t m0 x1 he y54e ff3 fs8 fc1 sc0 ls0 ws0">gospodarczego. </div><div class="t m0 x1 he y54f ff4 fs8 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _12"> </span>kredytowe <span class="_ _10"> </span>zw<span class="_ _a"></span>iązane <span class="_ _10"> </span>z  fu<span class="_ _0"></span>nduszami <span class="_ _10"> </span>płyn<span class="_ _a"></span>nymi <span class="_ _10"> </span>i  pochodnymi <span class="_ _10"> </span>instrumentami  fin<span class="_ _0"></span>ansowymi  jes<span class="_ _0"></span>t <span class="_ _12"> </span>ograniczone, <span class="_ _12"> </span>ponieważ </div><div class="t m0 x1 he y550 ff4 fs8 fc1 sc0 ls0 ws0">stronami <span class="_ _12"> </span>transakcji <span class="_ _12"> </span>są <span class="_ _12"> </span>banki <span class="_ _12"> </span>o  ustal<span class="_ _0"></span>onej  reputacji, <span class="_ _10"> </span>posiadające  wysoki <span class="_ _12"> </span>rating <span class="_ _12"> </span>kredytowy <span class="_ _12"> </span>przyznany <span class="_ _10"> </span>przez  midzynarodowe </div><div class="t m0 x1 he y551 ff3 fs8 fc1 sc0 ls0 ws0">agencje ratingowe. </div><div class="t m0 x1 he y552 ff4 fs8 fc1 sc0 ls0 ws0">Ryzyko kredytowe z<span class="_ _0"></span>wiązane z ud<span class="_ _0"></span>zielonymi pożyczkami jes<span class="_ _0"></span>t ograniczone, poni<span class="_ _0"></span>eważ stronami tr<span class="_ _0"></span>ansakcji są tylko <span class="_ _0"></span>podmioty zależne </div><div class="t m0 x1 he y553 ff4 fs8 fc1 sc0 ls0 ws0">od <span class="_ _10"> </span>Spłki <span class="_ _12"> </span>nad <span class="_ _10"> </span>ktrymi <span class="_ _12"> </span>Spłka <span class="_ _10"> </span>s<span class="_ _a"></span>prawuje <span class="_ _10"> </span>bieżącą <span class="_ _12"> </span>kontrol. <span class="_ _10"> </span>Jedn<span class="_ _a"></span>ocześnie <span class="_ _10"> </span>pożyczki <span class="_ _10"> </span>te <span class="_ _12"> </span>zabezpieczone <span class="_ _10"> </span>są  na  nieruchomościach </div><div class="t m0 x1 he y554 ff4 fs8 fc1 sc0 ls0 ws0">pożyczkobiorcw, ktrych wartość (rentowność prowadzonych na <span class="_ _0"></span>nich lub przyszłych projektw dewelope<span class="_ _0"></span>rskicj) jest na bieżąco </div><div class="t m0 x1 he y4f5 ff4 fs8 fc1 sc0 ls0 ws0">przez Spłk monitorowana.<span class="ff3"> </span></div><div class="t m0 x1 he y555 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _f"></span>celu <span class="_ _f"></span>utrzymania <span class="_ _f"></span>płynności <span class="_ _e"></span>finansowej <span class="_ _f"></span>oraz <span class="_ _10"> </span>dostp<span class="_ _0"></span>ności <span class="_ _f"></span>środkw <span class="_ _f"> </span>finansowych <span class="_ _f"> </span>na <span class="_ _f"></span>zakładanym<span class="_ _a"></span><span class="ff3"> <span class="_ _f"></span></span>poziomie, <span class="_ _f"></span>w <span class="_ _f"></span>Spłce <span class="_ _f"></span>istnieje </div><div class="t m0 x1 he y556 ff4 fs8 fc1 sc0 ls0 ws0">wyspecjalizowana <span class="_ _13"></span>komrka, <span class="_ _13"></span>ktra <span class="_ _13"></span>monitoruje <span class="_ _a"></span>to<span class="_ _a"></span> <span class="_ _13"></span>zagadnienie. <span class="_ _a"></span>Ko<span class="_ _a"></span>mrka <span class="_ _13"></span>ta <span class="_ _13"></span>na <span class="_ _13"></span>bieżąco <span class="_ _e"></span>monitoruje <span class="_ _a"></span>stan <span class="_ _13"></span>płynnych <span class="_ _13"></span>funduszy <span class="_ _13"></span>oraz </div><div class="t m0 x1 he y557 ff4 fs8 fc1 sc0 ls0 ws0">prognozowane <span class="_ _13"></span>wartości <span class="_ _e"></span>przepływw <span class="_ _e"></span>pieniżn<span class="_ _0"></span>ych <span class="_ _13"></span>i <span class="_ _e"></span>na <span class="_ _e"></span>tej <span class="_ _13"></span>pod<span class="_ _a"></span>stawie <span class="_ _13"></span>podejmuje <span class="_ _e"></span>decyzje <span class="_ _13"></span>o <span class="_ _e"></span>ich <span class="_ _13"></span>o<span class="_ _a"></span>dpowiednim <span class="_ _13"></span>lokowan<span class="_ _13"></span><span class="ff3">iu <span class="_ _13"></span>w <span class="_ _e"></span>celu </span></div><div class="t m0 x1 he y558 ff4 fs8 fc1 sc0 ls0 ws0">maksymalizacji <span class="_ _e"></span>mo<span class="_ _a"></span>żliwych <span class="_ _e"></span>do <span class="_ _f"></span>osiągni<span class="_ _0"></span>cia <span class="_ _f"></span>przychodw <span class="_ _f"></span>finansowych <span class="_ _e"></span>przy <span class="_ _f"></span>jednoczesnym <span class="_ _e"></span>zabezpieczeniu <span class="_ _f"></span>Spłki <span class="_ _e"></span>przed <span class="_ _f"></span>ryzykiem </div><div class="t m0 x1 he y559 ff3 fs8 fc1 sc0 ls0 ws0">kredytowym.   </div><div class="t m0 x1 he y55a ff4 fs8 fc1 sc0 ls0 ws0">Spłka <span class="_ _0"></span>nie <span class="_ _4"></span>posiada <span class="_ _0"></span>znaczącej <span class="_ _0"></span>koncentracji <span class="_ _4"></span>ryzyka kre<span class="_ _0"></span>dytowego. <span class="_ _0"></span>Ryzyko <span class="_ _0"></span>rozłożone <span class="_ _4"></span>jest na <span class="_ _4"></span>dużą <span class="_ _0"></span>ilość <span class="_ _4"></span>partnerw <span class="_ _0"></span>i <span class="_ _0"></span>klientw. Ponadt<span class="_ _0"></span>o </div><div class="t m0 x1 he y38c ff4 fs8 fc1 sc0 ls0 ws0">należy <span class="_ _13"></span>z<span class="_ _a"></span>auważyć, <span class="_ _e"></span>że <span class="_ _e"></span>należności <span class="_ _13"></span>dotyczące <span class="_ _e"></span>głwnej <span class="_ _e"></span>działalności <span class="_ _e"></span>Spłki <span class="_ _e"></span>tj. <span class="_ _e"></span>sprzedaży <span class="_ _13"></span>mieszka, <span class="_ _e"></span>lokali <span class="_ _e"></span>usługowych <span class="_ _e"></span>i <span class="_ _13"></span>garaży,<span class="_ _a"></span> <span class="_ _e"></span>są <span class="_ _13"></span>w<span class="_ _13"></span><span class="ff3"> </span></div><div class="t m0 x1 he y55b ff4 fs8 fc1 sc0 ls0 ws0">pełni zabezpieczone gdyż wyda<span class="_ _a"></span>nie przedmiotu s<span class="_ _a"></span>przedaży nastpuje <span class="_ _a"></span>po zapłaceniu przez <span class="_ _a"></span>nabywcw c<span class="_ _a"></span>ałkowitej ceny wynikaj<span class="_ _13"></span>ącej </div><div class="t m0 x1 he y47a ff4 fs8 fc1 sc0 ls0 ws0">z umowy przedwstpnej sprzedaży.<span class="ff3"> </span></div><div class="t m0 x1 he y55c ff4 fs8 fc1 sc0 ls0 ws0">Struktura <span class="_ _13"></span>należności <span class="_ _e"></span>handlowyc<span class="_ _a"></span>h <span class="_ _13"></span>w<span class="_ _a"></span> <span class="_ _e"></span>podziale <span class="_ _13"></span>na <span class="_ _e"></span>okres <span class="_ _e"></span>przeterminowania <span class="_ _e"></span>przedstawiona <span class="_ _e"></span>jest <span class="_ _13"></span>w <span class="_ _e"></span>noc<span class="_ _a"></span>ie <span class="_ _13"></span>7.11 <span class="_ _10"> </span><span class="ff9">Należności <span class="_ _e"></span>z <span class="_ _e"></span>tytułu </span></div><div class="t m0 x1 h32 y55d ff9 fs8 fc1 sc0 ls0 ws0">dostaw i usług oraz pozostałe należności.<span class="ffa"> </span></div><div class="t m0 x1 h19 y55e ff1 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y55f ff2 fs4 fc0 sc0 ls0 ws0">RYZYKO PŁYNNOŚCI<span class="_ _a"></span><span class="ff1"> </span></div><div class="t m0 x1 he y1bb ff4 fs8 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _e"></span>płynności <span class="_ _13"></span>jest <span class="_ _13"></span>to <span class="_ _e"></span>ryzyko <span class="_ _e"></span>polegające <span class="_ _13"></span>na <span class="_ _e"></span>braku <span class="_ _e"></span>możliwości <span class="_ _e"></span>regulowania <span class="_ _13"></span>przez <span class="_ _e"></span>Spłk <span class="_ _e"></span>swoich <span class="_ _13"></span>zobow<span class="_ _a"></span>iąza <span class="_ _13"></span>finansowych <span class="_ _e"></span>w </div><div class="t m0 x1 he y560 ff4 fs8 fc1 sc0 ls0 ws0">terminie <span class="_ _f"> </span>ich <span class="_ _10"> </span>zapadalności. <span class="_ _10"> </span>Celem <span class="_ _10"> </span>Spłki <span class="_ _10"> </span>jest <span class="_ _10"> </span>zapewnienie, <span class="_ _10"> </span>w <span class="_ _10"> </span>najwyższym <span class="_ _10"> </span>możliwym <span class="_ _10"> </span>stopniu, <span class="_ _f"> </span>ż<span class="_ _a"></span>e <span class="_ _f"> </span>jej <span class="_ _10"> </span>płynność <span class="_ _10"> </span>bdzie <span class="_ _10"> </span>zawsze </div><div class="t m0 x1 he y112 ff4 fs8 fc1 sc0 ls0 ws0">zachowana <span class="_ _a"></span>na <span class="_ _a"></span>poz<span class="_ _a"></span>iomie <span class="_ _a"></span>pozwalającym <span class="_ _a"></span>na <span class="_ _a"></span>regulowanie<span class="_ _a"></span><span class="ff3"> <span class="_ _a"></span></span>zobowiąza <span class="_ _a"></span>w <span class="_ _13"></span>terminie <span class="_ _a"></span>ich <span class="_ _a"></span>zapadalności, <span class="_ _13"></span>bez <span class="_ _a"></span>ponoszenia <span class="_ _a"></span>niemożliwyc<span class="_ _a"></span>h </div><div class="t m0 x1 he y3f ff4 fs8 fc1 sc0 ls0 ws0">do przyjcia strat lub ryzyka narażenia na szwank reputacji Spłki.<span class="ff3"> <span class="_ _1c"> </span> </span></div><div class="t m0 x1 he y561 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y562 w23 h33"><div class="t m0 x0 h9 y563 ff2 fs5 fc1 sc0 ls0 ws0">ANALIZA WRAŻLIWOŚCI <span class="ff3"> </span></div><div class="t m0 x0 h9 y564 ff2 fs5 fc1 sc0 ls0 ws0">NA ZMIANĘ STOPY PROCENTOW<span class="_ _0"></span>EJ<span class="ff1"> </span></div></div><div class="c x62 y565 w65 h34"><div class="t m0 x6c h9 y566 ff2 fs5 fc1 sc0 ls0 ws0">Rachunek zysków i strat<span class="ff1"> </span></div></div><div class="c x64 y565 w66 h34"><div class="t m0 x2e h9 y566 ff1 fs5 fc1 sc0 ls0 ws0">Aktywa netto </div></div><div class="c x62 y562 w24 h34"><div class="t m0 x29 h12 y566 ff3 fs5 fc1 sc0 ls0 ws0">Wzrost o 100 pb </div></div><div class="c x63 y562 w25 h34"><div class="t m0 x29 h12 y566 ff3 fs5 fc1 sc0 ls0 ws0">Spadek o 100 pb  </div></div><div class="c x64 y562 w24 h34"><div class="t m0 x29 h12 y566 ff3 fs5 fc1 sc0 ls0 ws0">Wzrost o 100 pb </div></div><div class="c x66 y562 w26 h34"><div class="t m0 x14 h12 y566 ff3 fs5 fc1 sc0 ls0 ws0">Spadek o 100 pb  </div></div><div class="c x1 y567 w23 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">31 grudnia <span class="ls8">2022</span> </div></div><div class="c x62 y567 w24 h13"><div class="t m0 x69 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x63 y567 w25 h13"><div class="t m0 x69 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x64 y567 w24 h13"><div class="t m0 x69 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x66 y567 w26 h13"><div class="t m0 x24 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y568 w23 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Aktywa zmiennop<span class="_ _0"></span>rocentowe </div></div><div class="c x62 y568 w24 h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 469<span class="ls0"> </span></div></div><div class="c x63 y568 w25 h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 lsa ws0">(1<span class="ls0"> <span class="ls8">469)</span> </span></div></div><div class="c x64 y568 w24 h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 469<span class="ls0"> </span></div></div><div class="c x66 y568 w26 h11"><div class="t m0 x65 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(1 469) </div></div><div class="c x1 y4a5 w23 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a zmiennoprocentowe *</div><div class="t m0 xbe h2d y43 ff3 fsa fc1 sc0 ls0 ws0">)</div><div class="t m0 xbf h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x62 y4a5 w24 h13"><div class="t m0 x3 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(979) </div></div><div class="c x63 y4a5 w25 h13"><div class="t m0 x68 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">979<span class="ls0"> </span></div></div><div class="c x64 y4a5 w24 h13"><div class="t m0 x3 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(979) </div></div><div class="c x66 y4a5 w26 h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">979<span class="ls0"> </span></div></div><div class="c x1 y339 w23 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Wrażliwoś<span class="_ _0"></span>ć netto <span class="ff1"> </span></div></div><div class="c x62 y339 w24 h13"><div class="t m0 x68 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">490<span class="ls0"> </span></div></div><div class="c x63 y339 w25 h13"><div class="t m0 x3 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(490) </div></div><div class="c x64 y339 w24 h13"><div class="t m0 x68 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">490<span class="ls0"> </span></div></div><div class="c x66 y339 w26 h13"><div class="t m0 x6d h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(490) </div></div><div class="c x1 y33a w23 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x62 y33a w24 h11"><div class="t m0 x69 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x63 y33a w25 h11"><div class="t m0 x69 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x64 y33a w24 h11"><div class="t m0 x69 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x66 y33a w26 h11"><div class="t m0 x24 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y569 w23 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">31 grudnia <span class="ls8">2021</span><span class="ff3"> </span></div></div><div class="c x62 y569 w24 h13"><div class="t m0 x69 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x63 y569 w25 h13"><div class="t m0 x69 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x64 y569 w24 h13"><div class="t m0 x69 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x66 y569 w26 h13"><div class="t m0 x24 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y56a w23 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Aktywa zmiennop<span class="_ _0"></span>rocentowe </div></div><div class="c x62 y56a w24 h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 072<span class="ls0"> </span></div></div><div class="c x63 y56a w25 h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(1 072) </div></div><div class="c x64 y56a w24 h11"><div class="t m0 x1d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 072<span class="ls0"> </span></div></div><div class="c x66 y56a w26 h11"><div class="t m0 x65 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(1 072) </div></div><div class="c x1 y56b w23 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a zmiennoprocentowe *</div><div class="t m0 xbe h2d y43 ff3 fsa fc1 sc0 ls0 ws0">)</div><div class="t m0 xbf h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x62 y56b w24 h13"><div class="t m0 x3 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(976) </div></div><div class="c x63 y56b w25 h13"><div class="t m0 x68 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">976<span class="ls0"> </span></div></div><div class="c x64 y56b w24 h13"><div class="t m0 x3 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(976) </div></div><div class="c x66 y56b w26 h13"><div class="t m0 xa7 h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">976<span class="ff1 ls0"> </span></div></div><div class="c x1 y56c w23 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Wrażliwoś<span class="_ _0"></span>ć netto <span class="ff1"> </span></div></div><div class="c x62 y56c w24 h11"><div class="t m0 x3a h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">96<span class="ls0"> </span></div></div><div class="c x63 y56c w25 h11"><div class="t m0 xb7 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">(96) </div></div><div class="c x64 y56c w24 h11"><div class="t m0 x3a h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">96<span class="ls0"> </span></div></div><div class="c x66 y56c w26 h11"><div class="t m0 xbd h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">(96) </div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">37<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y18a ff4 fs8 fc1 sc0 ls0 ws0">Poniższa <span class="_ _e"></span>tabela <span class="_ _e"></span>przedstawia <span class="_ _e"></span>c<span class="_ _a"></span>ałkowitą <span class="_ _e"></span>warto<span class="_ _a"></span>ść <span class="_ _e"></span>przyszłych <span class="_ _e"></span>niezdyskontowanych <span class="_ _e"></span>przepływw <span class="_ _f"></span>pieniżnych <span class="_ _e"></span>z <span class="_ _e"></span>tytułu <span class="_ _10"> </span>zobowiąza </div><div class="t m0 x1 he y367 ff4 fs8 fc1 sc0 ls0 ws0">finansowych Spłki w rozbiciu na kontraktowe terminy zapadalności<span class="ff3">: </span></div><div class="t m0 x1 h12 y56d ff3 fs5 fc1 sc0 ls0 ws0">*</div><div class="t m0 xaa h2d y56e ff3 fsa fc1 sc0 ls0 ws0">)</div><div class="t m0 xc0 h12 y56d ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ff4">Zobowiązania z tytułu le<span class="_ _0"></span>asingu obejmują rwnież okres dłuższy niż 5 lat.<span class="ff3">  </span></span></div><div class="t m0 x1 he y56f ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y570 ff4 fs8 fc1 sc0 ls0 ws0">Zarządzanie płynnością Spłki odbywa si g<span class="_ _0"></span>łwnie poprzez:<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 xc he y571 ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _22"> </span><span class="ff4 fs8">krtko, <span class="_ _e"></span>średnio <span class="_ _13"></span>i <span class="_ _e"></span>długo<span class="ff3">-</span>terminow<span class="_ _a"></span>e <span class="_ _e"></span>planowanie <span class="_ _13"></span>przepływw <span class="_ _e"></span>gotwkowych<span class="ff3"> <span class="_ _e"></span></span>bazującyc<span class="_ _a"></span>h <span class="_ _e"></span>na <span class="_ _13"></span>regularnie <span class="_ _13"></span>aktualiz<span class="_ _a"></span>owanych </span></span></div><div class="t m0 x8f he y283 ff4 fs8 fc1 sc0 ls0 ws0">prognozach <span class="_ _a"></span>działalności <span class="_ _a"></span>operacyjnej <span class="_ _a"></span>i <span class="_ _a"></span>finansowej; <span class="_ _a"></span>szczegło<span class="_ _a"></span>we <span class="_ _a"></span>plany krtko<span class="_ _a"></span>terminowe aktualizowane <span class="_ _a"></span>są <span class="_ _a"></span>przynajmniej<span class="_ _a"></span> </div><div class="t m0 x8f he y572 ff4 fs8 fc1 sc0 ls0 ws0">raz na miesiąc,<span class="ff3"> </span></div><div class="t m0 xc he y573 ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _22"> </span><span class="ff4 fs8">dobr odpowiednich źrdeł finansowania na podstawie analizy potrzeb Sp<span class="_ _0"></span>łki oraz anal<span class="_ _a"></span><span class="ff3">izy rynku,   </span></span></span></div><div class="t m0 xc he y574 ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _22"> </span><span class="ff4 fs8">bieżący monitoring wskaźnikw wynikających z umw z bankami,<span class="ff3"> </span></span></span></div><div class="t m0 xc he y575 ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _22"> </span><span class="ff4 fs8">dywersyfikacj źrdeł finansowania prowadzonej działalności dewelopers<span class="_ _0"></span>kiej,<span class="_ _a"></span><span class="ff3"> </span></span></span></div><div class="t m0 xc he y70 ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _22"> </span><span class="ff4 fs8">wspłprac z instytucjami finansowymi o ustalonej, wysokiej reputacji.<span class="ff3"> </span></span></span></div><div class="t m0 x1 h19 y576 ff1 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h19 y552 ff1 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y577 ff2 fs4 fc0 sc0 ls0 ws0">ZARZĄDZANIE KAPITAŁE<span class="_ _a"></span>M<span class="ff1"> </span></div><div class="t m0 x1 he y578 ff4 fs8 fc1 sc0 ls0 ws0">Polityka Zarząd<span class="_ _0"></span>u zakłada <span class="_ _0"></span>utrzymywanie <span class="_ _0"></span>silnej bazy <span class="_ _0"></span>kapitałowej <span class="_ _0"></span>w celu <span class="_ _4"></span>zac<span class="_ _a"></span>howania zaufani<span class="_ _0"></span>a inwestorw, wierzycie<span class="_ _0"></span>li i <span class="_ _4"></span>rynku oraz<span class="ff3"> </span></div><div class="t m0 x1 he y579 ff4 fs8 fc1 sc0 ls0 ws0">w celu zapewnienia dalszego rozwoju działalności Spłki. <span class="ff3"> </span></div><div class="t m0 x1 he y57a ff4 fs8 fc1 sc0 ls0 ws0">Za <span class="_ _e"></span>lata <span class="_ _f"></span>koczące <span class="_ _f"></span>si <span class="_ _e"></span>31 <span class="_ _f"></span>grudnia <span class="_ _f"></span><span class="ff3 ls6">2022<span class="ls0"> <span class="_ _f"></span><span class="ls10">i <span class="_ _e"></span></span></span>2021<span class="ls0"> <span class="_ _f"> </span></span></span>r. <span class="_ _f"></span>stopa <span class="_ _f"></span>zwrotu <span class="_ _e"></span>z <span class="_ _f"></span>kapitału <span class="_ _e"></span>(liczo<span class="_ _a"></span>na <span class="_ _e"></span>jako<span class="_ _a"></span> <span class="_ _e"></span>zysk <span class="_ _f"></span>netto <span class="_ _e"></span>do <span class="_ _f"></span>średniorocznej <span class="_ _f"></span>wartości<span class="_ _0"></span> </div><div class="t m0 x1 he y57b ff4 fs8 fc1 sc0 ls0 ws0">kapitałw <span class="_ _4"></span>własnych) <span class="_ _0"></span>wynosiła <span class="_ _4"></span>odpowiednio<span class="ff3"> <span class="_ _4"></span>29,<span class="_ _a"></span>0% <span class="_ _4"></span>i <span class="_ _0"></span>25,8% <span class="_ _0"></span>. <span class="_ _4"></span><span class="ff4">W <span class="_ _4"></span>tym <span class="_ _0"></span>czasie <span class="_ _4"></span>średni <span class="_ _4"></span>ważo<span class="_ _a"></span>ny <span class="_ _4"></span>koszt <span class="_ _0"></span>oprocentowania <span class="_ _4"></span>zadłużenia <span class="_ _4"></span>Spłki </span></span></div><div class="t m0 x1 he y57c ff4 fs8 fc1 sc0 ls0 ws0">wynosił<span class="ff3"> 4,2% w <span class="ls6">2022</span> roku i 2,6%  <span class="ls22">w <span class="ls6">2021</span></span> roku. </span></div><div class="t m0 x1 he y53a ff4 fs8 fc1 sc0 ls0 ws0">Na <span class="_ _a"></span>dzie <span class="_ _a"></span>31 <span class="_ _13"></span>grudnia <span class="_ _13"></span><span class="ff3 ls6">2022<span class="ls0"> <span class="_ _13"></span><span class="ls10">i <span class="_ _13"></span></span></span>2021<span class="ls0"> <span class="_ _a"></span></span></span>w<span class="_ _a"></span>spłczynnik <span class="_ _a"></span>dźwigni <span class="_ _a"></span>finansowej<span class="_ _a"></span> <span class="_ _a"></span>netto <span class="_ _13"></span>(liczony <span class="_ _13"></span>jako <span class="_ _a"></span>zadłużenie <span class="_ _13"></span>z <span class="_ _a"></span>tytułu <span class="_ _a"></span>kredytw <span class="_ _13"></span>i <span class="_ _13"></span>obligacji </div><div class="t m0 x1 he y57d ff4 fs8 fc1 sc0 ls0 ws0">pomniejszone <span class="_ _0"></span>o środki pieniżne i ich <span class="_ _0"></span>ekwiwalenty oraz krtkoterminowe aktywa <span class="_ _0"></span>finansowe podzielone p<span class="_ _0"></span>rzez kapitały własne) </div><div class="t m0 x1 he y101 ff4 fs8 fc1 sc0 ls0 ws0">wynosił odpowiednio<span class="ff3"> 9<span class="ls1">,0</span>% i (2,9)%. </span></div><div class="t m0 x1 he y57e ff4 fs8 fc1 sc0 ls0 ws0">Spłka nie posiada zdefiniowanego planu wykupu akcji własnych.<span class="ff3"> </span></div><div class="t m0 x1 he y57f ff4 fs8 fc1 sc0 ls0 ws0">Spłka nie podlega żadnym zewntrznie określonym wymogom kapitałowym z wyjątkiem wymogw ustawowych określonych </div><div class="t m0 x1 he y358 ff4 fs8 fc1 sc0 ls0 ws0">w Kodeksie Spłek Handlowych.<span class="ff3"> </span></div><div class="t m0 x2 h25 y580 ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="ff1 fs9"> </span></div></div><div class="c x1 y581 w67 h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">STRUKTURA ZAPADALNOŚCI ZO<span class="_ _0"></span>BOWIĄZAŃ<span class="ff1"> </span></div></div><div class="c xc1 y581 w68 h16"><div class="t m0 x1f h9 yc9 ff1 fs5 fc1 sc0 ls0 ws0">Suma </div></div><div class="c xb8 y581 w69 h16"><div class="t m0 x2b h9 yca ff1 fs5 fc1 sc0 ls8 ws0">0 <span class="ff2 ls0">–<span class="ff1"> 6 </span></span></div><div class="t m0 x18 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">miesięcy<span class="ff1"> </span></div></div><div class="c x15 y581 w68 h16"><div class="t m0 x1e h9 yca ff1 fs5 fc1 sc0 ls0 ws0">6-<span class="ls8">12</span> </div><div class="t m0 x18 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">miesięcy<span class="ff1"> </span></div></div><div class="c xc2 y581 w69 h16"><div class="t m0 x2b h9 yca ff1 fs5 fc1 sc0 ls8 ws0">1 <span class="ff2 ls0">–<span class="ff1"> 2 </span></span></div><div class="t m0 x34 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">lata </div></div><div class="c xc3 y581 w68 h16"><div class="t m0 x58 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">2 <span class="ff2 ls0">–<span class="ff1"> 5 </span></span></div><div class="t m0 x2b h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">lat </div></div><div class="c x1 y582 w23 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">31 grudnia <span class="ls8">2022</span> </div></div><div class="c x62 y582 w6a h13"><div class="t m0 x6d h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb8 y582 w69 h13"><div class="t m0 x9d h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y582 w68 h13"><div class="t m0 x9d h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc2 y582 w69 h13"><div class="t m0 x9d h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc3 y582 w68 h13"><div class="t m0 x1d h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y583 w23 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu kredytw<span class="ff3"> </span></div></div><div class="c x62 y583 w6a h13"><div class="t m0 x5b h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">50 011<span class="ls0"> </span></div></div><div class="c xb8 y583 w69 h13"><div class="t m0 x7a h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">50 011<span class="ls0"> </span></div></div><div class="c x15 y583 w68 h13"><div class="t m0 x9d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc2 y583 w69 h13"><div class="t m0 x9d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc3 y583 w68 h13"><div class="t m0 x1d h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y584 w23 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Obligacje własne wye<span class="_ _0"></span>mitowane <span class="ff3"> </span></div></div><div class="c x62 y584 w6a h13"><div class="t m0 x4c h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">347 129<span class="ls0"> </span></div></div><div class="c xb8 y584 w69 h13"><div class="t m0 x7a h12 y8b ff3 fs5 fc1 sc0 ls9 ws0">  <span class="ls8">7 363<span class="ls0"> </span></span></div></div><div class="c x15 y584 w68 h13"><div class="t m0 x7a h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">56 769<span class="ls0"> </span></div></div><div class="c xc2 y584 w69 h13"><div class="t m0 x7a h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">62 251<span class="ls0"> </span></div></div><div class="c xc3 y584 w68 h13"><div class="t m0 x19 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">220 746<span class="ls0"> </span></div></div><div class="c x1 y585 w23 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu dostaw i usług i pozostałe <span class="ff3"> </span></div></div><div class="c x62 y585 w6a h11"><div class="t m0 x4c h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">329 456<span class="ls0"> </span></div></div><div class="c xb8 y585 w69 h11"><div class="t m0 x31 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">268 322<span class="ls0"> </span></div></div><div class="c x15 y585 w68 h11"><div class="t m0 x1f h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">3 656 <span class="ls0"> </span></div></div><div class="c xc2 y585 w69 h11"><div class="t m0 x7a h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">38 304<span class="ls0"> </span></div></div><div class="c xc3 y585 w68 h11"><div class="t m0 x18 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">19 174<span class="ls0"> </span></div></div><div class="c x1 y586 w23 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu leasingu *</div><div class="t m0 x90 h2d y43 ff3 fsa fc1 sc0 ls0 ws0">)</div><div class="t m0 xc4 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x62 y586 w6a h13"><div class="t m0 x5b h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">64 298<span class="ls0"> </span></div></div><div class="c xb8 y586 w69 h13"><div class="t m0 x1f h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">2 538<span class="ls0"> </span></div></div><div class="c x15 y586 w68 h13"><div class="t m0 x1f h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">2 538<span class="ls0"> </span></div></div><div class="c xc2 y586 w69 h13"><div class="t m0 x1f h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">8 486<span class="ls0"> </span></div></div><div class="c xc3 y586 w68 h13"><div class="t m0 x18 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">50 736<span class="ls0"> </span></div></div><div class="c x1 y587 w23 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem  </div></div><div class="c x62 y587 w6a h13"><div class="t m0 x4c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">790 894<span class="ls0"> </span></div></div><div class="c xb8 y587 w69 h13"><div class="t m0 x31 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">328 234<span class="ls0"> </span></div></div><div class="c x15 y587 w68 h13"><div class="t m0 x7a h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">62 963<span class="ls0"> </span></div></div><div class="c xc2 y587 w69 h13"><div class="t m0 x31 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">109 041<span class="ls0"> </span></div></div><div class="c xc3 y587 w68 h13"><div class="t m0 x19 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">290 656<span class="ls0"> </span></div></div><div class="c x1 y588 w23 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x62 y588 w6a h11"><div class="t m0 x6d h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb8 y588 w69 h11"><div class="t m0 x9d h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y588 w68 h11"><div class="t m0 x9d h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc2 y588 w69 h11"><div class="t m0 x9d h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc3 y588 w68 h11"><div class="t m0 x1d h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y148 w23 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">31 grudnia <span class="ls8">2021</span><span class="ff3"> </span></div></div><div class="c x62 y148 w6a h13"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb8 y148 w69 h13"><div class="t m0 x9d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x15 y148 w68 h13"><div class="t m0 x9d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc2 y148 w69 h13"><div class="t m0 x9d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc3 y148 w68 h13"><div class="t m0 x1d h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y589 w23 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu kredytw<span class="ff3"> </span></div></div><div class="c x62 y589 w6a h11"><div class="t m0 x21 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> -<span class="ls9">    </span> </div></div><div class="c xb8 y589 w69 h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> -<span class="ls9">    </span> </div></div><div class="c x15 y589 w68 h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> -<span class="ls9">    </span> </div></div><div class="c xc2 y589 w69 h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> -<span class="ls9">    </span> </div></div><div class="c xc3 y589 w68 h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> -<span class="ls9">    </span> </div></div><div class="c x1 y58a w23 h14"><div class="t m0 x0 h12 yb8 ff4 fs5 fc1 sc0 ls0 ws0">Obligacje własne wye<span class="_ _0"></span>mitowane <span class="ff3"> </span></div></div><div class="c x62 y58a w6a h14"><div class="t m0 x3e h12 yb8 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">411 281    </span> </div></div><div class="c xb8 y58a w69 h14"><div class="t m0 x59 h12 yb8 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">8 100    </span> </div></div><div class="c x15 y58a w68 h14"><div class="t m0 x22 h12 yb8 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">58 006    </span> </div></div><div class="c xc2 y58a w69 h14"><div class="t m0 x22 h12 yb8 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">63 388    </span> </div></div><div class="c xc3 y58a w68 h14"><div class="t m0 x5b h12 yb8 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">281 787    </span> </div></div><div class="c x1 y221 w23 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu dostaw i usług i pozostałe <span class="ff3"> </span></div></div><div class="c x62 y221 w6a h11"><div class="t m0 x3e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">263 926    </span> </div></div><div class="c xb8 y221 w69 h11"><div class="t m0 x6c h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">188 776    </span> </div></div><div class="c x15 y221 w68 h11"><div class="t m0 x59 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">5 760    </span> </div></div><div class="c xc2 y221 w69 h11"><div class="t m0 x22 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">37 173    </span> </div></div><div class="c xc3 y221 w68 h11"><div class="t m0 x46 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">32 217    </span> </div></div><div class="c x1 y58b w23 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a z tytułu leasingu *</div><div class="t m0 x90 h2d y43 ff3 fsa fc1 sc0 ls0 ws0">)</div><div class="t m0 xc4 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x62 y58b w6a h13"><div class="t m0 x48 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">69 513    </span><span class="ff1"> </span></div></div><div class="c xb8 y58b w69 h13"><div class="t m0 x59 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">2 308    </span><span class="ff1"> </span></div></div><div class="c x15 y58b w68 h13"><div class="t m0 x59 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">2 308    </span><span class="ff1"> </span></div></div><div class="c xc2 y58b w69 h13"><div class="t m0 x59 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">7 462    </span><span class="ff1"> </span></div></div><div class="c xc3 y58b w68 h13"><div class="t m0 x46 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">57 435    </span><span class="ff1"> </span></div></div><div class="c x1 y58c w23 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x62 y58c w6a h13"><div class="t m0 x3e h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">744 720    </span> </div></div><div class="c xb8 y58c w69 h13"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">199 184    </span> </div></div><div class="c x15 y58c w68 h13"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">66 074    </span> </div></div><div class="c xc2 y58c w69 h13"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">108 023    </span> </div></div><div class="c xc3 y58c w68 h13"><div class="t m0 x5b h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> <span class="ls8">371 439    </span> </div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">38<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h25 y159 ff1 fs9 fc0 sc0 lsf ws0">7.32<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">ZYSK NA AKCJĘ<span class="ff3"> </span></span></span></div><div class="t m0 x1 he y15a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y58d ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y58e ff4 fs8 fc1 sc0 ls0 ws0">W S<span class="_ _0"></span>płce nie<span class="_ _0"></span> wystpuje <span class="_ _0"></span>działalność <span class="_ _0"></span>zaniechana, <span class="_ _0"></span>w związku <span class="_ _0"></span>z tym zysk <span class="_ _4"></span>na akcj <span class="_ _0"></span>z działaln<span class="_ _0"></span>ości kontynuowanej <span class="_ _0"></span>jest rwny <span class="_ _4"></span>zyskow<span class="_ _a"></span>i </div><div class="t m0 x1 he y58f ff4 fs8 fc1 sc0 ls0 ws0">na akcj wyliczonemu powyżej.<span class="ff3"> </span></div><div class="t m0 x1 he y590 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y591 ff1 fs9 fc0 sc0 lsf ws0">7.33<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff1 fc1">PO<span class="_ _a"></span>DATEK DOCHODOWY<span class="ff3"> </span></span></span></div><div class="t m0 x1 he ya3 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y10f w27 h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">PODATEK DOCHODOWY </div></div><div class="c x6a y10f w28 h16"><div class="t m0 x6c h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x39 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c x6b y10f w29 h16"><div class="t m0 x4e h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 xbd h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y322 w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Podatek dochodo<span class="_ _0"></span>wy bieżący <span class="ff1"> </span></div></div><div class="c x6a y322 w28 h13"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(89 544) </div></div><div class="c x6b y322 w29 h13"><div class="t m0 x16 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(87 762) </div></div><div class="c x1 y323 w27 h14"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Podatek dochodo<span class="_ _0"></span>wy odroczony  </div></div><div class="c x6a y323 w28 h14"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">26 531<span class="ls0"> </span></div></div><div class="c x6b y323 w29 h14"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">39 678<span class="ls0"> </span></div></div><div class="c x1 y592 w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Razem  </div></div><div class="c x6a y592 w28 h11"><div class="t m0 x6d h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">(63 <span class="ls8">013)</span> </div></div><div class="c x6b y592 w29 h11"><div class="t m0 x16 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">(48 <span class="ls8">084)</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h12 ya9 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y593 ff4 fs8 fc1 sc0 ls0 ws0">Zobowiązanie<span class="ff3"> </span>Spłki z <span class="_ _a"></span>tytułu podatku dochodowego <span class="_ _a"></span>od osb prawnych na dzie 31 <span class="_ _a"></span>grudnia <span class="_ _13"></span><span class="ff3 ls6">2022<span class="ls0"> </span></span>roku w<span class="_ _a"></span>ynosił<span class="ff3">o <span class="ls6">63</span> <span class="ls6">990</span> tys. </span>zł<span class="_ _a"></span>. </div><div class="t m0 x1 he y594 ff4 fs8 fc1 sc0 ls0 ws0">Na dzie 31 grudnia <span class="ff3 ls6">2021<span class="ls0"> roku </span></span>zobowiązanie<span class="ff3"> </span>Spłki z tego tytułu wyn<span class="ff3">io</span>sło<span class="ff3"> <span class="ls6">28</span> <span class="ls6">057</span> tys. </span><span class="ls22">zł</span><span class="ff3">. </span></div><div class="t m0 x1 he y595 ff4 fs8 fc1 sc0 ls0 ws0">Uzgodnienie <span class="_ _e"></span>pomidzy <span class="_ _f"></span>podatkiem <span class="_ _f"></span>dochodowym <span class="_ _f"></span>obliczonym <span class="_ _f"></span>jako <span class="_ _f"></span>iloczyn <span class="_ _e"></span>z<span class="_ _a"></span>ysku <span class="_ _e"></span>brutto <span class="_ _f"></span>przed <span class="_ _f"></span>opodatkowaniem <span class="_ _f"></span>i <span class="_ _e"></span>ustawo<span class="_ _a"></span>wej </div><div class="t m0 x1 he y130 ff4 fs8 fc1 sc0 ls0 ws0">stawki <span class="_ _f"></span>podatku <span class="_ _e"></span>a <span class="_ _10"> </span>rzeczywistym <span class="_ _f"> </span>obciążeniem <span class="_ _f"></span>z <span class="_ _f"> </span>tytułu <span class="_ _f"></span>podatku <span class="_ _f"></span>do<span class="_ _a"></span>chodowego <span class="_ _f"></span>wykazanym <span class="_ _f"></span>w <span class="_ _f"></span>rachunku <span class="_ _e"></span>zysk<span class="_ _13"></span>w <span class="_ _f"></span>i <span class="_ _f"></span>strat <span class="_ _f"> </span>Spłki </div><div class="t m0 x1 he y596 ff4 fs8 fc1 sc0 ls0 ws0">zaprezentowane jest poniżej.<span class="ff3"> </span></div><div class="t m0 x1 he y597 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y598 w6b h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">UZGODNIENIE </div></div><div class="c x64 y598 w6c h16"><div class="t m0 x29 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x1e h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c x6b y598 w29 h16"><div class="t m0 x4e h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 xbd h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y4db w6b h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Zysk brutto przed opodatkowanie<span class="_ _0"></span>m  </div></div><div class="c x64 y4db w6c h13"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">4<span class="ls8">36</span> <span class="ls8">697</span> </div></div><div class="c x6b y4db w29 h13"><div class="t m0 x65 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">354 851<span class="ls0"> </span></div></div><div class="c x1 y4dc w6b h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Według stawki po<span class="_ _0"></span>datkowej wynoszącej 19% <span class="ff3"> </span></div></div><div class="c x64 y4dc w6c h11"><div class="t m0 x72 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">82 972<span class="ls0"> </span></div></div><div class="c x6b y4dc w29 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">67 422<span class="ls0"> </span></div></div><div class="c x1 y599 w6b h27"><div class="t m0 x0 h12 y2bf ff4 fs5 fc1 sc0 ls0 ws0">Trwałe rżnice ni<span class="_ _0"></span>e objte podatkiem dochodo<span class="_ _0"></span>wym bieżącym i odroczonym <span class="ff3"> </span></div><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">w sprawozdaniu finanso<span class="_ _0"></span>wym <span class="ff4">(z wyłączeniem kosztu o<span class="_ _0"></span>pcji menedżerskich)<span class="ff3"> </span></span></div></div><div class="c x64 y599 w6c h27"><div class="t m0 x32 h12 y2c0 ff3 fs5 fc1 sc0 ls8 ws0">1 298<span class="ls0"> </span></div></div><div class="c x6b y599 w29 h27"><div class="t m0 x37 h12 y2c0 ff3 fs5 fc1 sc0 ls8 ws0">1 735<span class="ls0"> </span></div></div><div class="c x1 y59a w6b h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Efekt podatkowy op<span class="_ _0"></span>cji menadżerskich trwale nie<span class="_ _0"></span>stanowiących kosztu uzyskania przych<span class="_ _0"></span>odw  <span class="_ _a"></span><span class="ff3"> </span></div></div><div class="c x64 y59a w6c h11"><div class="t m0 x32 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 025<span class="ls0"> </span></div></div><div class="c x6b y59a w29 h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">323<span class="ls0"> </span></div></div><div class="c x1 y59b w6b h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Otrzymana dywidenda </div></div><div class="c x64 y59b w6c h13"><div class="t m0 x5c h12 y8b ff3 fs5 fc1 sc0 lsa ws0">(2<span class="ls8">2 282<span class="ls0">) </span></span></div></div><div class="c x6b y59b w29 h13"><div class="t m0 x16 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(21 396) </div></div><div class="c x1 y59c w6b h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Inne </div></div><div class="c x64 y59c w6c h11"><div class="t m0 x39 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y59c w29 h11"><div class="t m0 x33 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y59d w6b h35"><div class="t m0 x0 h9 y59e ff2 fs5 fc1 sc0 ls0 ws0">Obciążenie rzeczywiste z tytu<span class="_ _0"></span>łu podatku dochodowego <span class="ff1"> </span></div></div><div class="c x64 y59d w6c h35"><div class="t m0 x72 h9 y59e ff1 fs5 fc1 sc0 ls8 ws0">63<span class="ls0"> </span>013<span class="ls0"> </span></div></div><div class="c x6b y59d w29 h35"><div class="t m0 x35 h9 y59e ff1 fs5 fc1 sc0 ls8 ws0">48 084<span class="ls0"> </span></div></div><div class="c x1 y23e w6b h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Efektywna stawka podatkowa  </div></div><div class="c x64 y23e w6c h11"><div class="t m0 x58 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">14,<span class="ls8">43</span>% </div></div><div class="c x6b y23e w29 h11"><div class="t m0 x21 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">13,55% </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y1e8 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he yc0 ff4 fs8 fc1 sc0 ls0 ws0">Regulacje <span class="_ _10"> </span>dotyczące <span class="_ _10"> </span>podatku <span class="_ _10"> </span>od <span class="_ _12"> </span>towarw <span class="_ _10"> </span>i <span class="_ _12"> </span>usług, <span class="_ _10"> </span>podatku <span class="_ _10"> </span>dochodowego <span class="_ _10"> </span>od <span class="_ _10"> </span>osb <span class="_ _12"> </span>prawnych <span class="_ _10"> </span>oraz <span class="_ _10"> </span>obciąże <span class="_ _10"> </span>związanych <span class="_ _12"> </span>z </div><div class="t m0 x1 he yc1 ff4 fs8 fc1 sc0 ls0 ws0">ubezpieczeniami <span class="_ _1b"> </span>społecznymi <span class="_ _19"> </span>podlegają <span class="_ _1b"> </span>czstym <span class="_ _19"> </span>zmianom. <span class="_ _19"> </span>Te <span class="_ _1b"> </span>cz<span class="_ _a"></span>ste <span class="_ _1b"> </span>zmiany <span class="_ _19"> </span>powodują <span class="_ _19"> </span>brak <span class="_ _1b"> </span>odpowiednich <span class="_ _19"> </span>punktw </div><div class="t m0 x1 he y59f ff4 fs8 fc1 sc0 ls0 ws0">odniesienia, niespjne interpretacje oraz nieliczne ustanowione precedensy, ktre mogłyby mieć zastosowanie. Obowiązujące </div><div class="t m0 x1 he y4ab ff4 fs8 fc1 sc0 ls0 ws0">przepisy <span class="_ _19"> </span>zawierają <span class="_ _19"> </span>rwnież <span class="_ _19"> </span>niejasności, <span class="_ _18"> </span>ktre <span class="_ _19"> </span>powodują <span class="_ _19"> </span>rżnice <span class="_ _19"> </span>w <span class="_ _19"> </span>o<span class="_ _a"></span>piniach, <span class="_ _19"> </span>co <span class="_ _19"> </span>do <span class="_ _19"> </span>interpretacji <span class="_ _19"> </span>prawnej <span class="_ _19"> </span>przepisw </div><div class="t m0 x1 he y5a0 ff4 fs8 fc1 sc0 ls0 ws0">podatkowych, zarwno pomidzy organami pastwowymi jak i organami pastwowymi i przedsibiorstwami. <span class="ff3"> </span></div><div class="t m0 x1 he y1ed ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y5a1 w63 h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">KALKULACJA ZYSKU <span class="ff2">PODSTAWOWEGO I ROZW<span class="_ _0"></span>ODNIONEGO NA AKCJĘ<span class="ff1"> </span></span></div></div><div class="c x6a y5a1 w64 h16"><div class="t m0 x6c h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x39 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c x6b y5a1 w29 h16"><div class="t m0 x4e h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 xbd h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y5a2 w63 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6a y5a2 w64 h13"><div class="t m0 x89 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y5a2 w29 h13"><div class="t m0 xe h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y52a w63 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">PODSTAWOWY ZYSK NA AKCJĘ<span class="ff3 ls9">    </span><span class="ff1"> </span></div></div><div class="c x6a y52a w64 h11"><div class="t m0 x89 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y52a w29 h11"><div class="t m0 xe h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y5a3 w63 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zysk do wylicze<span class="_ _0"></span>nia podstawowego zysku na akcj<span class="_ _0"></span> <span class="_ _a"></span><span class="ff3"> </span></div></div><div class="c x6a y5a3 w64 h13"><div class="t m0 x65 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">373 684<span class="ls0"> </span></div></div><div class="c x6b y5a3 w29 h13"><div class="t m0 x65 h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">306 767<span class="ff1 ls0"> </span></div></div><div class="c x1 y5a4 w63 h16"><div class="t m0 x0 h12 yca ff4 fs5 fc1 sc0 ls0 ws0">Średnia ważona liczb<span class="_ _0"></span>a akcji zwykłych Spłki do wyliczeni<span class="_ _0"></span>a <span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">podstawowego zy<span class="_ _0"></span>sku na akcj<span class="ff3"> </span></div></div><div class="c x6a y5a4 w64 h16"><div class="t m0 x84 h12 ye7 ff3 fs5 fc1 sc0 ls9 ws0">         <span class="ls8">25 523 354 <span class="ls0"> </span></span></div></div><div class="c x6b y5a4 w29 h16"><div class="t m0 x84 h12 ye7 ff3 fs5 fc1 sc0 ls9 ws0">         <span class="ls8">25 374 258 <span class="ls0"> </span></span></div></div><div class="c x1 y5a5 w63 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Podstawowy zysk na akcję (PLN) <span class="ff1"> <span class="_ _24"> </span> </span></div></div><div class="c x6a y5a5 w64 h13"><div class="t m0 x75 h9 y8b ff1 fs5 fc1 sc0 ls9 ws0">                      <span class="ls0">14,64  </span></div></div><div class="c x6b y5a5 w29 h13"><div class="t m0 x75 h9 y8b ff1 fs5 fc1 sc0 ls9 ws0">                      <span class="ls0">12,09  </span></div></div><div class="c x1 y5a6 w63 h11"><div class="t m0 x38 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6a y5a6 w64 h11"><div class="t m0 x97 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> <span class="ff3"> </span></div></div><div class="c x6b y5a6 w29 h11"><div class="t m0 x97 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x1 y300 w63 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">ROZWODNIONY ZYSK NA <span class="ff2">AKC<span class="_ _0"></span>JĘ<span class="ff1"> </span></span></div></div><div class="c x6a y300 w64 h13"><div class="t m0 x97 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> <span class="ff3"> </span></div></div><div class="c x6b y300 w29 h13"><div class="t m0 x97 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x1 y5a7 w63 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zysk do wylicze<span class="_ _0"></span>nia rozwodnionego zysku na akcj <span class="ff3"> </span></div></div><div class="c x6a y5a7 w64 h11"><div class="t m0 x65 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">373 684<span class="ls0"> </span></div></div><div class="c x6b y5a7 w29 h11"><div class="t m0 x65 h9 y90 ff3 fs5 fc1 sc0 ls8 ws0">306 767<span class="ff1 ls0"> </span></div></div><div class="c x1 y5a8 w63 h27"><div class="t m0 x0 h12 y2bf ff4 fs5 fc1 sc0 ls0 ws0">Potencjalne akcje<span class="_ _0"></span> rozwadniające dotyczące opcji na ak<span class="_ _0"></span>cje<span class="ff3"> </span></div><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ff4">z Programu Opcji Mened<span class="_ _0"></span>żerskich<span class="ff3"> </span></span></div></div><div class="c x6a y5a8 w64 h27"><div class="t m0 x4f h12 yc9 ff3 fs5 fc1 sc0 ls9 ws0">                   <span class="ls8">54 796 <span class="ls0"> </span></span></div></div><div class="c x6b y5a8 w29 h27"><div class="t m0 x20 h9 yc9 ff3 fs5 fc1 sc0 ls9 ws0">                <span class="ls8">160 519 <span class="ff1 ls0"> </span></span></div></div><div class="c x1 y5a9 w63 h16"><div class="t m0 x0 h12 yca ff4 fs5 fc1 sc0 ls0 ws0">Średnia ważona rozwod<span class="_ _0"></span>niona liczba akcji zwykłych Spłki d<span class="_ _0"></span>o wyliczenia  <span class="ff3"> </span></div><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">rozwodnionego<span class="_ _0"></span> zysku na akcj<span class="ff3"> </span></div></div><div class="c x6a y5a9 w64 h16"><div class="t m0 x84 h12 yc9 ff3 fs5 fc1 sc0 ls9 ws0">         <span class="ls8">25 578 150 <span class="ls0"> </span></span></div></div><div class="c x6b y5a9 w29 h16"><div class="t m0 x84 h12 yc9 ff3 fs5 fc1 sc0 ls9 ws0">         <span class="ls8">25 534 776 <span class="ls0"> </span></span></div></div><div class="c x1 y5aa w63 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Rozwodniony zysk na akcję (PLN)<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x6a y5aa w64 h13"><div class="t m0 x37 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">14,61 </div></div><div class="c x6b y5aa w29 h13"><div class="t m0 x2 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">12,01 </div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">39<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y18a ff4 fs8 fc1 sc0 ls0 ws0">Rozliczenia <span class="_ _0"></span>podatkowe <span class="_ _0"></span>oraz <span class="_ _4"></span>inne <span class="_ _0"></span>obszary <span class="_ _0"></span>działalności <span class="_ _4"></span>(<span class="_ _a"></span>na <span class="_ _0"></span>przykład <span class="_ _4"></span>kwestie <span class="_ _4"></span>celne czy <span class="_ _4"></span>dewizowe) mog<span class="_ _0"></span>ą <span class="_ _0"></span>być <span class="_ _4"></span>przedmiotem kontr<span class="_ _0"></span>oli </div><div class="t m0 x1 he y18b ff4 fs8 fc1 sc0 ls0 ws0">organw,  ktre <span class="_ _10"> </span>uprawnione <span class="_ _12"> </span>są  do  n<span class="_ _0"></span>akładania  wysokich <span class="_ _10"> </span>kar  i <span class="_ _12"> </span>grzywien,  a <span class="_ _10"> </span>wszelkie  dodatkowe<span class="ff3">  </span>zobowiązania  podatkowe,<span class="_ _0"></span> </div><div class="t m0 x1 he y218 ff4 fs8 fc1 sc0 ls0 ws0">wynikające <span class="_ _4"></span>z <span class="_ _0"></span>kontroli, <span class="_ _4"></span>muszą <span class="_ _0"></span>zostać <span class="_ _0"></span>zapłacone <span class="_ _4"></span>w<span class="_ _a"></span>raz <span class="_ _4"></span>z <span class="_ _0"></span>wysokimi <span class="_ _4"></span>o<span class="_ _a"></span>dsetkami. <span class="_ _4"></span>Te <span class="_ _4"></span>warunki <span class="_ _0"></span>powodują, <span class="_ _4"></span>ż<span class="_ _a"></span>e <span class="_ _4"></span>ryzy<span class="_ _a"></span>ko <span class="_ _4"></span>podatkowe <span class="_ _0"></span>w <span class="_ _4"></span>Po<span class="_ _a"></span>lsce </div><div class="t m0 x1 he y219 ff4 fs8 fc1 sc0 ls0 ws0">jest wiksze niż w krajach o bardziej dojrzałym systemie p<span class="_ _0"></span>odatkow<span class="_ _a"></span>ym.<span class="ff3"> </span></div><div class="t m0 x1 he y18e ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _14"> </span>konsekwencji, <span class="_ _14"> </span>pomimo <span class="_ _1a"> </span>iż <span class="_ _14"> </span>Spłka <span class="_ _1a"> </span>prowadziła <span class="_ _1a"> </span>i <span class="_ _14"> </span>prowadzi <span class="_ _1a"> </span>bardzo <span class="_ _14"> </span>ostrożną <span class="_ _1a"> </span>polityk <span class="_ _14"> </span>podatkową, <span class="_ _1a"> </span>chociaż <span class="_ _14"> </span>jest <span class="_ _14"> </span>to <span class="_ _1a"> </span>mało </div><div class="t m0 x1 he y274 ff4 fs8 fc1 sc0 ls0 ws0">prawdopodobne <span class="_ _0"></span>to nie można wyklu<span class="_ _0"></span>czyć iż kwoty prezen<span class="_ _0"></span>towane i u<span class="_ _0"></span>jawniane w s<span class="_ _0"></span>prawoz<span class="_ _a"></span>daniach <span class="_ _0"></span>finansowych mogą si <span class="_ _0"></span>zmienić </div><div class="t m0 x1 he y5ab ff4 fs8 fc1 sc0 ls0 ws0">w przyszłości w wyniku ostatecznej de<span class="_ _0"></span>cyzji organu kontroli podatko<span class="_ _a"></span><span class="ff3">wej. </span></div><div class="t m0 x1 he y248 ff4 fs8 fc1 sc0 ls0 ws0">Z <span class="_ _13"></span>dniem <span class="_ _a"></span>15 <span class="_ _e"></span>lipca <span class="_ _13"></span>2016 <span class="_ _13"></span>r. <span class="_ _13"></span>do <span class="_ _13"></span>O<span class="_ _a"></span>rdynacji <span class="_ _13"></span>Podatkowej <span class="_ _13"></span>zo<span class="_ _a"></span>stały <span class="_ _a"></span>wprowadzone <span class="_ _13"></span>zmiany <span class="_ _13"></span>w <span class="_ _e"></span>celu <span class="_ _a"></span>uwz<span class="_ _a"></span>gldnienia <span class="_ _a"></span>postanowie <span class="_ _13"></span>Oglnej<span class="_ _a"></span> </div><div class="t m0 x1 he y249 ff4 fs8 fc1 sc0 ls0 ws0">Klauzuli  Zapobiegającej <span class="_ _14"> </span>Nadużyciom <span class="_ _14"> </span>(GAAR).  GAAR <span class="_ _14"> </span>ma  zapobiegać <span class="_ _14"> </span>powstawaniu <span class="_ _14"> </span>i  wykorzy<span class="_ _a"></span>stywaniu  sztucznych <span class="_ _14"> </span>struktur </div><div class="t m0 x1 he y5ac ff3 fs8 fc1 sc0 ls0 ws0">prawnych <span class="_ _f"></span>tworzonych <span class="_ _f"></span>w <span class="_ _f"></span><span class="ff4">celu <span class="_ _f"></span>uniknicia <span class="_ _f"></span>zapłaty <span class="_ _f"></span>podatku <span class="_ _f"></span>w <span class="_ _f"></span>Polsce. <span class="_ _f"></span>GAAR <span class="_ _f"></span>definiuje <span class="_ _f"></span>unikanie <span class="_ _e"></span>opo<span class="_ _a"></span>datkowania <span class="_ _f"></span>jako <span class="_ _f"> </span>czynność </span></div><div class="t m0 x1 he y279 ff4 fs8 fc1 sc0 ls0 ws0">dokonaną <span class="_ _e"></span>przede <span class="_ _e"></span>wszystkim <span class="_ _e"></span>w<span class="_ _a"></span> <span class="_ _e"></span>celu <span class="_ _e"></span>o<span class="_ _a"></span>siągnicia <span class="_ _e"></span>korzyści <span class="_ _f"></span>podatkowej, <span class="_ _e"></span>sprzecznej <span class="_ _e"></span>w <span class="_ _f"></span>danych <span class="_ _e"></span>okolicznościach <span class="_ _f"></span>z <span class="_ _e"></span>przedmiotem <span class="_ _e"></span>i </div><div class="t m0 x1 he y27a ff3 fs8 fc1 sc0 ls0 ws0">celem <span class="_ _4"></span>przepisy <span class="_ _4"></span>ustaw<span class="_ _a"></span>y <span class="_ _4"></span>podatkowej. <span class="_ _0"></span> <span class="_ _4"></span>Zgodnie <span class="_ _4"></span>z<span class="_ _a"></span> <span class="_ _4"></span><span class="ff4">G<span class="_ _a"></span>AAR <span class="_ _4"></span>taka <span class="_ _0"></span>czynność <span class="_ _4"></span>nie <span class="_ _4"></span>sk<span class="_ _a"></span>utkuje <span class="_ _4"></span>osiągniciem <span class="_ _4"></span>korzyści <span class="_ _0"></span>podatkowej, <span class="_ _4"></span>jeżeli <span class="_ _0"></span>sposb </span></div><div class="t m0 x1 he y27b ff4 fs8 fc1 sc0 ls0 ws0">działania <span class="_ _19"> </span>był <span class="_ _19"> </span>sztuczny. <span class="_ _18"> </span>Wszelkie <span class="_ _19"> </span>wystpowanie <span class="_ _18"> </span>(i) <span class="_ _19"> </span>nieuzasadnionego <span class="_ _19"> </span>dzi<span class="_ _a"></span>elenia <span class="_ _19"> </span>operacji, <span class="_ _19"> </span>(ii)<span class="_ _a"></span> <span class="_ _19"> </span>angażowania <span class="_ _19"> </span>podmiotw<span class="_ _a"></span> </div><div class="t m0 x1 he y27c ff4 fs8 fc1 sc0 ls0 ws0">pośredniczących <span class="_ _a"></span>mimo <span class="_ _a"></span>braku <span class="_ _13"></span>uzasadnienia <span class="_ _a"></span>ekonomicznego <span class="_ _a"></span>lub <span class="_ _a"></span>go<span class="_ _a"></span>spodarcz<span class="_ _a"></span>ego, <span class="_ _a"></span>(iii) <span class="_ _a"></span>elementw <span class="_ _a"></span>wz<span class="_ _a"></span>ajemnie <span class="_ _a"></span>si <span class="_ _a"></span>znoszącyc<span class="_ _a"></span>h <span class="_ _a"></span>lub </div><div class="t m0 x1 he y5ad ff4 fs8 fc1 sc0 ls0 ws0">kompensujących <span class="_ _e"></span>o<span class="_ _a"></span>raz <span class="_ _f"></span>(iv) <span class="_ _f"></span>inne <span class="_ _f"></span>działania <span class="_ _f"></span>o <span class="_ _f"></span>podobnym <span class="_ _e"></span>działaniu <span class="_ _f"> </span>do <span class="_ _f"> </span>wcześniej <span class="_ _f"></span>wspomnianych, <span class="_ _f"></span>mogą <span class="_ _f"></span>być <span class="_ _f"></span>potraktowane <span class="_ _f"></span>jako </div><div class="t m0 x1 he y5ae ff4 fs8 fc1 sc0 ls0 ws0">przesłanka istnienia sztucznych <span class="_ _a"></span>czynności podlegających przepisom <span class="_ _a"></span>GAAR. Nowe regulac<span class="_ _a"></span>je <span class="_ _a"></span>bdą wymagać <span class="_ _a"></span>znacznie wikszego </div><div class="t m0 x1 he y5af ff4 fs8 fc1 sc0 ls0 ws0">osądu przy ocenie skutkw podatkowych poszczeglnych transakcji.<span class="ff3"> </span></div><div class="t m0 x1 he y5b0 ff4 fs8 fc1 sc0 ls0 ws0">Klauzul GAAR należy stosować w odniesieniu<span class="_ _0"></span> do transakcji dokonanych po jej wejściu w życie oraz do transakcji, ktre zostały<span class="ff3"> </span></div><div class="t m0 x1 he y5b1 ff4 fs8 fc1 sc0 ls0 ws0">przeprowadzone <span class="_ _a"></span>przed <span class="_ _13"></span>wejściem <span class="_ _13"></span>w <span class="_ _13"></span>życie <span class="_ _13"></span>klauzuli <span class="_ _a"></span>GA<span class="_ _a"></span>AR, <span class="_ _a"></span>ale <span class="_ _13"></span>dla <span class="_ _13"></span>ktrych <span class="_ _13"></span>po <span class="_ _13"></span>dacie <span class="_ _a"></span>wejścia <span class="_ _13"></span>klauzuli <span class="_ _13"></span>w<span class="_ _a"></span> <span class="_ _a"></span>życ<span class="_ _a"></span>ie <span class="_ _a"></span>korzyści <span class="_ _13"></span>były <span class="_ _13"></span>lub <span class="_ _a"></span>są </div><div class="t m0 x1 he y5b2 ff4 fs8 fc1 sc0 ls0 ws0">nadal <span class="_ _18"> </span>osiągane. <span class="_ _1d"> </span>Wdrożenie <span class="_ _18"> </span>po<span class="_ _a"></span>wyższych <span class="_ _1d"> </span>przepisw <span class="_ _18"> </span>umożliwi <span class="_ _1d"> </span>polskim <span class="_ _18"> </span>organom <span class="_ _1d"> </span>kontroli <span class="_ _1d"> </span>podatkowej <span class="_ _1d"> </span>kwestionowanie </div><div class="t m0 x1 he y5b3 ff4 fs8 fc1 sc0 ls0 ws0">realizowanych przez podatnikw prawnych us<span class="_ _0"></span>tale i poroz<span class="_ _a"></span>umie, takich jak restrukturyzacja i reorganizacja grupy.<span class="ff3"> </span></div><div class="t m0 x1 he y5b4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y5b5 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y5b6 ff1 fs9 fc0 sc0 lsf ws0">7.34<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">SPRAWOZD<span class="_ _a"></span>AWCZOŚĆ SEGMENTOWA<span class="ff3"> </span></span></span></div><div class="t m0 x1 he y5b7 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y5b8 ff4 fs8 fc1 sc0 ls0 ws0">Działalność S<span class="_ _0"></span>płki jes<span class="_ _0"></span>t co <span class="_ _0"></span>do zasa<span class="_ _0"></span>dy <span class="_ _0"></span>jednorodna i <span class="_ _4"></span>polega głwnie <span class="_ _4"></span>n<span class="_ _a"></span>a bu<span class="_ _0"></span>dowie i <span class="_ _4"></span>sprzedaży lokali <span class="_ _0"></span>mieszkalnych i <span class="_ _4"></span>lokali usługowy<span class="_ _a"></span><span class="ff3">ch </span></div><div class="t m0 x1 he y5b9 ff4 fs8 fc1 sc0 ls0 ws0">(komercyjnych) <span class="_ _0"></span>i <span class="_ _0"></span>powiązanych <span class="_ _0"></span>z <span class="_ _0"></span>tym działaniach <span class="_ _4"></span>wspierających. Spłka <span class="_ _4"></span>prowadzi swoją <span class="_ _4"></span>działalność tylko <span class="_ _4"></span>na <span class="_ _0"></span>rynku <span class="_ _0"></span>warszawskim, </div><div class="t m0 x1 he y5ba ff4 fs8 fc1 sc0 ls0 ws0">natomiast <span class="_ _4"></span>Grupa <span class="_ _4"></span>Kapitało<span class="_ _a"></span>wa <span class="_ _4"></span>Dom De<span class="_ _0"></span>velopment <span class="_ _4"></span>S.A., <span class="_ _0"></span>ktrej <span class="_ _0"></span>Spłka <span class="_ _4"></span>jest <span class="_ _4"></span>podmiotem d<span class="_ _0"></span>ominującym, <span class="_ _4"></span>pr<span class="_ _a"></span>owadzi <span class="_ _4"></span>r<span class="_ _a"></span>wnież <span class="_ _4"></span>działalność </div><div class="t m0 x1 he y534 ff4 fs8 fc1 sc0 ls0 ws0">na <span class="_ _0"></span>rynkach tr<span class="_ _0"></span>jmiejskim<span class="ff3">, </span>wrocławskim<span class="ff3"> <span class="_ _4"></span>i krakowsk<span class="ls10">im</span><span class="ff4">. Działalność <span class="_ _4"></span>na rynk<span class="ff3">u <span class="_ _4"></span><span class="ff4">wroc<span class="_ _a"></span>ławskim<span class="ff3">, <span class="_ _0"></span>rynku <span class="_ _0"></span><span class="ff4">trjmiejskim <span class="_ _0"></span><span class="ff3">i ryn<span class="_ _0"></span>ku kr<span class="_ _0"></span>akowskim </span></span></span></span></span></span></span></div><div class="t m0 x1 he y42a ff4 fs8 fc1 sc0 ls0 ws0">prowadzona jest poprzez spłki zależne Grupy.<span class="ff3"> </span></div><div class="t m0 x1 he y5bb ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _14"> </span>związku <span class="_ _14"> </span>z <span class="_ _14"> </span>powyższym <span class="_ _14"> </span>segmentacja  dla <span class="_ _14"> </span>celw <span class="_ _14"> </span>sprawozdawczych <span class="_ _14"> </span>zo<span class="_ _a"></span>stała <span class="_ _14"> </span>dokonana  w<span class="_ _a"></span>  o<span class="_ _a"></span>parciu <span class="_ _14"> </span>o <span class="_ _14"> </span>kryterium  lokalizacji </div><div class="t m0 x1 he y5bc ff3 fs8 fc1 sc0 ls0 ws0">geograficznej w ramach Grupy: </div><div class="t m0 xc he y493 ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _22"> </span><span class="ff3 fs8">segment warszawski </span></span></div><div class="t m0 xc he y5bd ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _22"> </span><span class="ff4 fs8">segment trjmiejski<span class="ff3"> </span></span></span></div><div class="t m0 xc he y353 ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _22"> </span><span class="ff4 fs8">segment wrocławski<span class="ff3"> </span></span></span></div><div class="t m0 xc he y5be ff7 fs3 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _22"> </span><span class="ff3 fs8">segment krakowski </span></span></div><div class="t m0 x1 he y2bc ff4 fs8 fc1 sc0 ls0 ws0">Ocena <span class="_ _a"></span>wynikw <span class="_ _13"></span>poszczeglnych <span class="_ _a"></span>segmentw <span class="_ _13"></span>dokonywana <span class="_ _13"></span>jest <span class="_ _a"></span>głwnie <span class="_ _a"></span>w<span class="_ _a"></span> <span class="_ _a"></span>o<span class="_ _a"></span>parciu <span class="_ _a"></span>o <span class="_ _13"></span>przychody <span class="_ _a"></span>z<span class="_ _a"></span>e <span class="_ _a"></span>sprzedaży <span class="_ _13"></span>oraz <span class="_ _13"></span>zysk <span class="_ _a"></span>i <span class="_ _13"></span>marż </div><div class="t m0 x1 he y5bf ff4 fs8 fc1 sc0 ls0 ws0">brutto ze sprzedaży uzyskane przez poszczeglne segmenty<span class="ff3">. </span></div><div class="t m0 x1 he y49a ff4 fs8 fc1 sc0 ls0 ws0">Z <span class="_ _13"></span>uwagi <span class="_ _e"></span>na <span class="_ _13"></span>to, <span class="_ _e"></span>że <span class="_ _13"></span>działalność <span class="_ _e"></span>operacyjna <span class="_ _e"></span>Spłki <span class="_ _13"></span>prowadzona <span class="_ _e"></span>jest <span class="_ _e"></span>na <span class="_ _13"></span>rynku <span class="_ _e"></span>warszawskim, <span class="_ _e"></span>czyli <span class="_ _13"></span>w <span class="_ _e"></span>obrbie <span class="_ _13"></span>jednego <span class="_ _e"></span>segmentu, </div><div class="t m0 x1 he y49b ff3 fs8 fc1 sc0 ls0 ws0">niniejsze sprawozdanie finansowe nie zawiera informacji segme<span class="_ _0"></span>nto<span class="_ _a"></span>wej. </div><div class="t m0 x1 he y5c0 ff4 fs8 fc1 sc0 ls0 ws0">Informacja dotycząca segmen<span class="_ _0"></span>tw działalności przedstawiona jest w skons<span class="_ _0"></span>olidowanym sprawozdaniu finansowym S<span class="_ _0"></span>płki, ktre </div><div class="t m0 x1 he y359 ff4 fs8 fc1 sc0 ls0 ws0">przedstawia <span class="_ _25"> </span>działalność <span class="_ _25"> </span>operacyjną <span class="_ _15"> </span>n<span class="_ _0"></span>a <span class="_ _25"> </span>wszystkich <span class="_ _26"> </span>wyżej <span class="_ _25"> </span>wymienionych <span class="_ _25"> </span>rynkach <span class="_ _25"> </span>(segmentach <span class="_ _25"> </span>operacyjnych <span class="_ _25"> </span>i </div><div class="t m0 x1 he y5c1 ff3 fs8 fc1 sc0 ls0 ws0">sprawozdawczych). </div><div class="t m0 x1 he ybd ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y5c2 ff3 fs2 fc1 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="ff1 fs9"> </span></div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">40<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h25 y159 ff1 fs9 fc0 sc0 lsf ws0">7.35<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">PRZYCHO<span class="_ _a"></span>DY ZE SPRZEDAŻY I KOSZT WŁASNY <span class="_ _0"></span>SPRZEDAŻY<span class="ff3"> </span></span></span></div><div class="t m0 x1 he y15a ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y5c3 w27 h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">ANALIZA PRZYCHODÓW ZE SPRZ<span class="_ _0"></span>EDAŻY I KOSZTU WŁASNEGO <span class="_ _0"></span>SPRZEDAŻY<span class="ff1"> </span></div></div><div class="c x6a y5c3 w28 h16"><div class="t m0 x6c h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x39 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c x6b y5c3 w39 h16"><div class="t m0 x4e h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 xbd h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y18f w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Przychody ze sprzedaży<span class="_ _0"></span> wyrobw gotowych <span class="ff1"> </span></div></div><div class="c x6a y18f w28 h13"><div class="t m0 x32 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 301 776<span class="ls0"> </span></div></div><div class="c x6b y18f w39 h13"><div class="t m0 x52 h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 215 823<span class="ff1 ls0"> </span></div></div><div class="c x1 y5c4 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Przychody ze sprzedaży<span class="_ _0"></span> usług <span class="ff3"> </span></div></div><div class="c x6a y5c4 w28 h11"><div class="t m0 xa7 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">26 311<span class="ls0"> </span></div></div><div class="c x6b y5c4 w39 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">18 165<span class="ls0"> </span></div></div><div class="c x1 y5c5 w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Przychody ze sprzedaży<span class="_ _0"></span> towarw (gruntw)<span class="ff1"> </span></div></div><div class="c x6a y5c5 w28 h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">86 617<span class="ls0"> </span></div></div><div class="c x6b y5c5 w39 h13"><div class="t m0 x37 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls8">000</span><span class="ff1"> </span></div></div><div class="c x1 y5c6 w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Przychody ze sprzedaży <span class="ff1">- razem </span></div></div><div class="c x6a y5c6 w28 h13"><div class="t m0 x32 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">1 414 704<span class="ls0"> </span></div></div><div class="c x6b y5c6 w39 h13"><div class="t m0 x52 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">1 234 988<span class="ls0"> </span></div></div><div class="c x1 y5c7 w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6a y5c7 w28 h11"><div class="t m0 x89 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y5c7 w39 h11"><div class="t m0 xe h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y3c9 w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszty sprzedaży wyrobw g<span class="_ _0"></span>otowych <span class="ff1"> </span></div></div><div class="c x6a y3c9 w28 h13"><div class="t m0 x21 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(893 645) </div></div><div class="c x6b y3c9 w39 h13"><div class="t m0 x58 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">(843 248)<span class="ff1"> </span></div></div><div class="c x1 y4c w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszty sprzedaży usług <span class="ff1"> </span></div></div><div class="c x6a y4c w28 h13"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(13 337) </div></div><div class="c x6b y4c w39 h13"><div class="t m0 x1f h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">(13 509)<span class="ff1"> </span></div></div><div class="c x1 y5c8 w27 h11"><div class="t m0 x0 h9 y90 ff4 fs5 fc1 sc0 ls0 ws0">Koszty sprzedaży towarw<span class="ff1"> </span></div></div><div class="c x6a y5c8 w28 h11"><div class="t m0 x6d h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(33 041) </div></div><div class="c x6b y5c8 w39 h11"><div class="t m0 x1e h9 y90 ff3 fs5 fc1 sc0 lsa ws0">(2<span class="ls0"> <span class="ls8">168)</span><span class="ff1"> </span></span></div></div><div class="c x1 y24d w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Korekta wartości zapasw do<span class="_ _0"></span> wartości netto możliwej do uzyskani<span class="_ _0"></span>a<span class="ff1"> </span></div></div><div class="c x6a y24d w28 h13"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(12 384) </div></div><div class="c x6b y24d w39 h13"><div class="t m0 x37 h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 990<span class="ff1 ls0"> </span></div></div><div class="c x1 y5c9 w27 h15"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Koszt własny sprzedaży <span class="ff1">- razem<span class="_ _0"></span> </span></div></div><div class="c x6a y5c9 w28 h15"><div class="t m0 x21 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">(952 <span class="ls8">407)</span> </div></div><div class="c x6b y5c9 w39 h15"><div class="t m0 x58 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">(856 <span class="ls8">935)</span> </div></div><div class="c x1 y5ca w27 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">Zysk na sprzedaży brutto<span class="ff1"> </span></div></div><div class="c x6a y5ca w28 h11"><div class="t m0 x2e h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">462 297<span class="ls0"> </span></div></div><div class="c x6b y5ca w39 h11"><div class="t m0 x65 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">378 053<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y5cb ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y5cc ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y447 ff1 fs9 fc0 sc0 lsf ws0">7.36<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">KOSZTY WEDŁUG<span class="_ _a"></span> RODZAJU<span class="ff3"> </span></span></span></div><div class="t m0 x1 he y5cd ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 ya1 w27 h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">KOSZTY DZIAŁALNOŚCI OPERAC<span class="_ _0"></span>YJNEJ<span class="ff1"> </span></div></div><div class="c x6a ya1 w28 h16"><div class="t m0 x6c h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x39 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c x6b ya1 w39 h16"><div class="t m0 x4e h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 xbd h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y5ce w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszt własny sprzedaży <span class="ff1"> </span></div></div><div class="c x6a y5ce w28 h13"><div class="t m0 x21 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">(952 407)<span class="ff1"> </span></div></div><div class="c x6b y5ce w39 h13"><div class="t m0 x58 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">(856 935)<span class="ff1"> </span></div></div><div class="c x1 y5cf w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Koszty sprzedaży <span class="ff3"> </span></div></div><div class="c x6a y5cf w28 h11"><div class="t m0 x6d h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(45 437) </div></div><div class="c x6b y5cf w39 h11"><div class="t m0 x1f h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(42 811) </div></div><div class="c x1 y2e0 w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszty ogln<span class="_ _0"></span>ego zarządu <span class="ff1"> </span></div></div><div class="c x6a y2e0 w28 h13"><div class="t m0 x6d h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">(96 378)<span class="ff1"> </span></div></div><div class="c x6b y2e0 w39 h13"><div class="t m0 x1f h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">(80 490)<span class="ff1"> </span></div></div><div class="c x1 y5d0 w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Razem  </div></div><div class="c x6a y5d0 w28 h11"><div class="t m0 x7a h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">(1 094 <span class="ls8">222)</span> </div></div><div class="c x6b y5d0 w39 h11"><div class="t m0 x58 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">(980 <span class="ls8">236)</span> </div></div><div class="c x1 y5d1 w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6a y5d1 w28 h11"><div class="t m0 x89 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y5d1 w39 h11"><div class="t m0 xe h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y5d2 w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Koszty według rodzaju<span class="ff1"> </span></div></div><div class="c x6a y5d2 w28 h13"><div class="t m0 x89 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y5d2 w39 h13"><div class="t m0 xe h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y299 w27 h15"><div class="t m0 x0 h9 y90 ff3 fs5 fc1 sc0 ls0 ws0">Amortyzacja <span class="ff1"> </span></div></div><div class="c x6a y299 w28 h15"><div class="t m0 x6d h9 y90 ff3 fs5 fc1 sc0 ls0 ws0">(11 063)<span class="ff1"> </span></div></div><div class="c x6b y299 w39 h15"><div class="t m0 x1f h9 y90 ff3 fs5 fc1 sc0 ls0 ws0">(10 344)<span class="ff1"> </span></div></div><div class="c x1 y5d3 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zużycie materiałw i e<span class="_ _0"></span>nergii <span class="ff3"> </span></div></div><div class="c x6a y5d3 w28 h13"><div class="t m0 x21 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(384 892) </div></div><div class="c x6b y5d3 w39 h13"><div class="t m0 x58 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(478 051) </div></div><div class="c x1 y5d4 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Usługi obce <span class="ff3"> </span></div></div><div class="c x6a y5d4 w28 h11"><div class="t m0 x21 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(687 808) </div></div><div class="c x6b y5d4 w39 h11"><div class="t m0 x58 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(725 087) </div></div><div class="c x1 yaa w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Podatki i opłaty <span class="ff3"> </span></div></div><div class="c x6a yaa w28 h11"><div class="t m0 xbd h12 y90 ff3 fs5 fc1 sc0 lsa ws0">(6<span class="ls0"> <span class="ls8">759)</span> </span></div></div><div class="c x6b yaa w39 h11"><div class="t m0 x1e h12 y90 ff3 fs5 fc1 sc0 lsa ws0">(9<span class="ls0"> <span class="ls8">934)</span> </span></div></div><div class="c x1 y5d5 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszty świadcze pracowni<span class="_ _0"></span>czych <span class="ff3"> </span></div></div><div class="c x6a y5d5 w28 h13"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(73 752) </div></div><div class="c x6b y5d5 w39 h13"><div class="t m0 x1f h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(65 407) </div></div><div class="c x1 y5d6 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe koszty rodzajowe<span class="_ _0"></span> <span class="ff3"> </span></div></div><div class="c x6a y5d6 w28 h11"><div class="t m0 xbd h12 y90 ff3 fs5 fc1 sc0 lsa ws0">(3<span class="ls0"> <span class="ls8">619)</span> </span></div></div><div class="c x6b y5d6 w39 h11"><div class="t m0 x1e h12 y90 ff3 fs5 fc1 sc0 lsa ws0">(2<span class="ls0"> <span class="ls8">362)</span> </span></div></div><div class="c x1 y5d7 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wartość sprzedanych towarw i m<span class="_ _0"></span>ateriałw<span class="ff3"> </span></div></div><div class="c x6a y5d7 w28 h13"><div class="t m0 x6d h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(33 041) </div></div><div class="c x6b y5d7 w39 h13"><div class="t m0 x1e h12 y8b ff3 fs5 fc1 sc0 lsa ws0">(2<span class="ls0"> <span class="ls8">168)</span> </span></div></div><div class="c x1 y4f6 w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zmiana stanu produk<span class="_ _0"></span>tw i produkcji w toku<span class="ff1"> </span></div></div><div class="c x6a y4f6 w28 h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">101<span class="ls0"> </span>921<span class="ls0"> </span></div></div><div class="c x6b y4f6 w39 h13"><div class="t m0 x65 h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">306 175<span class="ff1 ls0"> </span></div></div><div class="c x1 y5d8 w27 h11"><div class="t m0 x0 h9 y90 ff4 fs5 fc1 sc0 ls0 ws0">Koszt wytworzenia produ<span class="_ _0"></span>ktw na własne potrzeby<span class="ff1"> </span></div></div><div class="c x6a y5d8 w28 h11"><div class="t m0 x80 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">4 791<span class="ls0"> </span></div></div><div class="c x6b y5d8 w39 h11"><div class="t m0 x37 h9 y90 ff3 fs5 fc1 sc0 ls8 ws0">6 942<span class="ff1 ls0"> </span></div></div><div class="c x1 y5d9 w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x6a y5d9 w28 h11"><div class="t m0 x7a h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">(1 094 <span class="ls8">222)</span> </div></div><div class="c x6b y5d9 w39 h11"><div class="t m0 x58 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">(980 <span class="ls8">236)</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y5da ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y5db ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y13a ff1 fs9 fc0 sc0 lsf ws0">7.37<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">KOSZTY ŚWIADCZEŃ PRACOWNICZYCH I ZATRUDNIENIE<span class="ff3"> </span></span></span></div><div class="t m0 x1 he y7b ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y5dc w27 h27"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">KOSZTY ŚWIADCZEŃ PRACOWNICZ<span class="_ _0"></span>YCH I ŚREDNI STAN ZATRUDNIENI<span class="_ _0"></span>A<span class="ff1"> </span></div><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">(wraz z kadrą zarzą<span class="_ _0"></span>dczą)<span class="ff1"> </span></div></div><div class="c x6a y5dc w28 h27"><div class="t m0 x6c h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x39 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c x6b y5dc w39 h27"><div class="t m0 x4e h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 xbd h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y5dd w27 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6a y5dd w28 h11"><div class="t m0 x89 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y5dd w39 h11"><div class="t m0 xe h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1e5 w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Poszczególne kategorie zatrudni<span class="_ _0"></span>onych (liczba zatrudni<span class="_ _0"></span>onych) <span class="ff1"> </span></div></div><div class="c x6a y1e5 w28 h13"><div class="t m0 xb h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">193<span class="ls0"> </span></div></div><div class="c x6b y1e5 w39 h13"><div class="t m0 x25 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">193<span class="ls0"> </span></div></div><div class="c x1 y1e6 w27 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Kategoria <span class="ff4">–</span> <span class="ff4">umysłowi </span> </div></div><div class="c x6a y1e6 w28 h11"><div class="t m0 xb h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">193<span class="ls0"> </span></div></div><div class="c x6b y1e6 w39 h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">193<span class="ls0"> </span></div></div><div class="c x1 y5de w27 h11"><div class="t m0 x38 h9 y90 ff3 fs5 fc1 sc0 ls0 ws0">Kategoria <span class="ff4">–</span> fizyczn<span class="_ _0"></span>i <span class="ff1"> </span></div></div><div class="c x6a y5de w28 h11"><div class="t m0 x81 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y5de w39 h11"><div class="t m0 x33 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y5df w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6a y5df w28 h13"><div class="t m0 x89 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y5df w39 h13"><div class="t m0 xe h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y5e0 w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Koszty <span class="ff2">świadczeń pracowniczych<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c x6a y5e0 w28 h11"><div class="t m0 x89 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y5e0 w39 h11"><div class="t m0 xe h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y5e1 w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszty wynagrodze<span class="_ _0"></span>, w tym m.in.:<span class="ff1"> </span></div></div><div class="c x6a y5e1 w28 h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">65 884<span class="ls0"> </span></div></div><div class="c x6b y5e1 w39 h13"><div class="t m0 x35 h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">58 302<span class="ff1 ls0"> </span></div></div><div class="c x1 y5e2 w27 h11"><div class="t m0 x26 h36 y90 ffa fs5 fc1 sc0 ls0 ws0">- <span class="ff9">w tym koszty płatności w formi<span class="_ _0"></span>e akcji (nota 7.44) <span class="ffb"> </span></span></div></div><div class="c x6a y5e2 w28 h11"><div class="t m0 x80 h36 y90 ffa fs5 fc1 sc0 ls8 ws0">5 393<span class="ls0"> </span></div></div><div class="c x6b y5e2 w39 h11"><div class="t m0 x37 h36 y90 ffa fs5 fc1 sc0 ls8 ws0">1 701<span class="ffb ls0"> </span></div></div><div class="c x1 y5e3 w27 h11"><div class="t m0 x0 h9 y90 ff4 fs5 fc1 sc0 ls0 ws0">Ubezpieczeni<span class="_ _0"></span>a społeczne i inne świadczenia <span class="ff1"> </span></div></div><div class="c x6a y5e3 w28 h11"><div class="t m0 x80 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">7 868<span class="ls0"> </span></div></div><div class="c x6b y5e3 w39 h11"><div class="t m0 x37 h9 y90 ff3 fs5 fc1 sc0 ls8 ws0">7 105<span class="ff1 ls0"> </span></div></div><div class="c x1 y5e4 w27 h11"><div class="t m0 x0 h9 y5e5 ff2 fs5 fc1 sc0 ls0 ws0">Koszty świadczeń pracowniczych <span class="ff1">- <span class="_ _0"></span>razem </span></div></div><div class="c x6a y5e4 w28 h11"><div class="t m0 xa7 h9 y5e5 ff1 fs5 fc1 sc0 ls8 ws0">73 752<span class="ls0"> </span></div></div><div class="c x6b y5e4 w39 h11"><div class="t m0 x35 h9 y5e5 ff1 fs5 fc1 sc0 ls8 ws0">65<span class="ls0"> </span>407<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y5e6 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y5e7 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">41<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h25 y159 ff1 fs9 fc0 sc0 lsf ws0">7.38<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">PO<span class="_ _a"></span>ZOSTAŁE PRZYCHODY OPERACYJNE<span class="ff3"> </span></span></span></div><div class="t m0 x1 he y15a ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y5c3 w27 h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">POZOSTAŁE PRZYCHODY OPERA<span class="_ _0"></span>CYJNE<span class="ff1"> </span></div></div><div class="c x6a y5c3 w28 h16"><div class="t m0 x6c h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x39 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c x6b y5c3 w29 h16"><div class="t m0 x4e h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 xbd h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y18f w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Przychody z tytułu kar umownych<span class="_ _0"></span>, porozumie<span class="_ _0"></span> i odszkodowa <span class="ff1"> </span></div></div><div class="c x6a y18f w28 h13"><div class="t m0 xb h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">327<span class="ls0"> </span></div></div><div class="c x6b y18f w29 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">419<span class="ls0"> </span></div></div><div class="c x1 y5c4 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Rozwiązanie rezerwy na k<span class="_ _0"></span>oszty <span class="ff3"> </span></div></div><div class="c x6a y5c4 w28 h11"><div class="t m0 x80 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">7 212<span class="ls0"> </span></div></div><div class="c x6b y5c4 w29 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">2 348<span class="ls0"> </span></div></div><div class="c x1 y5c5 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Przychody z odszk<span class="_ _0"></span>odowa<span class="ff3"> </span></div></div><div class="c x6a y5c5 w28 h13"><div class="t m0 x81 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y5c5 w29 h13"><div class="t m0 x33 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y5c6 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe <span class="ff3"> </span></div></div><div class="c x6a y5c6 w28 h13"><div class="t m0 xb h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">368<span class="ls0"> </span></div></div><div class="c x6b y5c6 w29 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">383<span class="ls0"> </span></div></div><div class="c x1 y5e8 w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem  </div></div><div class="c x6a y5e8 w28 h13"><div class="t m0 x80 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">7 907<span class="ls0"> </span></div></div><div class="c x6b y5e8 w29 h13"><div class="t m0 x37 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">3 150<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y5e9 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y5ea ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y1f3 ff1 fs9 fc0 sc0 lsf ws0">7.39<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">PO<span class="_ _a"></span>ZOSTAŁE KOSZTY OPERACYJNE<span class="ff3"> </span></span></span></div><div class="t m0 x4 he y5eb ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y3fa w27 h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">POZOSTAŁE KOSZTY OPERA<span class="_ _0"></span>CYJNE<span class="ff1"> </span></div></div><div class="c x6a y3fa w28 h16"><div class="t m0 x6c h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x39 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c x6b y3fa w29 h16"><div class="t m0 x4e h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 xbd h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y5ec w27 h11"><div class="t m0 x0 h9 y90 ff4 fs5 fc1 sc0 ls0 ws0">Rezerwa z tytułu kar i po<span class="_ _0"></span>rozumie <span class="ff1"> </span></div></div><div class="c x6a y5ec w28 h11"><div class="t m0 xb h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">162<span class="ls0"> </span></div></div><div class="c x6b y5ec w29 h11"><div class="t m0 x33 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y5ed w27 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Darowizny </div></div><div class="c x6a y5ed w28 h13"><div class="t m0 x80 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 734<span class="ls0"> </span></div></div><div class="c x6b y5ed w29 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">509<span class="ls0"> </span></div></div><div class="c x1 y5ee w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Rezerwa na pozostałe ko<span class="_ _0"></span>szty <span class="ff3"> </span></div></div><div class="c x6a y5ee w28 h11"><div class="t m0 x80 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">4 786<span class="ls0"> </span></div></div><div class="c x6b y5ee w29 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">7 631<span class="ls0"> </span></div></div><div class="c x1 y5ef w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Odpisane ni<span class="_ _0"></span>eściągalne należności<span class="ff3"> </span></div></div><div class="c x6a y5ef w28 h13"><div class="t m0 x80 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 327<span class="ls0"> </span></div></div><div class="c x6b y5ef w29 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">645<span class="ls0"> </span></div></div><div class="c x1 y5f0 w27 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Koszty napraw i usterek (w <span class="_ _0"></span>tym zmiana rezerwy) </div></div><div class="c x6a y5f0 w28 h13"><div class="t m0 x80 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">3 342<span class="ls0"> </span></div></div><div class="c x6b y5f0 w29 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">3 073<span class="ls0"> </span></div></div><div class="c x1 y5f1 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Koszty zaniechanych<span class="_ _0"></span> projektw<span class="ff3"> </span></div></div><div class="c x6a y5f1 w28 h11"><div class="t m0 x81 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y5f1 w29 h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">763<span class="ls0"> </span></div></div><div class="c x1 y572 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszty związane z nabywani<span class="_ _0"></span>em spłek zależnych<span class="ff3"> </span></div></div><div class="c x6a y572 w28 h13"><div class="t m0 x80 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">3 264<span class="ls0"> </span></div></div><div class="c x6b y572 w29 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">2 291<span class="ls0"> </span></div></div><div class="c x1 y2df w27 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Koszty <span class="ff4">zrzeczenia si ro<span class="_ _0"></span>szcze z opcji Put na akcje *)<span class="ff3"> </span></span></div></div><div class="c x6a y2df w28 h13"><div class="t m0 x80 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">3 902<span class="ls0"> </span></div></div><div class="c x6b y2df w29 h13"><div class="t m0 x33 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y5b6 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c x6a y5b6 w28 h11"><div class="t m0 xb h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">524<span class="ls0"> </span></div></div><div class="c x6b y5b6 w29 h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">288<span class="ls0"> </span></div></div><div class="c x1 y5f2 w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Razem  </div></div><div class="c x6a y5f2 w28 h11"><div class="t m0 xa7 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">19 041<span class="ls0"> </span></div></div><div class="c x6b y5f2 w29 h11"><div class="t m0 x35 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">15 200<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h12 y5f3 ff3 fs5 fc1 sc0 ls0 ws0">*) patrz nota 7.44 </div><div class="t m0 x4 he y5f4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y5f5 ff1 fs9 fc0 sc0 lsf ws0">7.40<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff1 fc1">PRZYCHO<span class="_ _a"></span>DY FINANSOWE<span class="ff3"> </span></span></span></div><div class="t m0 x1 he y5f6 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1d9 w27 h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">PRZYCHODY FINANSOWE </div></div><div class="c x6a y1d9 w28 h16"><div class="t m0 x6c h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x39 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c x6b y1d9 w29 h16"><div class="t m0 x4e h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 xbd h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y5f7 w27 h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Odsetki od l<span class="_ _0"></span>okat bankowych i pożyczek (czść nieskap<span class="_ _0"></span>italizowana) <span class="ff1"> </span></div></div><div class="c x6a y5f7 w28 h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">25 553<span class="ls0"> </span></div></div><div class="c x6b y5f7 w29 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">6 671<span class="ls0"> </span></div></div><div class="c x1 y5f8 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Przychody z tytułu d<span class="ff3">yskon<span class="_ _0"></span>towania <span class="ff4">zobowiąza</span> </span></div></div><div class="c x6a y5f8 w28 h11"><div class="t m0 x80 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 480<span class="ls0"> </span></div></div><div class="c x6b y5f8 w29 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">3 125<span class="ls0"> </span></div></div><div class="c x1 y5f9 w27 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Otrzymane dywidend<span class="_ _0"></span>y </div></div><div class="c x6a y5f9 w28 h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">117 276<span class="ls0"> </span></div></div><div class="c x6b y5f9 w29 h13"><div class="t m0 x65 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">112 608<span class="ls0"> </span></div></div><div class="c x1 y5fa w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Odsetki pozo<span class="_ _0"></span>stałe<span class="ff3"> </span></div></div><div class="c x6a y5fa w28 h11"><div class="t m0 xb h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">510<span class="ls0"> </span></div></div><div class="c x6b y5fa w29 h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">203<span class="ls0"> </span></div></div><div class="c x1 y5fb w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Wycena instrument<span class="_ _0"></span>w zabezpieczających CAP<span class="ff3"> </span></div></div><div class="c x6a y5fb w28 h11"><div class="t m0 xb h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">152<span class="ls0"> </span></div></div><div class="c x6b y5fb w29 h11"><div class="t m0 x33 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y44f w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Rżnice kursowe<span class="ff3"> </span></div></div><div class="c x6a y44f w28 h13"><div class="t m0 x81 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y44f w29 h13"><div class="t m0 x33 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y157 w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem  </div></div><div class="c x6a y157 w28 h13"><div class="t m0 x2e h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">144 971<span class="ls0"> </span></div></div><div class="c x6b y157 w29 h13"><div class="t m0 x65 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">122 607<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 he y5fc ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 he y35 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y5fd ff1 fs9 fc0 sc0 lsf ws0">7.41<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff1 fc1">KOSZTY FINANSOWE<span class="ff3"> </span></span></span></div><div class="t m0 x4 he y5fe ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y5ff w27 h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">KOSZTY FINANSOWE </div></div><div class="c x6a y5ff w28 h16"><div class="t m0 x6c h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x39 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c x6b y5ff w29 h16"><div class="t m0 x4e h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 xbd h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y600 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Odsetki od k<span class="_ _0"></span>redytw i obligacji (czść nieskapitali<span class="_ _0"></span>zowana) <span class="ff3"> </span></div></div><div class="c x6a y600 w28 h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">13 469<span class="ls0"> </span></div></div><div class="c x6b y600 w29 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">6 038<span class="ls0"> </span></div></div><div class="c x1 y601 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Odsetki pozo<span class="_ _0"></span>stałe <span class="ff3"> </span></div></div><div class="c x6a y601 w28 h11"><div class="t m0 xb h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">207<span class="ls0"> </span></div></div><div class="c x6b y601 w29 h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">240<span class="ls0"> </span></div></div><div class="c x1 y182 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Prowizje i opłaty <span class="ff3"> </span></div></div><div class="c x6a y182 w28 h11"><div class="t m0 x80 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 007<span class="ls0"> </span></div></div><div class="c x6b y182 w29 h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">967<span class="ls0"> </span></div></div><div class="c x1 y602 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Rżnice kursowe<span class="ff3"> </span></div></div><div class="c x6a y602 w28 h13"><div class="t m0 x80 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 012<span class="ls0"> </span></div></div><div class="c x6b y602 w29 h13"><div class="t m0 x9d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">55<span class="ls0"> </span></div></div><div class="c x1 y603 w27 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Koszty finansowe le<span class="_ _0"></span>asingu </div></div><div class="c x6a y603 w28 h11"><div class="t m0 xb h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">839<span class="ls0"> </span></div></div><div class="c x6b y603 w29 h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">900<span class="ls0"> </span></div></div><div class="c x1 y604 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Koszty z tytułu dyskontowani<span class="_ _0"></span>a należności i zobowiąza<span class="ff3"> </span></div></div><div class="c x6a y604 w28 h13"><div class="t m0 xb h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">946<span class="ls0"> </span></div></div><div class="c x6b y604 w29 h13"><div class="t m0 x33 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y605 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wycena instrument<span class="_ _0"></span>w zabezpieczających CAP<span class="ff3"> </span></div></div><div class="c x6a y605 w28 h13"><div class="t m0 x81 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y605 w29 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">636<span class="ls0"> </span></div></div><div class="c x1 y606 w27 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Strata ze zbycia inwestycji<span class="_ _0"></span> </div></div><div class="c x6a y606 w28 h11"><div class="t m0 x81 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x6b y606 w29 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 438<span class="ls0"> </span></div></div><div class="c x1 y607 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c x6a y607 w28 h13"><div class="t m0 xb h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">142<span class="ls0"> </span></div></div><div class="c x6b y607 w29 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">184<span class="ls0"> </span></div></div><div class="c x1 y608 w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem  </div></div><div class="c x6a y608 w28 h13"><div class="t m0 xa7 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">17 622<span class="ls0"> </span></div></div><div class="c x6b y608 w29 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">10 458<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 he y609 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">42<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h25 y159 ff1 fs9 fc0 sc0 lsf ws0">7.42<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">KOSZTY FINANSOWE Z TYTUŁU ODSETEK<span class="ff1"> </span></span></span></div><div class="t m0 x1 he y15a ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y60a w27 h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">KOSZTY FINANSOWE Z TYTU<span class="_ _0"></span>ŁU ODSETEK<span class="ff1"> </span></div></div><div class="c x6a y60a w28 h16"><div class="t m0 x6c h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x39 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c x6b y60a w29 h16"><div class="t m0 x4e h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 xbd h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y60b w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Wartość kosztw finansowych<span class="_ _0"></span> (odsetek) aktywowanych<span class="_ _0"></span> w produkcji w toku *</div><div class="t m0 xc5 h2d y43f ff3 fsa fc1 sc0 ls25 ws0">) </div><div class="t m0 xa2 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6a y60b w28 h11"><div class="t m0 x80 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">2 434<span class="ls0"> </span></div></div><div class="c x6b y60b w29 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">4 580<span class="ls0"> </span></div></div><div class="c x1 y60c w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Wartość kosztw finansowych<span class="_ _0"></span> (odsetek) ujtych w rachu<span class="_ _0"></span>nku zyskw i strat <span class="ff3"> </span></div></div><div class="c x6a y60c w28 h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">13<span class="ls0"> </span>676<span class="ls0"> </span></div></div><div class="c x6b y60c w29 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">6 278<span class="ls0"> </span></div></div><div class="c x1 y60d w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Całkowita wartość poniesi<span class="_ _0"></span>onych kosztów finansowych z tytułu odse<span class="_ _0"></span>tek <span class="ff1"> </span></div></div><div class="c x6a y60d w28 h13"><div class="t m0 xa7 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">16 110<span class="ls0"> </span></div></div><div class="c x6b y60d w29 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">10 858<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h12 y60e ff3 fs5 fc1 sc0 ls0 ws0">*</div><div class="t m0 xaa h2d y60f ff3 fsa fc1 sc0 ls0 ws0">) </div><div class="t m0 xc6 h12 y60e ff4 fs5 fc1 sc0 ls0 ws0">Koszty <span class="_ _a"></span>finansowe <span class="_ _a"></span>poniesione <span class="_ _13"></span>w <span class="_ _a"></span>w<span class="_ _a"></span>yniku <span class="_ _a"></span>finansowania <span class="_ _a"></span>projektw <span class="_ _13"></span>dew<span class="_ _a"></span>eloperski<span class="_ _0"></span>ch <span class="_ _a"></span>s<span class="_ _a"></span>ą <span class="_ _a"></span>co <span class="_ _13"></span>do <span class="_ _13"></span>zasady <span class="_ _a"></span>kapitalizowane <span class="_ _a"></span>jako <span class="_ _13"></span>produkcja <span class="_ _13"></span>w </div><div class="t m0 x6e h12 y610 ff4 fs5 fc1 sc0 ls0 ws0">toku <span class="_ _4"></span>i <span class="_ _0"></span>dotyczą <span class="_ _4"></span>odsetek, <span class="_ _4"></span>prowizji <span class="_ _0"></span>i <span class="_ _4"></span>opł<span class="_ _a"></span>at <span class="_ _4"></span>od <span class="_ _0"></span>obligacji <span class="_ _4"></span>oraz <span class="_ _4"></span>kredytw<span class="_ _a"></span>. <span class="_ _0"></span>Koszty <span class="_ _4"></span>finansowe <span class="_ _4"></span>ktre <span class="_ _0"></span>nie <span class="_ _4"></span>zostały <span class="_ _0"></span>poniesione <span class="_ _4"></span>w <span class="_ _4"></span>c<span class="_ _a"></span>elu <span class="_ _4"></span>finansowania </div><div class="t m0 x6e h12 y611 ff4 fs5 fc1 sc0 ls0 ws0">projektw dewe<span class="_ _0"></span>loperskich odnoszone są bezpo<span class="_ _0"></span>średnio do rachunkw zyskw i strat.<span class="ff3"> </span></div><div class="t m0 x1 he y1f2 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y612 ff1 fs9 fc0 sc0 lsf ws0">7.43<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">TRANSAKCJE Z PODMIOTAMI POWIĄZANYMI <span class="_ _a"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 he y613 ff4 fs8 fc1 sc0 ls0 ws0">W okresach dwunastu miesicy zakoczonych 31 grudnia 2022 i 2<span class="_ _a"></span>021 r. Spłka była stroną przedstaw<span class="_ _a"></span>ionych poniżej transakcji </div><div class="t m0 x1 he y614 ff3 fs8 fc1 sc0 ls0 ws0">z <span class="ff4">podmiotami powiązanymi. Opisy transakcji przedstawione zostały w poniższych tabelach.</span> </div></div><div class="c x1 y615 w3f h2f"><div class="t m0 x0 h9 y43f ff2 fs5 fc1 sc0 ls0 ws0">DOM DEVELOPMENT S.A. JAKO KU<span class="_ _0"></span>PUJĄCY PRODUKTY LUB U<span class="_ _0"></span>SŁUGI:<span class="ff1"> </span></div></div><div class="c x1 y616 w6d h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">Druga strona transakcji </div></div><div class="c xc7 y616 w6e h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">Określenie transakcji<span class="ff1"> </span></div></div><div class="c xb9 y616 w5d h16"><div class="t m0 x26 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x1f h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c xbb y616 w5d h16"><div class="t m0 x38 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x5c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y617 w6d h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Woodsford Consu<span class="_ _0"></span>lting Limited </div></div><div class="c xc7 y617 w6e h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Usługi konsultin<span class="_ _0"></span>gowe <span class="ff3">(umowa z 27.06.2007<span class="ls26">r.</span> z aneksem) </span></div></div><div class="c xb9 y617 w5d h11"><div class="t m0 x59 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">2 412<span class="ls0"> </span></div></div><div class="c xbb y617 w5d h11"><div class="t m0 x67 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">2 138<span class="ls0"> </span></div></div><div class="c x1 y618 w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Hansom Property Company Li<span class="_ _0"></span>mited </div></div><div class="c xc7 y618 w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Usługi konsultin<span class="_ _0"></span>gowe <span class="ff3">(umowa z 02.01.2001r. z aneksami) </span></div></div><div class="c xb9 y618 w5d h13"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 678<span class="ls0"> </span></div></div><div class="c xbb y618 w5d h13"><div class="t m0 x67 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 567<span class="ls0"> </span></div></div><div class="c x1 y619 w6d h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">M &amp; M Usługi Doradcze M. Ko<span class="_ _0"></span>larski<span class="ff3"> </span></div></div><div class="c xc7 y619 w6e h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Usługi konsultin<span class="_ _0"></span>gowe<span class="ff3"> </span></div></div><div class="c xb9 y619 w5d h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">197<span class="ls0"> </span></div></div><div class="c xbb y619 w5d h11"><div class="t m0 x72 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">149<span class="ls0"> </span></div></div><div class="c x1 y61a w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Development Grun<span class="_ _0"></span>ty sp. z o.o.  </div></div><div class="c xc7 y61a w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zakup nie<span class="_ _0"></span>ruchomości<span class="ff3"> </span></div></div><div class="c xb9 y61a w5d h13"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">9 987<span class="ls0"> </span></div></div><div class="c xbb y61a w5d h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y61b w6d h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o. <span class="ff3"> </span></div></div><div class="c xc7 y61b w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Umowy o wspłpracy<span class="ff3"> </span></div></div><div class="c xb9 y61b w5d h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">22<span class="ls0"> </span></div></div><div class="c xbb y61b w5d h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y61c w6d h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z o.o. *)<span class="ff3"> </span></div></div><div class="c xc7 y61c w6e h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Umowy o wspłpracy<span class="ff3"> </span></div></div><div class="c xb9 y61c w5d h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">20<span class="ls0"> </span></div></div><div class="c xbb y61c w5d h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 ya3 w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Mirabelle Inve<span class="_ _0"></span>stments sp. z o.o. </div></div><div class="c xc7 ya3 w6e h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ff4">Pozostałe</span> </div></div><div class="c xb9 ya3 w5d h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb ya3 w5d h13"><div class="t m0 x34 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">5 </div></div><div class="c x1 y61d w6d h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. </div></div><div class="c xc7 y61d w6e h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ff4">Umowy o wspłpracy</span> </div></div><div class="c xb9 y61d w5d h11"><div class="t m0 xc8 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">7 </div></div><div class="c xbb y61d w5d h11"><div class="t m0 x72 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">233<span class="ls0"> </span></div></div><div class="c x1 y61e w6d h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl Construction sp. z o<span class="_ _0"></span>.o. </div></div><div class="c xc7 y61e w6e h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ff4">Umowy o wspłpracy</span> </div></div><div class="c xb9 y61e w5d h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y61e w5d h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y5b8 w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Construction sp. z o.o. </div></div><div class="c xc7 y5b8 w6e h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ff4">Usługi budowlan<span class="_ _0"></span>e<span class="ff3"> </span></span></div></div><div class="c xb9 y5b8 w5d h13"><div class="t m0 x50 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">445 376<span class="ls0"> </span></div></div><div class="c xbb y5b8 w5d h13"><div class="t m0 x5b h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">363 777<span class="ls0"> </span></div></div><div class="c x1 y61f w6d h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Dom Construction sp. z o.o. </div></div><div class="c xc7 y61f w6e h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="ff4">Pozostałe</span> </div></div><div class="c xb9 y61f w5d h11"><div class="t m0 x59 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 018<span class="ls0"> </span></div></div><div class="c xbb y61f w5d h11"><div class="t m0 x72 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">603<span class="ls0"> </span></div></div><div class="c x1 y111 w6d h14"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Land sp. z o.o. </div></div><div class="c xc7 y111 w6e h14"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zakup nie<span class="_ _0"></span>ruchomości<span class="ff3"> </span></div></div><div class="c xb9 y111 w5d h14"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y111 w5d h14"><div class="t m0 x67 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">8 117<span class="ls0"> </span></div></div><div class="c x1 y620 w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Sento S.A. </div></div><div class="c xc7 y620 w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Umowy o wspłpracy<span class="ff3"> </span></div></div><div class="c xb9 y620 w5d h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y620 w5d h13"><div class="t m0 x72 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">668<span class="ls0"> </span></div></div><div class="c x1 y621 w6d h16"><div class="t m0 x0 h12 yca ff3 fs5 fc1 sc0 ls0 ws0">Doradztwo w zakresie infrastruk<span class="_ _0"></span>tury </div><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">technicznej Rafał Kierski<span class="ff3"> </span></div></div><div class="c xc7 y621 w6e h16"><div class="t m0 x0 h12 yca ff4 fs5 fc1 sc0 ls0 ws0">Umowy o wspłpracy<span class="ff3"> </span></div></div><div class="c xb9 y621 w5d h16"><div class="t m0 x59 h12 ye7 ff3 fs5 fc1 sc0 ls8 ws0">1 380<span class="ls0"> </span></div></div><div class="c xbb y621 w5d h16"><div class="t m0 x67 h12 ye7 ff3 fs5 fc1 sc0 ls8 ws0">2 165<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h1f y622 ff3 fs3 fc1 sc0 ls0 ws0">*</div><div class="t m0 x60 h37 y623 ff3 fsc fc1 sc0 ls0 ws0">)</div><div class="t m0 xaa h1f y622 ff3 fs3 fc1 sc0 ls0 ws0"> w tym Buma Deve<span class="_ _0"></span>lopment 8 sp. z o<span class="_ _0"></span>.o., Buma Develo<span class="_ _0"></span>pment 20 sp. z o.o., B<span class="_ _0"></span>uma Development 21 <span class="_ _0"></span>sp. z o.o., Buma Dev<span class="_ _0"></span>elopment 22 sp. z o.o., </div><div class="t m0 x4 h12 y624 ff3 fs3 fc1 sc0 ls0 ws0">Buma Develo<span class="_ _0"></span>pment sp. z o.o. i Buma <span class="_ _0"></span>Management sp. zo.o.<span class="fs5"> </span></div><div class="t m0 x4 h12 y2b8 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y625 w3f h2a"><div class="t m0 x0 h9 y416 ff2 fs5 fc1 sc0 ls0 ws0">DOM DEVELOPMENT S.A. JAKO S<span class="_ _0"></span>PRZEDAJĄCY TOWARY I ŚWIA<span class="_ _0"></span>DCZĄCY USŁUGI:<span class="ff1"> </span></div></div><div class="c x1 y626 w6d h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">Druga strona transakcji </div></div><div class="c xc7 y626 w6e h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">Określenie transakcji<span class="ff1"> </span></div></div><div class="c xb9 y626 w5d h16"><div class="t m0 x26 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x1f h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c xbb y626 w5d h16"><div class="t m0 x38 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x5c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y50d w6d h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Dom Development Grun<span class="_ _0"></span>ty sp. z o.o.  </div></div><div class="c xc7 y50d w6e h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Umowy o wspłpracy<span class="ff3"> </span></div></div><div class="c xb9 y50d w5d h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">24<span class="ls0"> </span></div></div><div class="c xbb y50d w5d h11"><div class="t m0 x32 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">18<span class="ls0"> </span></div></div><div class="c x1 y627 w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. </div></div><div class="c xc7 y627 w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Umowa o wspłpracy<span class="ff3"> </span></div></div><div class="c xb9 y627 w5d h13"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">3 764<span class="ls0"> </span></div></div><div class="c xbb y627 w5d h13"><div class="t m0 x67 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">2 406<span class="ls0"> </span></div></div><div class="c x1 y628 w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl Construction sp. z o<span class="_ _0"></span>.o. </div></div><div class="c xc7 y628 w6e h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Umowa o <span class="ff4">wspłpracy</span> </div></div><div class="c xb9 y628 w5d h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">27<span class="ls0"> </span></div></div><div class="c xbb y628 w5d h13"><div class="t m0 x32 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">73<span class="ls0"> </span></div></div><div class="c x1 y629 w6d h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Dom Land sp. z o.o. </div></div><div class="c xc7 y629 w6e h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Umowy o wspłpracy<span class="ff3"> </span></div></div><div class="c xb9 y629 w5d h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">16<span class="ls0"> </span></div></div><div class="c xbb y629 w5d h11"><div class="t m0 x32 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">11<span class="ls0"> </span></div></div><div class="c x1 y62a w6d h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o. <span class="ff3"> </span></div></div><div class="c xc7 y62a w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Umowy o wspłpracy<span class="ff3"> </span></div></div><div class="c xb9 y62a w5d h13"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">3 039<span class="ls0"> </span></div></div><div class="c xbb y62a w5d h13"><div class="t m0 x67 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 797<span class="ls0"> </span></div></div><div class="c x1 y62b w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Construction sp. z o.o. </div></div><div class="c xc7 y62b w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Umowy o wspłpracy<span class="ff3"> </span></div></div><div class="c xb9 y62b w5d h13"><div class="t m0 x22 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">11 333<span class="ls0"> </span></div></div><div class="c xbb y62b w5d h13"><div class="t m0 x67 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">8 074<span class="ls0"> </span></div></div><div class="c x1 y37 w6d h15"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Dom Development Kred<span class="_ _0"></span>yty sp. z o.o.  </div></div><div class="c xc7 y37 w6e h15"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Umowy o wspłpracy<span class="ff3"> </span></div></div><div class="c xb9 y37 w5d h15"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">399<span class="ls0"> </span></div></div><div class="c xbb y37 w5d h15"><div class="t m0 x72 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">507<span class="ls0"> </span></div></div><div class="c x1 y2c1 w6d h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z o.o. *)<span class="ff3"> </span></div></div><div class="c xc7 y2c1 w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Umowy o wspłpracy<span class="ff3"> </span></div></div><div class="c xb9 y2c1 w5d h13"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">2 077<span class="ls0"> </span></div></div><div class="c xbb y2c1 w5d h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y62c w6d h16"><div class="t m0 x0 h12 yca ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 21 sp. z o.o. </div><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">sp. k. </div></div><div class="c xc7 y62c w6e h16"><div class="t m0 x0 h12 ye7 ff4 fs5 fc1 sc0 ls0 ws0">Umowy o wspłpracy<span class="ff3"> </span></div></div><div class="c xb9 y62c w5d h16"><div class="t m0 x35 h12 yca ff3 fs5 fc1 sc0 ls8 ws0">373<span class="ls0"> </span></div></div><div class="c xbb y62c w5d h16"><div class="t m0 x2e h12 yca ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y62d w6d h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 12 sp. z o.o.<span class="ff3"> </span></div></div><div class="c xc7 y62d w6e h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Umowy o <span class="ff4">wspłpracy</span> </div></div><div class="c xb9 y62d w5d h13"><div class="t m0 xc8 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">9 </div></div><div class="c xbb y62d w5d h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y62e w6d h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 2 sp. z o.o.<span class="ff3"> </span></div></div><div class="c xc7 y62e w6e h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Umowy o wspłpracy<span class="ff3"> </span></div></div><div class="c xb9 y62e w5d h11"><div class="t m0 xc8 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">7 </div></div><div class="c xbb y62e w5d h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y62f w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Buma Contractor 1 sp. z o.o. </div></div><div class="c xc7 y62f w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Umowy o wspłpracy<span class="ff3"> </span></div></div><div class="c xb9 y62f w5d h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">19<span class="ls0"> </span></div></div><div class="c xbb y62f w5d h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y630 w6d h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">M2 Biuro sp. z o.o. </div></div><div class="c xc7 y630 w6e h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Umowy o wspłpracy<span class="ff3"> </span></div></div><div class="c xb9 y630 w5d h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y630 w5d h11"><div class="t m0 x34 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">3 </div></div><div class="c x1 y631 w6d h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Issogne sp. z o.o. </div></div><div class="c xc7 y631 w6e h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Umowy o wspłpracy<span class="ff3"> </span></div></div><div class="c xb9 y631 w5d h11"><div class="t m0 xc8 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">3 </div></div><div class="c xbb y631 w5d h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y632 w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Mirabelle Inve<span class="_ _0"></span>stments sp. z o.o. </div></div><div class="c xc7 y632 w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Umowy o wspłpracy<span class="ff3"> </span></div></div><div class="c xb9 y632 w5d h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">15<span class="ls0"> </span></div></div><div class="c xbb y632 w5d h13"><div class="t m0 x32 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">10<span class="ls0"> </span></div></div><div class="c x1 y633 w6d h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Sento S.A. </div></div><div class="c xc7 y633 w6e h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Umowy o wspłpracy<span class="ff3"> </span></div></div><div class="c xb9 y633 w5d h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">460<span class="ls0"> </span></div></div><div class="c xbb y633 w5d h11"><div class="t m0 x72 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">163<span class="ls0"> </span></div></div><div class="c x1 y634 w6d h13"><div class="t m0 x0 h12 y10d ff3 fs5 fc1 sc0 ls0 ws0">Nestobud sp. z o.o. </div></div><div class="c xc7 y634 w6e h13"><div class="t m0 x0 h12 y10d ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c xb9 y634 w5d h13"><div class="t m0 xc8 h12 y10d ff3 fs5 fc1 sc0 ls0 ws0">4 </div></div><div class="c xbb y634 w5d h13"><div class="t m0 x32 h12 y10d ff3 fs5 fc1 sc0 ls8 ws0">40<span class="ls0"> </span></div></div><div class="c x1 y1ec w6d h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Groupe Belle<span class="_ _0"></span>forêt S.à r.l<span class="ff3"> </span></div></div><div class="c xc7 y1ec w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Pozostałe<span class="ff3"> </span></div></div><div class="c xb9 y1ec w5d h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y1ec w5d h13"><div class="t m0 x32 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">11<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h1f y635 ff3 fs3 fc1 sc0 ls0 ws0">*</div><div class="t m0 x60 h37 yc5 ff3 fsc fc1 sc0 ls0 ws0">)</div><div class="t m0 xaa h1f y635 ff3 fs3 fc1 sc0 ls0 ws0"> w tym Buma Deve<span class="_ _0"></span>lopment 8 sp. z o<span class="_ _0"></span>.o., Buma Develo<span class="_ _0"></span>pment 20 sp. z o.o., B<span class="_ _0"></span>uma Development 21 <span class="_ _0"></span>sp. z o.o., Buma Dev<span class="_ _0"></span>elopment 22 sp. z o.o., </div><div class="t m0 x4 h12 y636 ff3 fs3 fc1 sc0 ls0 ws0">Buma Develo<span class="_ _0"></span>pment sp. z o.o. i Buma <span class="_ _0"></span>Management sp. zo.o.<span class="fs5"> </span></div><div class="t m0 x2 h12 y637 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">43<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 h12 y638 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y639 w3f h2f"><div class="t m0 x0 h9 y43f ff2 fs5 fc1 sc0 ls0 ws0">DOM DEVELOPMENT S.A. JAKO PO<span class="_ _0"></span>ŻYCZKODAWCA:<span class="ff1"> </span></div></div><div class="c x1 y63a w6d h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">Druga strona transakcji </div></div><div class="c xc7 y63a w6e h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">Określenie transakcji<span class="ff1"> </span></div></div><div class="c xb9 y63a w5d h16"><div class="t m0 x26 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c xbb y63a w5d h16"><div class="t m0 x38 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x5c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y63b w6d h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o.<span class="ff3"> </span></div></div><div class="c xc7 y63b w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Udzielona pożyczk<span class="_ _0"></span>a<span class="ff3"> </span></div></div><div class="c xb9 y63b w5d h13"><div class="t m0 x50 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">125 000<span class="ls0"> </span></div></div><div class="c xbb y63b w5d h13"><div class="t m0 x46 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">40 000<span class="ls0"> </span></div></div><div class="c x1 y4a6 w6d h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o.<span class="ff3"> </span></div></div><div class="c xc7 y4a6 w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Spłacona pożyczka<span class="ff3"> </span></div></div><div class="c xb9 y4a6 w5d h13"><div class="t m0 x18 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(10 000) </div></div><div class="c xbb y4a6 w5d h13"><div class="t m0 x4e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(15 000) </div></div><div class="c x1 y63c w6d h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o.<span class="ff3"> </span></div></div><div class="c xc7 y63c w6e h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Otrzymane odsetki o<span class="_ _0"></span>d pożyczki netto<span class="ff3"> </span></div></div><div class="c xb9 y63c w5d h11"><div class="t m0 x59 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">6 227<span class="ls0"> </span></div></div><div class="c xbb y63c w5d h11"><div class="t m0 x72 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">346<span class="ls0"> </span></div></div><div class="c x1 y63d w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. </div></div><div class="c xc7 y63d w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Udzielona pożyczk<span class="_ _0"></span>a<span class="ff3"> </span></div></div><div class="c xb9 y63d w5d h13"><div class="t m0 x22 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">90 000<span class="ls0"> </span></div></div><div class="c xbb y63d w5d h13"><div class="t m0 x46 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">55 000<span class="ls0"> </span></div></div><div class="c x1 y277 w6d h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. </div></div><div class="c xc7 y277 w6e h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Spłacona pożyczka<span class="ff3"> </span></div></div><div class="c xb9 y277 w5d h11"><div class="t m0 xa9 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(108 000) </div></div><div class="c xbb y277 w5d h11"><div class="t m0 xc9 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(680) </div></div><div class="c x1 y278 w6d h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. </div></div><div class="c xc7 y278 w6e h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Otrzymane odsetki o<span class="_ _0"></span>d pożyczki netto<span class="ff3"> </span></div></div><div class="c xb9 y278 w5d h11"><div class="t m0 x59 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">2 896<span class="ls0"> </span></div></div><div class="c xbb y278 w5d h11"><div class="t m0 x67 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">2 399<span class="ls0"> </span></div></div><div class="c x1 y63e w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Sento S.A. (w tym Sento 22 sp. z o.<span class="_ _0"></span>o.) </div></div><div class="c xc7 y63e w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Udzielona pożyczk<span class="_ _0"></span>a<span class="ff3"> </span></div></div><div class="c xb9 y63e w5d h13"><div class="t m0 x22 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">19 000<span class="ls0"> </span></div></div><div class="c xbb y63e w5d h13"><div class="t m0 x5b h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">113 827<span class="ls0"> </span></div></div><div class="c x1 y63f w6d h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Sento S.A. (w tym Sento 22 sp. z o.<span class="_ _0"></span>o.) </div></div><div class="c xc7 y63f w6e h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Spłacona pożyczka<span class="ff3"> </span></div></div><div class="c xb9 y63f w5d h11"><div class="t m0 xa9 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(108 380) </div></div><div class="c xbb y63f w5d h11"><div class="t m0 x4e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(24 447) </div></div><div class="c x1 y640 w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc7 y640 w6e h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb9 y640 w5d h13"><div class="t m0 xb7 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xbb y640 w5d h13"><div class="t m0 x36 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y641 w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Sento S.A. (w tym Sento 22 sp. z o.<span class="_ _0"></span>o.) </div></div><div class="c xc7 y641 w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Otrzymane odsetki o<span class="_ _0"></span>d pożyczki netto<span class="ff3"> </span></div></div><div class="c xb9 y641 w5d h13"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">4 932<span class="ls0"> </span></div></div><div class="c xbb y641 w5d h13"><div class="t m0 x67 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 648<span class="ls0"> </span></div></div><div class="c x1 y548 w6d h15"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z o.o.<span class="ff3"> </span></div></div><div class="c xc7 y548 w6e h15"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Udzielona pożyczk<span class="_ _0"></span>a<span class="ff3"> </span></div></div><div class="c xb9 y548 w5d h15"><div class="t m0 x22 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">90 200<span class="ls0"> </span></div></div><div class="c xbb y548 w5d h15"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y66 w6d h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z o.o.<span class="ff3"> </span></div></div><div class="c xc7 y66 w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Spłacona pożyczka<span class="ff3"> </span></div></div><div class="c xb9 y66 w5d h13"><div class="t m0 x18 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(21 350) </div></div><div class="c xbb y66 w5d h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y642 w6d h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z o.o.<span class="ff3"> </span></div></div><div class="c xc7 y642 w6e h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Otrzymane odsetki o<span class="_ _0"></span>d pożyczki netto<span class="ff3"> </span></div></div><div class="c xb9 y642 w5d h11"><div class="t m0 x59 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">2 760<span class="ls0"> </span></div></div><div class="c xbb y642 w5d h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y643 w6d h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 12 sp. z o.o.<span class="ff3"> </span></div></div><div class="c xc7 y643 w6e h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Udzielona pożyczk<span class="_ _0"></span>a<span class="ff3"> </span></div></div><div class="c xb9 y643 w5d h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y643 w5d h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y280 w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom <span class="ff4">Development Krak<span class="_ _0"></span>w 12 sp. z o.o.<span class="ff3"> </span></span></div></div><div class="c xc7 y280 w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Spłacona pożyczka<span class="ff3"> </span></div></div><div class="c xb9 y280 w5d h13"><div class="t m0 x5c h12 y8b ff3 fs5 fc1 sc0 lsa ws0">(8<span class="ls0"> <span class="ls8">050)</span> </span></div></div><div class="c xbb y280 w5d h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y644 w6d h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 12 sp. z o.o.<span class="ff3"> </span></div></div><div class="c xc7 y644 w6e h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Otrzymane odsetki o<span class="_ _0"></span>d pożyczki netto<span class="ff3"> </span></div></div><div class="c xb9 y644 w5d h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">673<span class="ls0"> </span></div></div><div class="c xbb y644 w5d h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h12 y645 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h12 y646 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h12 y647 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y648 w3f h2a"><div class="t m0 x0 h9 y416 ff2 fs5 fc1 sc0 ls0 ws0">DOM DEVELOPMENT S.A. JAKO W<span class="_ _0"></span>PŁACAJĄCY KAPITAŁ DO <span class="_ _0"></span>SPÓŁEK ZALEŻNYCH:<span class="ff1"> </span></div></div><div class="c x1 y48c w6d h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">Druga strona transakcji </div></div><div class="c xc7 y48c w6e h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">Określenie <span class="ff1">transakcji </span></div></div><div class="c xb9 y48c w5d h16"><div class="t m0 x26 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x1f h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c xbb y48c w5d h16"><div class="t m0 x38 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x5c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y649 w6d h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o.<span class="ff3"> </span></div></div><div class="c xc7 y649 w6e h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zwrot dopłaty do kap<span class="_ _0"></span>itału *</div><div class="t m0 x6e h2d y43f ff3 fsa fc1 sc0 ls0 ws0">)</div><div class="t m0 xca h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xb9 y649 w5d h11"><div class="t m0 x18 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">(28 000) </div></div><div class="c xbb y649 w5d h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y64a w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">M2 Biuro sp. z o.o. </div></div><div class="c xc7 y64a w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dopłata do kapitału *)<span class="ff3"> </span></div></div><div class="c xb9 y64a w5d h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y64a w5d h13"><div class="t m0 xc9 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(750) </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h12 y64b ff3 fs5 fc1 sc0 ls0 ws0">*</div><div class="t m0 xaa h2d y64c ff3 fsa fc1 sc0 ls0 ws0">)</div><div class="t m0 xc0 h12 y64b ff3 fs5 fc1 sc0 ls0 ws0"> <span class="_ _1a"> </span><span class="ff4">wpłata <span class="_ _14"> </span>kapitału <span class="_ _1a"> </span>zakładowego <span class="_ _14"> </span>oraz <span class="_ _1a"> </span>dopłata <span class="_ _1a"> </span>do <span class="_ _14"> </span>kapitałw <span class="_ _1a"> </span>spłek <span class="_ _1a"> </span>zależnych <span class="_ _14"> </span>zostały <span class="_ _1a"> </span>ujte <span class="_ _14"> </span>w <span class="_ _1a"> </span>bilansie <span class="_ _1a"> </span>w <span class="_ _14"> </span>pozycji <span class="_ _1a"> </span>„Inwestycje </span></div><div class="t m0 x6e h12 y64d ff3 fs5 fc1 sc0 ls0 ws0">w <span class="ff4">jednostkach zale<span class="_ _0"></span>żnych, stowarzyszonych i wspl<span class="_ _0"></span>nym przedsiwziciu”.<span class="ff3"> </span></span></div><div class="t m0 x1 h12 y64e ff3 fs5 fc1 sc0 ls0 ws0">  </div><div class="t m0 x1 h12 y309 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y64f w3f h2f"><div class="t m0 x0 h9 y43f ff2 fs5 fc1 sc0 ls0 ws0">DOM DEVELOPMENT S.A. JAKO N<span class="_ _0"></span>ABYWAJĄCY UDZIAŁY/ AKCJE O<span class="_ _0"></span>D <span class="_ _a"></span>SPÓŁEK ZALEŻNYCH:<span class="ff1"> </span></div></div><div class="c x1 yae w6d h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">Druga strona transakcji </div></div><div class="c xc7 yae w6e h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">Określenie transakcji<span class="ff1"> </span></div></div><div class="c xb9 yae w5d h16"><div class="t m0 x26 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x1f h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c xbb yae w5d h16"><div class="t m0 x38 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x5c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y650 w6d h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z o.o.<span class="ff3"> </span></div></div><div class="c xc7 y650 w6e h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Nabycie akcji Sento<span class="_ _0"></span> S.A. </div></div><div class="c xb9 y650 w5d h11"><div class="t m0 x59 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">2 196<span class="ls0"> </span></div></div><div class="c xbb y650 w5d h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h12 y651 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h12 y652 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y237 w3f h2f"><div class="t m0 x0 h9 y43f ff2 fs5 fc1 sc0 ls0 ws0">DOM DEVELOPMENT S.A. JAKO U<span class="_ _0"></span>DZIELAJĄCY ZALICZEK:<span class="ff1"> </span></div></div><div class="c x1 y432 w6d h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">Druga strona transakcji </div></div><div class="c xc7 y432 w6e h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">Określenie transakcji<span class="ff1"> </span></div></div><div class="c xb9 y432 w5d h16"><div class="t m0 x26 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c xbb y432 w5d h16"><div class="t m0 x38 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x5c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y434 w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Development Grun<span class="_ _0"></span>ty sp. z o.o.  </div></div><div class="c xc7 y434 w6e h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Zaliczka (netto) przek<span class="_ _0"></span>azana w celu nabycia gruntu </div></div><div class="c xb9 y434 w5d h13"><div class="t m0 x5c h12 y8b ff3 fs5 fc1 sc0 lsa ws0">(9<span class="ls0"> <span class="ls8">871)</span> </span></div></div><div class="c xbb y434 w5d h13"><div class="t m0 x67 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">8 666<span class="ls0"> </span></div></div><div class="c x1 y435 w6d h15"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Dom Land sp. z o.o.  </div></div><div class="c xc7 y435 w6e h15"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Zaliczka (netto) przek<span class="_ _0"></span>azana w celu nabycia gruntu  </div></div><div class="c xb9 y435 w5d h15"><div class="t m0 x22 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">10 938<span class="ls0"> </span></div></div><div class="c xbb y435 w5d h15"><div class="t m0 x51 h12 y90 ff3 fs5 fc1 sc0 lsa ws0">(7<span class="ls0"> <span class="ls8">915)</span> </span></div></div><div class="c x1 y653 w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Woodsford Consu<span class="_ _0"></span>lting Limited </div></div><div class="c xc7 y653 w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zaliczki (netto) na p<span class="_ _0"></span>oczet usług konsultingowych<span class="ff3"> </span></div></div><div class="c xb9 y653 w5d h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y653 w5d h13"><div class="t m0 x72 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">580<span class="ls0"> </span></div></div><div class="c x1 y359 w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Hansom Property Company Li<span class="_ _0"></span>mited </div></div><div class="c xc7 y359 w6e h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zaliczki (netto) na p<span class="_ _0"></span>oczet usług konsultingowych<span class="ff3"> </span></div></div><div class="c xb9 y359 w5d h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y359 w5d h13"><div class="t m0 x67 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 120<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h12 y436 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h12 y654 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y655 w3f h2a"><div class="t m0 x0 h9 y416 ff1 fs5 fc1 sc0 ls0 ws0">DOM <span class="ff2">DEVELOPMENT S.A. JAKO RO<span class="_ _0"></span>ZLICZAJĄCY KAUCJE:<span class="ff1"> </span></span></div></div><div class="c x1 y656 w6d h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">Druga strona transakcji </div></div><div class="c xc7 y656 w6e h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">Określenie transakcji<span class="ff1"> </span></div></div><div class="c xb9 y656 w5d h16"><div class="t m0 x26 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x1f h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c xbb y656 w5d h16"><div class="t m0 x38 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x5c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y657 w6d h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Dom Construction sp. z o.o. </div></div><div class="c xc7 y657 w6e h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Zatrzymane kaucje gwarancyjn<span class="_ _0"></span>e </div></div><div class="c xb9 y657 w5d h11"><div class="t m0 x59 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">4 252<span class="ls0"> </span></div></div><div class="c xbb y657 w5d h11"><div class="t m0 x72 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">653<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h12 y658 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h12 y659 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h12 y65a ff3 fs5 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">44<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x1 y65b w3f h2f"><div class="t m0 x0 h9 y43f ff2 fs5 fc1 sc0 ls0 ws0">DOM DEVELOPMENT S.A. JAKO W<span class="_ _0"></span>YPŁACAJACY DYWIDENDĘ:<span class="ff1"> </span></div></div><div class="c x1 y65c w6d h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">Druga strona transakcji </div></div><div class="c xc7 y65c w6e h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">Określenie transakcji<span class="ff1"> </span></div></div><div class="c xb9 y65c w5d h16"><div class="t m0 x26 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x1f h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c xbb y65c w5d h16"><div class="t m0 x38 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x5c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y65d w6d h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Groupe Belle<span class="_ _0"></span>forêt S.à r.l<span class="ff3"> <span class="_ _27"> </span> </span></div></div><div class="c xc7 y65d w6e h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dywidenda wypłacona<span class="ff3"> </span></div></div><div class="c xb9 y65d w5d h11"><div class="t m0 x50 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">148 637<span class="ls0"> </span></div></div><div class="c xbb y65d w5d h11"><div class="t m0 x5b h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">141 559<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h12 y65e ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h12 y65f ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y43b w3f h2f"><div class="t m0 x0 h9 y43f ff2 fs5 fc1 sc0 ls0 ws0">DOM DEVELOPMENT S.A. JAKO OT<span class="_ _0"></span>RZYMUJĄCY DYWIDENDĘ<span class="ff1"> </span></div></div><div class="c x1 y660 w6d h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">Druga strona transakcji </div></div><div class="c xc7 y660 w6e h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">Określenie <span class="ff1">transakcji </span></div></div><div class="c xb9 y660 w5e h16"><div class="t m0 x26 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x65 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c xbb y660 w6f h16"><div class="t m0 x38 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ls0"> </span></div><div class="t m0 x5c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y661 w6d h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. </div></div><div class="c xc7 y661 w6e h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Dywidenda otrzymana </div></div><div class="c xb9 y661 w5e h11"><div class="t m0 x52 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">79 183<span class="ls0"> </span></div></div><div class="c xbb y661 w6f h11"><div class="t m0 x46 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">82 836<span class="ls0"> </span></div></div><div class="c x1 y662 w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Construction sp. z o.o. </div></div><div class="c xc7 y662 w6e h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dywidenda otrzymana </div></div><div class="c xb9 y662 w5e h13"><div class="t m0 x52 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">33 859<span class="ls0"> </span></div></div><div class="c xbb y662 w6f h13"><div class="t m0 x46 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">17 537<span class="ls0"> </span></div></div><div class="c x1 y663 w6d h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o.<span class="ff3"> </span></div></div><div class="c xc7 y663 w6e h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Dywidenda otrzymana </div></div><div class="c xb9 y663 w5e h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y663 w6f h11"><div class="t m0 x67 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">9 272<span class="ls0"> </span></div></div><div class="c x1 y65 w6d h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Development Kredyty sp. z <span class="_ _0"></span>o.o. </div></div><div class="c xc7 y65 w6e h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dywidenda otrzymana </div></div><div class="c xb9 y65 w5e h13"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">4 234<span class="ls0"> </span></div></div><div class="c xbb y65 w6f h13"><div class="t m0 x67 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">2 963<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h12 y2a8 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h12 y664 ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h12 y665 ff3 fs5 fc1 sc0 ls0 ws0">*</div><div class="t m0 xaa h2d y666 ff3 fsa fc1 sc0 ls0 ws0">)</div><div class="t m0 xc0 h12 y665 ff3 fs5 fc1 sc0 ls0 ws0"> <span class="_ _13"></span><span class="ff4">dopłata <span class="_ _e"></span>do <span class="_ _13"></span>kapitałw <span class="_ _e"></span>spłek <span class="_ _13"></span>zależnych <span class="_ _13"></span>zostały <span class="_ _e"></span>ujte <span class="_ _e"></span>w <span class="_ _13"></span>bilansie <span class="_ _13"></span>w <span class="_ _e"></span>pozycji <span class="_ _13"></span>„<span class="_ _a"></span>Inwestycje <span class="_ _13"></span>w <span class="_ _e"></span>jednostkach <span class="_ _13"></span>zależnych, <span class="_ _13"></span>stowarzyszonych<span class="_ _13"></span></span> </div><div class="t m0 x6e h12 y667 ff3 fs5 fc1 sc0 ls0 ws0">i <span class="ff4">wsplnym przed<span class="_ _0"></span>siwziciu”.<span class="ff3"> </span></span></div><div class="t m0 x1 h12 y26b ff4 fs5 fc1 sc0 ls0 ws0">Transakcje midzy po<span class="_ _0"></span>dmiotami powiązanymi odbywają si<span class="_ _0"></span> na zasadach rynkowych.<span class="ff3"> </span></div><div class="t m0 x2 he y47f ff3 fs8 fc1 sc0 ls0 ws0"> <span class="_ _28"> </span> </div></div><div class="c x1 y5aa w70 h38"><div class="t m0 x0 h9 y86 ff2 fs5 fc1 sc0 ls0 ws0">SALDA Z PODMIOTAMI POWIĄZA<span class="_ _0"></span>NYMI <span class="ff1">- </span>salda z punktu widzenia Sp<span class="_ _0"></span>ółki<span class="ff1"> </span></div></div><div class="c x1 y466 w58 h39"><div class="t m0 x0 h12 y668 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb8 y466 w59 h39"><div class="t m0 x26 h9 y668 ff2 fs5 fc1 sc0 ls0 ws0">Należności od podmi<span class="_ _0"></span>otów </div><div class="t m0 x52 h9 y669 ff2 fs5 fc1 sc0 ls0 ws0">powiązanych<span class="ff1"> </span></div></div><div class="c xb9 y466 w5a h39"><div class="t m0 x43 h9 y668 ff2 fs5 fc1 sc0 ls0 ws0">Zobowiązania wob<span class="_ _0"></span>ec podmiotów </div><div class="t m0 x52 h9 y669 ff2 fs5 fc1 sc0 ls0 ws0">powiązanych<span class="ff1"> </span></div></div><div class="c x1 y467 w58 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb8 y467 w5b h13"><div class="t m0 x4c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c xba y467 w5c h13"><div class="t m0 x4c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c xb9 y467 w5d h13"><div class="t m0 x4c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c xbb y467 w5e h13"><div class="t m0 x26 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y66a w58 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb8 y66a w5b h13"><div class="t m0 xb7 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xba y66a w5c h13"><div class="t m0 xb7 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb9 y66a w5d h13"><div class="t m0 xb7 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xbb y66a w5e h13"><div class="t m0 x36 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y66b w58 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Saldo razem </div></div><div class="c xb8 y66b w5b h13"><div class="t m0 x50 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">36<span class="ls0">8 </span>713<span class="ls0"> </span></div></div><div class="c xba y66b w5c h13"><div class="t m0 x50 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">314 259<span class="ls0"> </span></div></div><div class="c xb9 y66b w5d h13"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">70 490<span class="ls0"> </span></div></div><div class="c xbb y66b w5e h13"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">18 756<span class="ls0"> </span></div></div><div class="c x1 y66c w58 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Jednostki zależne <span class="ff1"> </span></div></div><div class="c xb8 y66c w5b h13"><div class="t m0 x50 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">35<span class="ls0">4 </span>667<span class="ls0"> </span></div></div><div class="c xba y66c w5c h13"><div class="t m0 x50 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">311 967<span class="ls0"> </span></div></div><div class="c xb9 y66c w5d h13"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">70 069<span class="ls0"> </span></div></div><div class="c xbb y66c w5e h13"><div class="t m0 x46 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">16 873<span class="ls0"> </span></div></div><div class="c x1 y66d w58 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Development Grun<span class="_ _0"></span>ty sp. z o.o. </div></div><div class="c xb8 y66d w5b h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xba y66d w5c h13"><div class="t m0 x22 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">12<span class="ls0"> </span>142<span class="ls0"> </span></div></div><div class="c xb9 y66d w5d h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y66d w5e h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y66e w58 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o. dopłaty do kapi<span class="_ _0"></span>tału*</div><div class="t m0 xcb h2d y43f ff3 fsa fc1 sc0 ls0 ws0">)</div><div class="t m0 xcc h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb8 y66e w5b h11"><div class="t m0 x22 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">47<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xba y66e w5c h11"><div class="t m0 x22 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">75 000<span class="ls0"> </span></div></div><div class="c xb9 y66e w5d h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y66e w5e h11"><div class="t m0 x2e h9 y90 ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x1 y66f w58 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o. udzielone pożyczki<span class="ff3"> </span></div></div><div class="c xb8 y66f w5b h13"><div class="t m0 x50 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">140<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xba y66f w5c h13"><div class="t m0 x22 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">25 000<span class="ls0"> </span></div></div><div class="c xb9 y66f w5d h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y66f w5e h13"><div class="t m0 x2e h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x1 y670 w58 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Wro<span class="_ _0"></span>cław sp. z o.o. <span class="ff3"> </span></div></div><div class="c xb8 y670 w5b h11"><div class="t m0 x59 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls8">326</span> </div></div><div class="c xba y670 w5c h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">295<span class="ls0"> </span></div></div><div class="c xb9 y670 w5d h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y670 w5e h11"><div class="t m0 x2e h9 y90 ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x1 y4b6 w58 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A. udzielon<span class="_ _0"></span>e pożyczki<span class="ff3"> </span></div></div><div class="c xb8 y4b6 w5b h11"><div class="t m0 x22 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">90<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xba y4b6 w5c h11"><div class="t m0 x50 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">108 000<span class="ls0"> </span></div></div><div class="c xb9 y4b6 w5d h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y4b6 w5e h11"><div class="t m0 x2e h9 y90 ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x1 y671 w58 h14"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl S.A.  </div></div><div class="c xb8 y671 w5b h14"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls8">721</span> </div></div><div class="c xba y671 w5c h14"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">687<span class="ls0"> </span></div></div><div class="c xb9 y671 w5d h14"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y671 w5e h14"><div class="t m0 x2e h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x1 y672 w58 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Euro Styl Construction sp. z o<span class="_ _0"></span>.o. </div></div><div class="c xb8 y672 w5b h11"><div class="t m0 xc8 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">6 </div></div><div class="c xba y672 w5c h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xb9 y672 w5d h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y672 w5e h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y2d w58 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Development Kred<span class="_ _0"></span>yty sp. z o.o. </div></div><div class="c xb8 y2d w5b h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">175<span class="ls0"> </span></div></div><div class="c xba y2d w5c h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xb9 y2d w5d h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y2d w5e h13"><div class="t m0 x2e h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x1 y673 w58 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Construction sp. z o.o. </div></div><div class="c xb8 y673 w5b h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">655<span class="ls0"> </span></div></div><div class="c xba y673 w5c h13"><div class="t m0 x59 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">1 <span class="ls8">311</span> </div></div><div class="c xb9 y673 w5d h13"><div class="t m0 x22 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">65 164<span class="ls0"> </span></div></div><div class="c xbb y673 w5e h13"><div class="t m0 x46 h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">16 220<span class="ff1 ls0"> </span></div></div><div class="c x1 y28a w58 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Dom Construction sp. z o.o. k<span class="_ _0"></span>aucje </div></div><div class="c xb8 y28a w5b h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xba y28a w5c h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xb9 y28a w5d h11"><div class="t m0 x59 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">4 905<span class="ls0"> </span></div></div><div class="c xbb y28a w5e h11"><div class="t m0 x72 h9 y90 ff3 fs5 fc1 sc0 ls8 ws0">653<span class="ff1 ls0"> </span></div></div><div class="c x1 y674 w58 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Issogne sp. z o.o. </div></div><div class="c xb8 y674 w5b h13"><div class="t m0 xc8 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">3 </div></div><div class="c xba y674 w5c h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xb9 y674 w5d h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y674 w5e h13"><div class="t m0 x2e h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x1 y675 w58 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Sento S.A. udzielo<span class="_ _0"></span>ne pożyczki<span class="ff3"> </span></div></div><div class="c xb8 y675 w5b h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xba y675 w5c h13"><div class="t m0 x22 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">89 380<span class="ls0"> </span></div></div><div class="c xb9 y675 w5d h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y675 w5e h13"><div class="t m0 x2e h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x1 y676 w58 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Sento S.A. </div></div><div class="c xb8 y676 w5b h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">53<span class="ls0"> </span></div></div><div class="c xba y676 w5c h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">103<span class="ls0"> </span></div></div><div class="c xb9 y676 w5d h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y676 w5e h11"><div class="t m0 x2e h9 y90 ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x1 y596 w58 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z o.o. udzielone pożyczki<span class="ff3"> </span></div></div><div class="c xb8 y596 w5b h13"><div class="t m0 x22 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">73<span class="ls0"> </span>045<span class="ls0"> </span></div></div><div class="c xba y596 w5c h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xb9 y596 w5d h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y596 w5e h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y651 w58 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w sp. z o.o.<span class="ff3"> </span></div></div><div class="c xb8 y651 w5b h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">607<span class="ls0"> </span></div></div><div class="c xba y651 w5c h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xb9 y651 w5d h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y651 w5e h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y677 w58 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 21 sp. z o.o. sp. k.<span class="ff3"> </span></div></div><div class="c xb8 y677 w5b h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">62<span class="ls0"> </span></div></div><div class="c xba y677 w5c h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xb9 y677 w5d h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y677 w5e h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y678 w58 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom Development Krak<span class="_ _0"></span>w 2 sp. z o.o. sp. k.<span class="ff3"> </span></div></div><div class="c xb8 y678 w5b h13"><div class="t m0 xc8 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">9 </div></div><div class="c xba y678 w5c h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xb9 y678 w5d h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y678 w5e h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y679 w58 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Nestobud sp. z o.o. </div></div><div class="c xb8 y679 w5b h11"><div class="t m0 xc8 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">5 </div></div><div class="c xba y679 w5c h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">49<span class="ls0"> </span></div></div><div class="c xb9 y679 w5d h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y679 w5e h11"><div class="t m0 x2e h9 y90 ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x1 yb4 w58 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">Pozostałe podmioty<span class="ff3"> </span></div></div><div class="c xb8 yb4 w5b h13"><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">14 046<span class="ls0"> </span></div></div><div class="c xba yb4 w5c h13"><div class="t m0 x59 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2 292<span class="ff3 ls0"> </span></div></div><div class="c xb9 yb4 w5d h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">421<span class="ls0"> </span></div></div><div class="c xbb yb4 w5e h13"><div class="t m0 x67 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">1 883<span class="ls0"> </span></div></div><div class="c x1 y67a w58 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dom Land sp. z o.o. </div></div><div class="c xb8 y67a w5b h13"><div class="t m0 x22 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">13<span class="ls0"> </span>554<span class="ls0"> </span></div></div><div class="c xba y67a w5c h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">100<span class="ls0"> </span></div></div><div class="c xb9 y67a w5d h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y67a w5e h13"><div class="t m0 x2e h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x1 y67b w58 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Hansom Property Company Li<span class="_ _0"></span>mited </div></div><div class="c xb8 y67b w5b h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xba y67b w5c h11"><div class="t m0 x59 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 120<span class="ls0"> </span></div></div><div class="c xb9 y67b w5d h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">135<span class="ls0"> </span></div></div><div class="c xbb y67b w5e h11"><div class="t m0 x72 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">143<span class="ls0"> </span></div></div><div class="c x1 y67c w58 h14"><div class="t m0 x0 h12 yb8 ff3 fs5 fc1 sc0 ls0 ws0">Woodsford Consu<span class="_ _0"></span>lting Limited </div></div><div class="c xb8 y67c w5b h14"><div class="t m0 x25 h12 yb8 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xba y67c w5c h14"><div class="t m0 x35 h12 yb8 ff3 fs5 fc1 sc0 ls8 ws0">580<span class="ls0"> </span></div></div><div class="c xb9 y67c w5d h14"><div class="t m0 x35 h12 yb8 ff3 fs5 fc1 sc0 ls8 ws0">145<span class="ls0"> </span></div></div><div class="c xbb y67c w5e h14"><div class="t m0 x2e h9 yb8 ff3 fs5 fc1 sc0 ls0 ws0">-<span class="ff1"> </span></div></div><div class="c x1 y67d w58 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Doradztwo w zakresie infrast<span class="_ _0"></span>ruktury techniczn<span class="_ _0"></span>ej Rafał Kierski<span class="ff3"> </span></div></div><div class="c xb8 y67d w5b h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">492<span class="ls0"> </span></div></div><div class="c xba y67d w5c h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">492<span class="ls0"> </span></div></div><div class="c xb9 y67d w5d h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">141<span class="ls0"> </span></div></div><div class="c xbb y67d w5e h13"><div class="t m0 x67 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 740<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">45<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h25 y159 ff1 fs9 fc0 sc0 lsf ws0">7.44<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff1 fc1">OP<span class="_ _a"></span>CJE <span class="ff2">NA AKCJE SPÓŁKI</span> </span></span></div><div class="t m0 x1 he y15a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y67e ff2 fs4 fc0 sc0 ls0 ws0">OPCJE NA AKCJE SPÓŁKI <span class="_ _a"></span>WYNIKAJĄCE Z OPCJI N<span class="_ _a"></span>ABYCIA UDZ<span class="_ _a"></span>IAŁÓW NIEKONTROLUJĄC<span class="_ _a"></span>YCH W SENTO <span class="_ _a"></span>S.A.<span class="_ _13"></span><span class="ff1"> </span></div><div class="t m0 x1 he y67f ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _e"></span>dniu <span class="_ _e"></span>1 <span class="_ _e"></span>lipca <span class="_ _e"></span>2021 <span class="_ _e"></span>roku <span class="_ _e"></span>Spłka <span class="_ _e"></span>nabyła <span class="_ _e"></span>pakiet <span class="_ _e"></span>kontrolny <span class="_ _e"></span>(77%) <span class="_ _e"></span>akcji <span class="_ _e"></span>spłki <span class="_ _e"></span>Sento <span class="_ _e"></span>S.A.. <span class="_ _e"></span>Jednoc<span class="_ _a"></span>ześnie, <span class="_ _13"></span>na <span class="_ _e"></span>podstawie <span class="_ _e"></span>umowy </div><div class="t m0 x1 he y529 ff4 fs8 fc1 sc0 ls0 ws0">nabycia tych akcji, pozostałe 23% akcji zostało objte opcjami put i call.<span class="ff3"> </span></div><div class="t m0 x1 he y680 ff4 fs8 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _a"></span>z <span class="_ _e"></span>postanowieniami <span class="_ _13"></span>ww. <span class="_ _13"></span>umow<span class="_ _a"></span>y, <span class="_ _13"></span>Spłka <span class="_ _13"></span>posiadała <span class="_ _13"></span>opcj <span class="_ _13"></span>call <span class="_ _13"></span>na <span class="_ _13"></span>akcje <span class="_ _e"></span>(tzw. <span class="_ _13"></span>Bad <span class="_ _13"></span>Leavera) <span class="_ _13"></span>wyko<span class="_ _a"></span>nywalną <span class="_ _13"></span>w <span class="_ _13"></span>dowolnym </div><div class="t m0 x1 he y681 ff4 fs8 fc1 sc0 ls0 ws0">momencie, <span class="_ _13"></span>jeżeli <span class="_ _e"></span>udziałowiec <span class="_ _e"></span>mniejszościowy <span class="_ _e"></span>zakoczy <span class="_ _e"></span>wspłprac <span class="_ _13"></span>z <span class="_ _e"></span>Sento <span class="_ _e"></span>S.A., <span class="_ _e"></span>co <span class="_ _e"></span>oznacza <span class="_ _e"></span>iż <span class="_ _13"></span>otrzymanie <span class="_ _e"></span>akcji <span class="_ _e"></span>S<span class="_ _a"></span>płki <span class="_ _e"></span>przez </div><div class="t m0 x1 he ycc ff4 fs8 fc1 sc0 ls0 ws0">udziałowca  mniejszościowego  poprzez <span class="_ _12"> </span>realizacj  „<span class="_ _0"></span>zwykłej”  opcji  call/put  możliwe  je<span class="_ _0"></span>st  tylko  gdy  b<span class="_ _0"></span>dzie  on  kontynuować </div><div class="t m0 x1 he y682 ff4 fs8 fc1 sc0 ls0 ws0">wspłprac z Sento <span class="_ _a"></span>S.A. do okresu gdy „zwykła” <span class="_ _a"></span>opcja put/call staje si <span class="_ _a"></span>wykonywalna. Oznacza to<span class="_ _a"></span>, iż w „zwykłej” opcji put/cal<span class="_ _13"></span><span class="ff3 ls10">l </span></div><div class="t m0 x1 he y683 ff4 fs8 fc1 sc0 ls0 ws0">zawarty <span class="_ _13"></span>był <span class="_ _13"></span>element <span class="_ _a"></span>świadczenia <span class="_ _13"></span>praco<span class="_ _a"></span>wniczego <span class="_ _13"></span>dla <span class="_ _13"></span>udziałowca <span class="_ _a"></span>mniejszościowego <span class="_ _13"></span>stanowiącego <span class="_ _13"></span>płatność <span class="_ _13"></span>opartą <span class="_ _13"></span>na <span class="_ _13"></span>akcjach </div><div class="t m0 x1 he y2a7 ff4 fs8 fc1 sc0 ls0 ws0">rozliczaną <span class="_ _4"></span>w i<span class="_ _0"></span>nstrumentach <span class="_ _4"></span>kapitałowych <span class="_ _0"></span>(tj. <span class="_ _4"></span>akcjach <span class="_ _4"></span>Spłki) <span class="_ _0"></span>i <span class="_ _4"></span>że <span class="_ _0"></span>objty <span class="_ _4"></span>on <span class="_ _4"></span>jest <span class="_ _0"></span>zakresem <span class="_ _4"></span>MSSF <span class="_ _4"></span>2. <span class="_ _0"></span>Na <span class="_ _0"></span>dzie <span class="_ _4"></span>1 <span class="_ _4"></span>lipca <span class="_ _0"></span>2021 <span class="_ _4"></span>r. <span class="_ _0"></span>wa<span class="_ _a"></span>rtość </div><div class="t m0 x1 he y96 ff3 fs8 fc1 sc0 ls0 ws0">transak<span class="ff4">cji płatności w formie akcji zgodnie z MSSF<span class="_ _0"></span> 2 została ustalona na 9<span class="_ _a"></span><span class="ff3"> </span>933 tys. zł.<span class="ff3"> </span></span></div><div class="t m0 x1 he y684 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _f"></span>związku <span class="_ _e"></span>z <span class="_ _f"></span>rozliczeniem <span class="_ _e"></span>z <span class="_ _f"></span>Bad <span class="_ _e"></span>L<span class="_ _a"></span>everem, <span class="_ _e"></span>ktry <span class="_ _f"></span>posiadał <span class="_ _f"></span>najwikszy <span class="_ _e"></span>pakiet <span class="_ _f"></span>akcji <span class="_ _e"></span>(bezpośrednio <span class="_ _f"> </span>i <span class="_ _f"></span>pośrednio), <span class="_ _f"></span>wygasły <span class="_ _e"></span>opcje </div><div class="t m0 x1 he y685 ff4 fs8 fc1 sc0 ls0 ws0">mające <span class="_ _a"></span>charakter <span class="_ _a"></span>equity<span class="ff3">-settled <span class="_ _13"></span>share-based-</span>payment, <span class="_ _a"></span>wiec <span class="_ _a"></span>zgodnie <span class="_ _a"></span>z <span class="_ _13"></span>MSSF <span class="_ _a"></span>2 <span class="_ _a"></span>transakcja <span class="_ _13"></span>pozostała <span class="_ _a"></span>ujta <span class="_ _a"></span>w <span class="_ _a"></span>sposb <span class="_ _a"></span>neutralny </div><div class="t m0 x1 he y686 ff4 fs8 fc1 sc0 ls0 ws0">dla kapitałw i wyniku Spłki.<span class="ff3"> </span></div><div class="t m0 x1 he y687 ff4 fs8 fc1 sc0 ls0 ws0">Jak  opisano  w <span class="_ _14"> </span>nocie  7.8, <span class="_ _14"> </span>w  m<span class="_ _a"></span>arcu  2022  r. <span class="_ _14"> </span>miało <span class="_ _14"> </span>miejsce  zbycie  akcji <span class="_ _14"> </span>Sento  S.A. <span class="_ _14"> </span>przez  dotyc<span class="_ _a"></span>hczasowych  akcjo<span class="_ _a"></span>nariuszy<span class="_ _0"></span> </div><div class="t m0 x1 he y688 ff4 fs8 fc1 sc0 ls0 ws0">mniejszościowych (ktrych dotyczyły w<span class="_ _a"></span>w. opcje) na rzecz Dom <span class="_ _a"></span>Development Krakw Sp. z o<span class="_ _a"></span>.o. oraz samej spłki Sento<span class="_ _a"></span><span class="ff3"> S.A., ze </span></div><div class="t m0 x1 he y689 ff4 fs8 fc1 sc0 ls0 ws0">zrzeczeniem si<span class="_ _0"></span> przez nich <span class="_ _0"></span>wszystkich roszcze. Rozliczenie <span class="_ _0"></span>nabycia/wygaśnicia <span class="_ _0"></span>opcji z akcjonariuszami <span class="_ _0"></span>innymi <span class="_ _0"></span>niż Bad Leaver<span class="ff3 ls1">, </span></div><div class="t m0 x1 he y68a ff4 fs8 fc1 sc0 ls0 ws0">stanowi transakcj nieistotną.<span class="ff3">  </span></div><div class="t m0 x1 he y68b ff4 fs8 fc1 sc0 ls0 ws0">W związku z nabyciem pozostałych 23% akcji Sento <span class="_ _a"></span>S.A. od dotychczasowych akcjonariuszy mniejszościowych, zawarte zostały </div><div class="t m0 x1 he y68c ff4 fs8 fc1 sc0 ls0 ws0">z <span class="_ _0"></span>nimi <span class="_ _4"></span>poroz<span class="_ _a"></span>umienia, <span class="_ _4"></span>w wyniku <span class="_ _4"></span>kt<span class="_ _a"></span>rych <span class="_ _0"></span>wygasły <span class="_ _0"></span>uprawnienia <span class="_ _4"></span> do <span class="_ _4"></span>realizacji tych <span class="_ _4"></span>opcji p<span class="_ _0"></span>rzez <span class="_ _0"></span>akcjonariuszy mn<span class="_ _0"></span>iejszościowych <span class="_ _0"></span>wraz<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y68d ff3 fs8 fc1 sc0 ls0 ws0">ze zrzeczeniem s<span class="ff4">i przez nich wszelkich roszcze.</span> </div><div class="t m0 x1 he y68e ff4 fs8 fc1 sc0 ls0 ws0">Mając <span class="_ _e"></span>na <span class="_ _e"></span>uwadze <span class="_ _13"></span>pow<span class="_ _a"></span>yższe <span class="_ _e"></span>zdarzenia, <span class="_ _e"></span>w <span class="_ _e"></span>tym <span class="_ _e"></span>realizacj <span class="_ _e"></span>warunku <span class="_ _e"></span>„Bad <span class="_ _e"></span>Leaver”, <span class="_ _e"></span>oraz <span class="_ _e"></span>zasad <span class="_ _e"></span>istotności, <span class="_ _e"></span>ww. <span class="_ _e"></span>opcje <span class="_ _e"></span>wygasły <span class="_ _e"></span>i </div><div class="t m0 x1 he y68f ff4 fs8 fc1 sc0 ls0 ws0">opisana <span class="_ _a"></span>wyżej, <span class="_ _13"></span>ustalona <span class="_ _a"></span>warto<span class="_ _a"></span>ść <span class="_ _a"></span>rozliczenia <span class="_ _a"></span>płatności <span class="_ _13"></span>w <span class="_ _13"></span>formie <span class="_ _a"></span>akcji <span class="_ _a"></span>poz<span class="_ _a"></span>ostaje <span class="_ _a"></span>bez <span class="_ _13"></span>wpływu <span class="_ _a"></span>na <span class="_ _13"></span>salda <span class="_ _a"></span>kapi<span class="_ _13"></span>tałw <span class="_ _a"></span>o<span class="_ _a"></span>raz <span class="_ _a"></span>rachunek </div><div class="t m0 x1 he y690 ff4 fs8 fc1 sc0 ls0 ws0">zyskw i strat.<span class="ff3"> </span></div><div class="t m0 x1 he yc7 ff4 fs8 fc1 sc0 ls0 ws0">Wraz <span class="_ _f"> </span>z <span class="_ _10"> </span>nabyciem <span class="_ _f"></span>przez <span class="_ _10"> </span>Sento <span class="_ _10"> </span>S.A. <span class="_ _f"> </span>akcji <span class="_ _10"> </span>własnych <span class="_ _f"> </span>(w<span class="_ _a"></span> <span class="_ _f"></span>celu <span class="_ _10"> </span>ich <span class="_ _f"> </span>umo<span class="_ _a"></span>rzenia) <span class="_ _f"></span>od <span class="_ _10"> </span>Reno <span class="_ _f"></span>Sp <span class="_ _10"> </span>z <span class="_ _f"> </span>o.o<span class="_ _a"></span>., <span class="_ _f"> </span>Spłka <span class="_ _10"> </span>zawarła <span class="_ _10"> </span>jednocześnie </div><div class="t m0 x1 he y286 ff4 fs8 fc1 sc0 ls0 ws0">porozumienie <span class="_ _4"></span>z tym <span class="_ _4"></span>udziałow<span class="_ _a"></span>cem <span class="_ _0"></span>mniejszościowym, <span class="_ _0"></span>na <span class="_ _4"></span>podstawie ktrego, <span class="_ _4"></span>w zamian <span class="_ _4"></span>za zrzeczenie <span class="_ _4"></span>si roszczenia <span class="_ _4"></span>w<span class="_ _a"></span>ynikającego </div><div class="t m0 x1 he y691 ff4 fs8 fc1 sc0 ls0 ws0">z <span class="_ _f"> </span>oferty <span class="_ _10"> </span>opcji <span class="_ _f"> </span>Put <span class="_ _10"> </span>zapisanej <span class="_ _f"> </span>w <span class="_ _10"> </span>u<span class="_ _a"></span>mowie <span class="_ _f"> </span>z <span class="_ _10"> </span>dnia <span class="_ _f"></span>1 <span class="_ _10"> </span>lipca <span class="_ _f"> </span>2021 <span class="_ _10"> </span>r., <span class="_ _10"> </span>Spłka <span class="_ _10"> </span>zobowiązała <span class="_ _10"> </span>si <span class="_ _f"></span>do <span class="_ _f"> </span>z<span class="_ _a"></span>apłaty <span class="_ _f"></span>na <span class="_ _f"> </span>rzecz<span class="_ _a"></span> <span class="_ _f"> </span>Reno <span class="_ _10"> </span>Sp. <span class="_ _f"> </span>z<span class="_ _a"></span> <span class="_ _f"></span>o.o<span class="_ _a"></span>. </div><div class="t m0 x1 he y692 ff3 fs8 fc1 sc0 ls0 ws0">wynagrodzenia w kwocie 3 <span class="ls6">902</span> <span class="ff4">tys. zł. Wynagrodzenie to zostało odniesione do rachunku zyskw i strat</span>. </div><div class="t m0 x1 he y693 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y694 ff1 fs4 fc0 sc0 ls0 ws0">PLAN MOTYWACYJN<span class="_ _a"></span>Y <span class="ff2">–</span> <span class="ff2">PRO<span class="_ _a"></span>GRAMY OPCJI MENE<span class="_ _a"></span>DŻERSKICH<span class="_ _a"></span></span> </div><div class="t m0 x1 he y29d ff4 fs8 fc1 sc0 ls0 ws0">Na <span class="_ _a"></span>dzie <span class="_ _a"></span>31 <span class="_ _13"></span>grudnia <span class="_ _13"></span><span class="ff3 ls6">2022<span class="ls0"> <span class="_ _13"></span><span class="ls27">r.</span>, <span class="_ _13"></span>po <span class="_ _a"></span>wykonaniu <span class="_ _a"></span>w<span class="_ _a"></span>szystkich <span class="_ _a"></span>opcji <span class="_ _13"></span>Programu <span class="_ _a"></span>IV<span class="_ _a"></span> <span class="_ _a"></span>i <span class="_ _13"></span>ustanowieniu <span class="_ _a"></span>Programu <span class="_ _13"></span>VII,<span class="_ _a"></span> <span class="_ _a"></span></span></span>w <span class="_ _13"></span>Spłce <span class="_ _13"></span>istniały <span class="_ _13"></span><span class="ff3">dwa </span></div><div class="t m0 x1 he y29e ff4 fs8 fc1 sc0 ls0 ws0">aktywne Programy Opcji Menedżerskich<span class="_ _0"></span> przyjte w ramach Planu Motywacyjnego dla kadry kierownicz<span class="_ _a"></span>ej Spłki.<span class="ff3"> </span></div><div class="t m0 x1 he y695 ff3 fs8 fc1 sc0 ls0 ws0">*) <span class="_ _a"></span>Opcje <span class="_ _13"></span>na <span class="_ _13"></span>akcje <span class="_ _a"></span>w <span class="_ _13"></span>ramach <span class="_ _a"></span>Programu <span class="_ _a"></span>V<span class="_ _a"></span>II <span class="_ _a"></span> <span class="_ _13"></span><span class="ff4">wykazują <span class="_ _13"></span></span>wykonanie <span class="_ _a"></span><span class="ff4">opcji <span class="_ _13"></span>na <span class="_ _a"></span>dzie <span class="_ _13"></span>3</span>1 <span class="_ _13"></span>grudnia <span class="_ _a"></span>2022 <span class="_ _13"></span>roku<span class="ff4">, <span class="_ _a"></span>pomimo<span class="_ _a"></span> <span class="_ _a"></span>że <span class="_ _13"></span>żadne <span class="_ _a"></span></span>akcje </div><div class="t m0 x1 he y696 ff3 fs8 fc1 sc0 ls0 ws0">wyemitowane w ramac<span class="_ _a"></span>h wykonania tych <span class="_ _a"></span>opcji <span class="ff4">nie zostały <span class="_ _a"></span>jeszcze na <span class="_ _a"></span>ten dzie zarejestrowane prze<span class="_ _a"></span>z<span class="_ _a"></span></span> <span class="ff4">Sąd</span><span class="ls16">. </span><span class="ff4">Wicej informacji <span class="_ _a"></span>na </span></div><div class="t m0 x1 he y697 ff3 fs8 fc1 sc0 ls0 ws0">temat wykonania opcji na ak<span class="ff4">cje w ramach Programu VII znajduj si w dalszej czś<span class="_ _0"></span>ci noty.<span class="_ _a"></span><span class="ff3"> </span></span></div><div class="t m0 x1 he y55d ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x61 h19 y49e ff2 fs8 fc1 sc0 ls0 ws0">Aktywne programy opcji menedżerskich na dzień 31 grudn<span class="_ _0"></span>ia <span class="ff1">202<span class="_ _a"></span>2 <span class="ls22">r.</span> </span></div><div class="t m0 xe he y4ff ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff4 fs8 fc1">Program V Opcji Menedżerskich<span class="ff3"> </span></span></span></div><div class="t m0 x1 he y4a1 ff4 fs8 fc1 sc0 ls0 ws0">29 <span class="_ _f"></span>listopada <span class="_ _f"> </span>2019 <span class="_ _10"> </span>r. <span class="_ _f"> </span>Rada <span class="_ _10"> </span>Nadzorcza <span class="_ _10"> </span>Spłki, <span class="_ _f"> </span>działając <span class="_ _10"> </span>na <span class="_ _f"></span>podstawie <span class="_ _f"> </span>upoważnienia <span class="_ _f"> </span>udzielonego <span class="_ _10"> </span>jej <span class="_ _f"> </span>przez <span class="_ _10"> </span>Zwyczajne <span class="_ _f"> </span>Walne </div><div class="t m0 x1 he y698 ff4 fs8 fc1 sc0 ls0 ws0">Zgromadzenie <span class="_ _13"></span>Akcjonariuszy <span class="_ _13"></span>Spłki, <span class="_ _13"></span>podjła <span class="_ _13"></span>uchwał <span class="_ _13"></span>w<span class="_ _a"></span> <span class="_ _13"></span>sprawie <span class="_ _13"></span>przyjcia <span class="_ _13"></span>Po<span class="_ _a"></span>stanowie <span class="_ _a"></span>Programu <span class="_ _e"></span>V <span class="_ _13"></span>Opcji <span class="_ _13"></span>Menedżerskich <span class="_ _13"></span>dla<span class="_ _a"></span> </div><div class="t m0 x1 he y2c9 ff4 fs8 fc1 sc0 ls0 ws0">Pana  Mikołaja  Konopk<span class="ff3 ls10">i  <span class="ls0">- <span class="_ _12"> </span></span></span>Członka  Zarządu,  dotyczącego  250 <span class="_ _12"> </span>000  akcji  Dom  De<span class="_ _0"></span>velopment  S.A.  („Program  V”).  Zgodnie <span class="_ _12"> </span>z </div><div class="t m0 x1 he y699 ff4 fs8 fc1 sc0 ls0 ws0">Programem <span class="_ _14"> </span>V <span class="_ _1a"> </span>pan <span class="_ _14"> </span>Mikołaj <span class="_ _1a"> </span>Konopka <span class="_ _14"> </span>otrzymał <span class="_ _14"> </span>jednorazowo <span class="_ _14"> </span>opcje <span class="_ _14"> </span>uprawniające <span class="_ _14"> </span>do <span class="_ _1a"> </span>objcia <span class="_ _14"> </span>łąc<span class="_ _a"></span>znie <span class="_ _14"> </span>250 <span class="_ _14"> </span>000 <span class="_ _1a"> </span>akcji <span class="_ _14"> </span>Dom </div><div class="t m0 x1 he y69a ff4 fs8 fc1 sc0 ls0 ws0">Development S.A. za cen w k<span class="_ _0"></span>wocie 50,00 złotych za akcj. Realizacja prze<span class="_ _0"></span>dmiotowych opcji bdzie limitowana do 50 000<span class="_ _0"></span> akcji </div><div class="t m0 x1 he y69b ff4 fs8 fc1 sc0 ls0 ws0">w <span class="_ _e"></span>jakimkolwiek <span class="_ _e"></span>o<span class="_ _a"></span>kresie <span class="_ _e"></span>12 <span class="_ _e"></span>kolejnych <span class="_ _f"></span>miesicy, <span class="_ _e"></span>począwszy <span class="_ _f"></span>od <span class="_ _e"></span>1 <span class="_ _e"></span>s<span class="_ _a"></span>tycznia <span class="_ _f"></span><span class="ff3 ls6">2021<span class="ls0"> <span class="_ _e"></span></span></span>roku, <span class="_ _f"></span>z <span class="_ _e"></span>tym <span class="_ _e"></span>ż<span class="_ _a"></span>e <span class="_ _e"></span>opcje <span class="_ _f"></span>niewykorzystane <span class="_ _e"></span>bdzie </div><div class="t m0 x1 he y69c ff4 fs8 fc1 sc0 ls0 ws0">można zrealizować w pźniejszym terminie, lecz nie<span class="_ _0"></span> pźniej niż do 3<span class="_ _a"></span><span class="ff3">1 grudnia 2029 roku. </span></div></div><div class="c x6f y69d w6d h1a"><div class="t m0 x0 h9 y4b0 ff2 fs5 fc1 sc0 ls0 ws0">PROGRAMY OPCJI MENEDŻERS<span class="_ _0"></span>KICH<span class="ff1"> </span></div></div><div class="c xcd y69d w71 h1a"><div class="t m0 x68 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ff3 ls0"> </span></div></div><div class="c xce y69d w72 h1a"><div class="t m0 x68 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x6f y69e w6d h23"><div class="t m0 x0 h5 y2cd ff1 fs5 fc1 sc0 ls0 ws0">Nazwa Programu<span class="ff3 fs2">  </span></div><div class="t m0 x0 h9 y2a5 ff1 fs5 fc1 sc0 ls0 ws0">Opcje w ramach programu (li<span class="_ _0"></span>czba akcji) </div></div><div class="c xcd y69e w73 h23"><div class="t m0 x67 h9 y2cd ff1 fs5 fc1 sc0 ls0 ws0">Opcje </div><div class="t m0 x3e h9 y2a5 ff1 fs5 fc1 sc0 ls0 ws0">w ramach </div><div class="t m0 x3e h9 yca ff1 fs5 fc1 sc0 ls0 ws0">programu </div><div class="t m0 x4f h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(liczba akcji) </div></div><div class="c xcf y69e w74 h23"><div class="t m0 x51 h9 y2cd ff1 fs5 fc1 sc0 ls0 ws0">Opcje </div><div class="t m0 x20 h9 y2a5 ff1 fs5 fc1 sc0 ls0 ws0">przyznane </div><div class="t m0 x2a h9 yca ff1 fs5 fc1 sc0 ls0 ws0">(liczba akcji) </div></div><div class="c x10 y69e w75 h23"><div class="t m0 x67 h9 y2cd ff1 fs5 fc1 sc0 ls0 ws0">Opcje </div><div class="t m0 x29 h9 y2a5 ff1 fs5 fc1 sc0 ls0 ws0">wykonane </div><div class="t m0 x4f h9 yca ff1 fs5 fc1 sc0 ls0 ws0">(liczba akcji)<span class="ff3"> </span></div></div><div class="c xce y69e w76 h23"><div class="t m0 x67 h9 y2cd ff1 fs5 fc1 sc0 ls0 ws0">Opcje </div><div class="t m0 x3e h9 y2a5 ff1 fs5 fc1 sc0 ls0 ws0">w ramach </div><div class="t m0 x3e h9 yca ff1 fs5 fc1 sc0 ls0 ws0">programu </div><div class="t m0 x4f h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">(liczba akcji)<span class="ff3"> </span></div></div><div class="c x7f y69e w73 h23"><div class="t m0 x51 h9 y2cd ff1 fs5 fc1 sc0 ls0 ws0">Opcje </div><div class="t m0 x20 h9 y2a5 ff1 fs5 fc1 sc0 ls0 ws0">przyznane </div><div class="t m0 x2a h9 yca ff1 fs5 fc1 sc0 ls0 ws0">(liczba akcji)<span class="ff3"> </span></div></div><div class="c xd0 y69e w74 h23"><div class="t m0 x45 h9 y2cd ff1 fs5 fc1 sc0 ls0 ws0">Opcje </div><div class="t m0 xd1 h9 y2a5 ff1 fs5 fc1 sc0 ls0 ws0">wykonane </div><div class="t m0 x4a h9 yca ff1 fs5 fc1 sc0 ls0 ws0">(liczba </div><div class="t m0 x4e h8 y8b ff1 fs5 fc1 sc0 ls0 ws0">akcji)<span class="ff3 fs4"> </span></div></div><div class="c x6f y69f w6d h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Program IV  </div></div><div class="c xcd y69f w73 h11"><div class="t m0 x42 h9 y90 ff3 fs5 fc1 sc0 ls8 ws0">500 000<span class="ff1 ls0"> </span></div></div><div class="c xcf y69f w74 h11"><div class="t m0 x42 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">500 000<span class="ls0"> </span></div></div><div class="c x10 y69f w75 h11"><div class="t m0 x4a h9 y90 ff3 fs5 fc1 sc0 ls0 ws0">5<span class="ls8">00 000</span><span class="ff1"> </span></div></div><div class="c xce y69f w76 h11"><div class="t m0 x42 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">500 000<span class="ls0"> </span></div></div><div class="c x7f y69f w73 h11"><div class="t m0 x42 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">500 000<span class="ls0"> </span></div></div><div class="c xd0 y69f w74 h11"><div class="t m0 x4a h9 y90 ff3 fs5 fc1 sc0 ls8 ws0">400 000<span class="ff1 ls0"> </span></div></div><div class="c x6f y6a0 w6d h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Program V  </div></div><div class="c xcd y6a0 w73 h11"><div class="t m0 x42 h9 y90 ff3 fs5 fc1 sc0 ls8 ws0">250 000<span class="ff1 ls0"> </span></div></div><div class="c xcf y6a0 w74 h11"><div class="t m0 x42 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">250 000<span class="ls0"> </span></div></div><div class="c x10 y6a0 w75 h11"><div class="t m0 x4a h9 y90 ff3 fs5 fc1 sc0 ls8 ws0">150 000<span class="ff1 ls0"> </span></div></div><div class="c xce y6a0 w76 h11"><div class="t m0 x42 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">250 000<span class="ls0"> </span></div></div><div class="c x7f y6a0 w73 h11"><div class="t m0 x42 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">250 000<span class="ls0"> </span></div></div><div class="c xd0 y6a0 w74 h11"><div class="t m0 x4a h9 y90 ff3 fs5 fc1 sc0 ls8 ws0">100 000<span class="ff1 ls0"> </span></div></div><div class="c x6f y6a1 w6d h14"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Program VII <span class="ls1a">*)</span> </div></div><div class="c xcd y6a1 w73 h14"><div class="t m0 x42 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">250 000<span class="ls0"> </span></div></div><div class="c xcf y6a1 w74 h14"><div class="t m0 x42 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">25<span class="ls8">0 000</span> </div></div><div class="c x10 y6a1 w75 h14"><div class="t m0 x4e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">50 000<span class="ls0"> </span></div></div><div class="c xce y6a1 w76 h14"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x7f y6a1 w73 h14"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xd0 y6a1 w74 h14"><div class="t m0 x2b h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">-<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">46<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 xe he y1bd ff7 fs4 fc0 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _d"> </span><span class="ff3 fs8 fc1">Program VII <span class="ff4">Opcji Menedżerskich</span> </span></span></div><div class="t m0 x1 he y30f ff4 fs8 fc1 sc0 ls0 ws0">4 <span class="_ _e"></span>października <span class="_ _13"></span>2022 <span class="_ _e"></span>r. <span class="_ _e"></span>Rada <span class="_ _e"></span>Nadzorcza <span class="_ _e"></span>Spłki, <span class="_ _e"></span>działając <span class="_ _e"></span>na <span class="_ _e"></span>podstawie <span class="_ _13"></span>upoważnienia <span class="_ _e"></span>udzielonego <span class="_ _13"></span>jej <span class="_ _e"></span>przez <span class="_ _e"></span>Zwycz<span class="_ _a"></span>ajne <span class="_ _13"></span>Walne </div><div class="t m0 x1 he y310 ff4 fs8 fc1 sc0 ls0 ws0">Zgromadzenie Akcjonariuszy <span class="_ _a"></span>Spłki, <span class="_ _a"></span>podjła <span class="_ _a"></span>uchwał <span class="_ _a"></span>w <span class="_ _a"></span>sprawie <span class="_ _a"></span>przyjcia <span class="_ _13"></span>Po<span class="_ _a"></span>stanowie Programu <span class="_ _a"></span>VII <span class="_ _a"></span>Opcji <span class="_ _a"></span>Menedżerskich<span class="_ _a"></span><span class="ff3"> <span class="_ _a"></span>dla </span></div><div class="t m0 x1 he y311 ff3 fs8 fc1 sc0 ls0 ws0">Pana <span class="_ _a"></span><span class="ff4">Leszka <span class="_ _a"></span>Stankiewicza, <span class="_ _13"></span>Wiceprezesa Zarządu <span class="_ _13"></span>–</span> <span class="_ _13"></span><span class="ff4">Dyrektora <span class="_ _a"></span>Finansowego, <span class="_ _a"></span>dotycz<span class="_ _a"></span>ących <span class="_ _a"></span>250</span> <span class="_ _a"></span><span class="ls6">000 <span class="_ _a"></span></span>akcji <span class="_ _a"></span>Dom <span class="_ _a"></span>Development <span class="_ _a"></span>S.A.<span class="_ _a"></span> </div><div class="t m0 x1 he y312 ff4 fs8 fc1 sc0 ls0 ws0">(„Program VII”)<span class="ff3">.<span class="_ _0"></span> Zgodn<span class="_ _0"></span>ie z <span class="_ _4"></span>Pro<span class="_ _a"></span>gram<span class="ls28">em</span> <span class="_ _0"></span>VII, pan<span class="_ _0"></span> Leszek <span class="_ _4"></span>Stankiewicz <span class="_ _0"></span>otrzyma<span class="ff4">ł</span> jednorazowo <span class="_ _4"></span>opc<span class="ff4">je uprawniające <span class="_ _0"></span>do <span class="_ _0"></span>objcia <span class="_ _0"></span>łącznie </span></span></div><div class="t m0 x1 he y313 ff4 fs8 fc1 sc0 ls0 ws0">250 <span class="_ _10"> </span>000  akcji <span class="_ _10"> </span>Dom  De<span class="_ _0"></span>velopment  S<span class="_ _0"></span>.A.  za <span class="_ _10"> </span>cen <span class="_ _12"> </span>w <span class="_ _12"> </span>kwocie <span class="_ _12"> </span>50,00  złotych <span class="_ _10"> </span>za  akcj. <span class="_ _10"> </span>Realizacja  p<span class="_ _0"></span>rzedmiotowych <span class="_ _12"> </span>opcji <span class="_ _12"> </span>bdzie </div><div class="t m0 x1 he y6a2 ff3 fs8 fc1 sc0 ls0 ws0">limitowana <span class="_ _13"></span>do <span class="_ _13"></span>50 <span class="ff4">000 <span class="_ _13"></span>akcji <span class="_ _13"></span>w<span class="_ _a"></span> <span class="_ _13"></span>roku <span class="_ _a"></span>kalendarzowym, <span class="_ _13"></span>począwszy <span class="_ _13"></span>od <span class="_ _13"></span>2022 <span class="_ _13"></span>roku <span class="_ _13"></span>z <span class="_ _e"></span>tym, <span class="_ _13"></span>że <span class="_ _13"></span>opcje <span class="_ _13"></span>niewykorzystane <span class="_ _a"></span>b<span class="_ _13"></span>dzie <span class="_ _a"></span>mo<span class="_ _a"></span>żna </span></div><div class="t m0 x1 he y6a3 ff4 fs8 fc1 sc0 ls0 ws0">zrealizować w pźniejszym terminie<span class="_ _0"></span>, lecz nie pźniej niż do 31 grudnia 2032 roku.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x61 h19 y6a4 ff2 fs8 fc1 sc0 ls0 ws0">Przyznanie nowych opcji na akcje w ramach programu opcji<span class="_ _0"></span> menedżer<span class="_ _a"></span>skich <span class="ff1"> </span></div><div class="t m0 x1 he y6a5 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _f"></span>okresie <span class="_ _e"></span>dwunastu <span class="_ _f"></span>miesicy <span class="_ _f"></span>zakoczonym <span class="_ _f"></span>31 <span class="_ _f"></span>grudnia <span class="_ _f"></span><span class="ff3 ls6">202<span class="ls0">2 <span class="_ _f"></span></span></span>roku <span class="_ _f"></span>Spłka <span class="_ _f"></span>przyznała<span class="ff3"> <span class="_ _f"></span></span>opisane <span class="_ _e"></span>wyż<span class="_ _a"></span>ej<span class="ff3"> <span class="_ _f"></span>nowe <span class="_ _e"></span>o<span class="_ _a"></span>pcje <span class="_ _e"></span>na<span class="_ _a"></span> <span class="_ _f"></span>akcje <span class="_ _e"></span><span class="ls29">w </span></span></div><div class="t m0 x1 he y6a6 ff4 fs8 fc1 sc0 ls0 ws0">ramach Programu VII Opcji Menedżerskich<span class="ff3">. </span></div><div class="t m0 x61 h19 y6a7 ff2 fs8 fc1 sc0 ls0 ws0">Wykonanie opcji na akcje w ramach programu opc<span class="_ _0"></span>ji menedżerskich <span class="_ _a"></span><span class="ff1"> </span></div><div class="t m0 x1 he y6a8 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _e"></span>dniu <span class="_ _13"></span>27 <span class="_ _e"></span>stycznia <span class="_ _e"></span>2022 <span class="_ _e"></span>roku <span class="_ _e"></span>Zarząd <span class="_ _e"></span>podwyższył <span class="_ _e"></span>kapitał <span class="_ _13"></span>z<span class="_ _a"></span>akładowy <span class="_ _e"></span>Spłki <span class="_ _13"></span>w <span class="_ _e"></span>drodze <span class="_ _e"></span>emisji <span class="_ _13"></span>100 <span class="_ _e"></span>000 <span class="_ _e"></span>sztuk <span class="_ _e"></span>akcji <span class="_ _e"></span>zwykłych <span class="_ _e"></span>na </div><div class="t m0 x1 he y6a9 ff3 fs8 fc1 sc0 ls0 ws0">okazicie<span class="ff4">la serii<span class="_ _0"></span> AE, oraz 50 000 <span class="_ _0"></span>sztuk akcji <span class="_ _0"></span>zwykłych na okaziciela <span class="_ _0"></span>serii AF. Cena <span class="_ _0"></span>emisyjna akcji serii AE <span class="_ _0"></span>została ustalona na <span class="_ _0"></span>35,00 </span></div><div class="t m0 x1 he y6aa ff4 fs8 fc1 sc0 ls0 ws0">zł za jedną akcj a cena emisyjna akcji serii AF została ustalona na 50,00 zł za jedną akcj.  <span class="ff3"> </span></div><div class="t m0 x1 he y4e8 ff4 fs8 fc1 sc0 ls0 ws0">Szczegły odtyczące emisji akcji serii AE i AF zostały szerzej opisane w nocie 7.15.<span class="ff3"> </span></div><div class="t m0 x1 he y6ab ff4 fs8 fc1 sc0 ls0 ws0">Akcje <span class="_ _13"></span>te <span class="_ _13"></span>z<span class="_ _a"></span>ostały <span class="_ _13"></span>zarejestrowane <span class="_ _13"></span>przez <span class="_ _e"></span>Sąd <span class="_ _13"></span>Rejonowy <span class="_ _13"></span>dla <span class="_ _e"></span>m. <span class="_ _e"></span>st. <span class="_ _a"></span>Warszawy <span class="_ _e"></span>w <span class="_ _13"></span>Warszawie, <span class="_ _13"></span>XII <span class="_ _e"></span>Wydział <span class="_ _13"></span>Gospodarczy <span class="_ _13"></span>Krajowego </div><div class="t m0 x1 he y6ac ff4 fs8 fc1 sc0 ls0 ws0">Rejestru <span class="_ _13"></span>Sądowego <span class="_ _e"></span>w <span class="_ _13"></span>dniu <span class="_ _e"></span>2 <span class="_ _13"></span>ma<span class="_ _a"></span>rca <span class="_ _13"></span>2022 <span class="_ _e"></span>roku. <span class="_ _e"></span>Zostały <span class="_ _13"></span>on <span class="_ _e"></span>dopuszczone <span class="_ _e"></span>i <span class="_ _13"></span>wprowadzone <span class="_ _13"></span>do <span class="_ _e"></span>obro<span class="_ _13"></span>tu <span class="_ _13"></span>giełdowego <span class="_ _13"></span>na <span class="_ _e"></span>Głwnym </div><div class="t m0 x1 he y51f ff3 fs8 fc1 sc0 ls0 ws0">Rynku GPW w dniu 10 czerwca 2022 r. </div><div class="t m0 x1 he y6ad ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _13"></span>dniu <span class="_ _e"></span><span class="ls6">19</span> <span class="_ _e"></span>grudnia <span class="_ _e"></span><span class="ff4">2022 <span class="_ _13"></span>roku <span class="_ _e"></span>Zarząd<span class="_ _a"></span></span> <span class="_ _13"></span><span class="ff4">podjął <span class="_ _e"></span>uchwałe <span class="_ _13"></span>w<span class="_ _a"></span> <span class="_ _e"></span>sprawie</span> <span class="_ _e"></span><span class="ff4">podwyższ</span>enia <span class="_ _13"></span><span class="ff4">kapi<span class="_ _a"></span>tał</span>u <span class="_ _13"></span><span class="ff4">zakł<span class="_ _a"></span>adow</span><span class="ls28">ego</span> <span class="_ _e"></span><span class="ff4">Spłki <span class="_ _13"></span>w<span class="_ _a"></span> <span class="_ _e"></span>drodze <span class="_ _13"></span>emisji </span></div><div class="t m0 x1 he y6ae ff3 fs8 fc1 sc0 ls6 ws0">50<span class="ls0"> <span class="ff4">000 sztuk akcji zwykłych na okaziciela seri<span class="_ _0"></span>i AG. Cena emisyjna akcji serii AG została ustalona na 50,00 zł za jedną akcj.  <span class="_ _a"></span><span class="ff3"> </span></span></span></div><div class="t m0 x1 he y522 ff4 fs8 fc1 sc0 ls0 ws0">Emisja akcji s<span class="_ _0"></span>erii AG nastąpiła <span class="_ _0"></span>w drodze subskrypcji p<span class="_ _0"></span>rywatnej skierowanej do Pana <span class="_ _0"></span>Leszka Stankiewicza, Wiceprezesa <span class="_ _0"></span>Zarządu, </div><div class="t m0 x1 he y6af ff3 fs8 fc1 sc0 ls0 ws0">uczest<span class="ff4">nika <span class="_ _e"></span>Programu <span class="_ _f"></span>VII <span class="_ _f"></span>Opcji <span class="_ _f"></span>Menedżerskich, <span class="_ _e"></span>(co<span class="_ _a"></span> <span class="_ _e"></span>z<span class="_ _a"></span>ostało <span class="_ _f"></span>szerzej <span class="_ _e"></span>opisane <span class="_ _f"></span>w <span class="_ _f"></span>nocie <span class="_ _e"></span>7.15).<span class="_ _13"></span></span> <span class="_ _f"></span><span class="ff4">W <span class="_ _e"></span>dniu <span class="_ _f"></span>29 <span class="_ _f"></span>grudnia <span class="_ _e"></span>Zarzą<span class="_ _a"></span>d <span class="_ _f"></span>podjął </span></div><div class="t m0 x1 he y6b0 ff4 fs8 fc1 sc0 ls0 ws0">uchwał w sprawie przydzielenia ww. akcji panu Leszkowi Stankiewiczowi.<span class="ff3"> </span></div><div class="t m0 x1 he y6b1 ff4 fs8 fc1 sc0 ls0 ws0">Do <span class="_ _e"></span>dnia <span class="_ _e"></span>31<span class="_ _a"></span> <span class="_ _e"></span>grudnia <span class="_ _e"></span>2022 <span class="_ _f"></span>r. <span class="_ _e"></span>akcj<span class="_ _a"></span>e <span class="_ _e"></span>te <span class="_ _f"></span>nie <span class="_ _e"></span>zostały <span class="_ _f"></span>zarejestrowane <span class="_ _e"></span>przez <span class="_ _e"></span>S<span class="_ _a"></span>ąd<span class="_ _a"></span> <span class="_ _e"></span>Rejonowy <span class="_ _f"></span>dla <span class="_ _e"></span>m. <span class="_ _f"></span>st. <span class="_ _e"></span>Warszawy <span class="_ _f"></span>w <span class="_ _e"></span>Warszawie, <span class="_ _f"></span>XII </div><div class="t m0 x1 he y2b ff4 fs8 fc1 sc0 ls0 ws0">Wydział <span class="_ _a"></span>Gospodarczy <span class="_ _13"></span>Krajowego <span class="_ _a"></span>Rejestru <span class="_ _a"></span>Są<span class="_ _a"></span>dowego. <span class="_ _a"></span>Akcje <span class="_ _13"></span>te <span class="_ _a"></span>z<span class="_ _a"></span>ostały <span class="_ _a"></span>z<span class="_ _a"></span>arejestrowane <span class="_ _a"></span>przez <span class="_ _a"></span>w<span class="_ _a"></span>w. <span class="_ _a"></span>sąd <span class="_ _a"></span>w <span class="_ _13"></span>dniu <span class="_ _a"></span>26 <span class="_ _13"></span>stycznia <span class="_ _13"></span>2023 </div><div class="t m0 x1 he y6b2 ff3 fs8 fc1 sc0 ls0 ws0">roku. </div><div class="t m0 x61 h19 y6b3 ff2 fs8 fc1 sc0 ls0 ws0">Wygaśnięcie opcji na akcje w ramach programu opcji menedżerskich <span class="ff1"> </span></div><div class="t m0 x1 he y6b4 ff3 fs8 fc1 sc0 ls0 ws0">W okresie dwunas<span class="ff4">tu miesicy zakoczonym 31 grudnia 2022 r. nie wygasły żadne opcje na akcje.</span> </div><div class="t m0 x1 h37 y30a ff3 fsc fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y6b5 ff4 fs8 fc1 sc0 ls0 ws0">Opcje na akcje przydzielone i możliwe do realizacji na poszczeglne<span class="_ _0"></span> dni bilansowe oraz zmiany w<span class="_ _a"></span><span class="ff3"> prezentowanych okresach </span></div></div><div class="c x1 y6b6 w6d h16"><div class="t m0 x0 h9 yca ff1 fs5 fc1 sc0 ls0 ws0">OPCJE NA AKCJE </div></div><div class="c xc7 y6b6 w77 h16"><div class="t m0 x0 h12 yca ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xb9 y6b6 w5d h16"><div class="t m0 x26 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x1f h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ff3 ls0"> </span></div></div><div class="c xbb y6b6 w5b h16"><div class="t m0 x38 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ff3 ls0"> </span></div></div><div class="c x1 y78 w6d h33"><div class="t m0 x0 h9 y121 ff1 fs5 fc1 sc0 ls0 ws0">Opcje niezrealizowane  </div><div class="t m0 x0 h9 y59e ff2 fs5 fc1 sc0 ls0 ws0">na początek okresu<span class="ff1"> </span></div></div><div class="c xc7 y6b7 w77 h34"><div class="t m0 x0 h9 y566 ff2 fs5 fc1 sc0 ls0 ws0">Ilość<span class="ff1"> </span></div></div><div class="c xb9 y6b7 w5d h34"><div class="t m0 x50 h9 y566 ff1 fs5 fc1 sc0 ls8 ws0">250 000<span class="ls0"> </span></div></div><div class="c xbb y6b7 w5b h34"><div class="t m0 x5b h9 y566 ff1 fs5 fc1 sc0 ls8 ws0">550 000<span class="ls0"> </span></div></div><div class="c xc7 y78 w77 h34"><div class="t m0 x0 h9 y566 ff2 fs5 fc1 sc0 ls0 ws0">Całkowita cena realizacji<span class="ff1"> </span></div></div><div class="c xb9 y78 w5d h34"><div class="t m0 x22 h9 y566 ff1 fs5 fc1 sc0 ls8 ws0">11 000<span class="ls0"> </span></div></div><div class="c xbb y78 w5b h34"><div class="t m0 x88 h9 y566 ff1 fs5 fc1 sc0 ls8 ws0">24 500<span class="ls0"> </span></div></div><div class="c x1 y6b8 w6d h3a"><div class="t m0 x0 h12 y6b9 ff3 fs5 fc1 sc0 ls0 ws0">Opcje przyznane </div><div class="t m0 x0 h12 y6ba ff3 fs5 fc1 sc0 ls0 ws0">w okresie </div></div><div class="c xc7 y6bb w77 h34"><div class="t m0 x0 h12 y566 ff4 fs5 fc1 sc0 ls0 ws0">Ilość<span class="ff3"> </span></div></div><div class="c xb9 y6bb w5d h34"><div class="t m0 x50 h12 y566 ff3 fs5 fc1 sc0 ls8 ws0">250 000<span class="ls0"> </span></div></div><div class="c xbb y6bb w5b h34"><div class="t m0 x2 h12 y566 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xc7 y6b8 w77 h3b"><div class="t m0 x0 h12 y6bc ff4 fs5 fc1 sc0 ls0 ws0">Całkowita wartość wykonan<span class="_ _0"></span>ia opcji<span class="ff3"> </span></div></div><div class="c xb9 y6b8 w5d h3b"><div class="t m0 x22 h12 y6bc ff3 fs5 fc1 sc0 ls8 ws0">12 500<span class="ls0"> </span></div></div><div class="c xbb y6b8 w5b h3b"><div class="t m0 x2 h12 y6bc ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y6bd w6d h3a"><div class="t m0 x0 h12 y6b9 ff4 fs5 fc1 sc0 ls0 ws0">Opcje wygasłe <span class="ff3"> </span></div><div class="t m0 x0 h12 y6be ff3 fs5 fc1 sc0 ls0 ws0">w okresie </div></div><div class="c xc7 y6bf w77 h3b"><div class="t m0 x0 h12 y6bc ff4 fs5 fc1 sc0 ls0 ws0">Ilość<span class="ff3"> </span></div></div><div class="c xb9 y6bf w5d h3b"><div class="t m0 x25 h12 y6bc ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y6bf w5b h3b"><div class="t m0 x5b h12 y6bc ff3 fs5 fc1 sc0 ls8 ws0">120 000<span class="ls0"> </span></div></div><div class="c xc7 y6bd w77 h34"><div class="t m0 x0 h12 y566 ff4 fs5 fc1 sc0 ls0 ws0">Całkowita wartość wykonan<span class="_ _0"></span>ia opcji<span class="ff3"> </span></div></div><div class="c xb9 y6bd w5d h34"><div class="t m0 x25 h12 y566 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y6bd w5b h34"><div class="t m0 x67 h12 y566 ff3 fs5 fc1 sc0 ls8 ws0">6 000<span class="ls0"> </span></div></div><div class="c x1 y38e w6d h3c"><div class="t m0 x0 h12 y6c0 ff3 fs5 fc1 sc0 ls0 ws0">Opcje zrealizowan<span class="_ _0"></span>e  </div><div class="t m0 x0 h12 y6c1 ff3 fs5 fc1 sc0 ls0 ws0">w okresie <span class="ls1a">**)</span> </div></div><div class="c xc7 y6c2 w77 h3d"><div class="t m0 x0 h12 y6c3 ff4 fs5 fc1 sc0 ls0 ws0">Ilość<span class="ff3"> </span></div></div><div class="c xb9 y6c2 w5d h3d"><div class="t m0 x50 h12 y6c3 ff3 fs5 fc1 sc0 ls8 ws0">200 000<span class="ls0"> </span></div></div><div class="c xbb y6c2 w5b h3d"><div class="t m0 x5b h12 y6c3 ff3 fs5 fc1 sc0 ls8 ws0">180 000<span class="ls0"> </span></div></div><div class="c xc7 y6c4 w77 h3b"><div class="t m0 x0 h12 y6bc ff4 fs5 fc1 sc0 ls0 ws0">Całkowita wartość wykonan<span class="_ _0"></span>ia opcji<span class="ff3"> </span></div></div><div class="c xb9 y6c4 w5d h3b"><div class="t m0 x59 h12 y6bc ff3 fs5 fc1 sc0 ls0 ws0">8 5<span class="ls8">00</span> </div></div><div class="c xbb y6c4 w5b h3b"><div class="t m0 x67 h12 y6bc ff3 fs5 fc1 sc0 ls8 ws0">7 500<span class="ls0"> </span></div></div><div class="c xc7 y38e w77 h16"><div class="t m0 x0 h12 yca ff4 fs5 fc1 sc0 ls0 ws0">Średnia ważona cena wyk<span class="_ _0"></span>onania opcji na jedną akcj<span class="_ _0"></span> </div><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">(PLN/akcja) </div></div><div class="c xb9 y38e w5d h16"><div class="t m0 x72 h12 yc9 ff3 fs5 fc1 sc0 ls0 ws0">42,50 </div></div><div class="c xbb y38e w5b h16"><div class="t m0 x67 h12 yc9 ff3 fs5 fc1 sc0 ls0 ws0">41,67 </div></div><div class="c x1 y6c5 w6d h3e"><div class="t m0 x0 h9 y6c6 ff1 fs5 fc1 sc0 ls0 ws0">Opcje niezrealizowane  </div><div class="t m0 x0 h9 y6ba ff1 fs5 fc1 sc0 ls0 ws0">na koniec okresu </div></div><div class="c xc7 y2ec w77 h3b"><div class="t m0 x0 h9 y6bc ff2 fs5 fc1 sc0 ls0 ws0">Ilość<span class="ff1"> </span></div></div><div class="c xb9 y2ec w5d h3b"><div class="t m0 x50 h9 y6bc ff1 fs5 fc1 sc0 ls0 ws0">30<span class="ls8">0 000</span> </div></div><div class="c xbb y2ec w5b h3b"><div class="t m0 x5b h9 y6bc ff1 fs5 fc1 sc0 ls8 ws0">250 000<span class="ls0"> </span></div></div><div class="c xc7 y6c5 w77 h3b"><div class="t m0 x0 h9 y6bc ff2 fs5 fc1 sc0 ls0 ws0">Całkowita cena realizacji<span class="ff1"> </span></div></div><div class="c xb9 y6c5 w5d h3b"><div class="t m0 x22 h9 y6bc ff1 fs5 fc1 sc0 ls0 ws0">15 0<span class="ls8">00</span> </div></div><div class="c xbb y6c5 w5b h3b"><div class="t m0 x88 h9 y6bc ff1 fs5 fc1 sc0 ls8 ws0">11 000<span class="ls0"> </span></div></div><div class="c x1 y6c7 w6d h33"><div class="t m0 x0 h12 y121 ff4 fs5 fc1 sc0 ls0 ws0">Opcje możliwe d<span class="_ _0"></span>o zrealizowania <span class="ff3"> </span></div><div class="t m0 x0 h12 y59e ff4 fs5 fc1 sc0 ls0 ws0">na początek ok<span class="_ _0"></span>resu<span class="ff3"> </span></div></div><div class="c xc7 y6c8 w77 h34"><div class="t m0 x0 h12 y566 ff4 fs5 fc1 sc0 ls0 ws0">Ilość<span class="ff3"> </span></div></div><div class="c xb9 y6c8 w5d h34"><div class="t m0 x50 h12 y566 ff3 fs5 fc1 sc0 ls0 ws0">15<span class="ls8">0 000</span> </div></div><div class="c xbb y6c8 w5b h34"><div class="t m0 x5b h12 y566 ff3 fs5 fc1 sc0 ls8 ws0">180 000<span class="ls0"> </span></div></div><div class="c xc7 y6c7 w77 h34"><div class="t m0 x0 h12 y566 ff4 fs5 fc1 sc0 ls0 ws0">Całkowita cena realizacji<span class="ff3"> </span></div></div><div class="c xb9 y6c7 w5d h34"><div class="t m0 x59 h12 y566 ff3 fs5 fc1 sc0 ls0 ws0">6 0<span class="ls8">00</span> </div></div><div class="c xbb y6c7 w5b h34"><div class="t m0 x67 h12 y566 ff3 fs5 fc1 sc0 ls8 ws0">7 500<span class="ls0"> </span></div></div><div class="c x1 y6c9 w6d h3f"><div class="t m0 x0 h12 y6ca ff4 fs5 fc1 sc0 ls0 ws0">Opcje możliwe d<span class="_ _0"></span>o <span class="ff3">zrealizowania </span></div><div class="t m0 x0 h12 y6cb ff3 fs5 fc1 sc0 ls0 ws0">na koniec okre<span class="_ _0"></span>su </div></div><div class="c xc7 y1bb w77 h34"><div class="t m0 x0 h12 y566 ff4 fs5 fc1 sc0 ls0 ws0">Ilość<span class="ff3"> </span></div></div><div class="c xb9 y1bb w5d h34"><div class="t m0 x25 h12 y566 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y1bb w5b h34"><div class="t m0 x2 h12 y566 ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xc7 y6c9 w77 h3b"><div class="t m0 x0 h12 y6bc ff4 fs5 fc1 sc0 ls0 ws0">Całkowita cena realizacji<span class="ff3"> </span></div></div><div class="c xb9 y6c9 w5d h3b"><div class="t m0 x25 h12 y6bc ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c xbb y6c9 w5b h3b"><div class="t m0 x2 h12 y6bc ff3 fs5 fc1 sc0 ls0 ws0">- </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 h12 y6cc ff4 fs5 fc1 sc0 ls0 ws0">*) <span class="_ _a"></span>Powyższe <span class="_ _13"></span>zestawienie <span class="_ _a"></span>nie <span class="_ _13"></span>obejmuje <span class="_ _13"></span>opcji <span class="_ _a"></span>na <span class="_ _13"></span>akcje <span class="_ _13"></span>Spłki <span class="_ _13"></span>ktre <span class="_ _13"></span><span class="ff3">wynika</span><span class="ls2a">ły</span><span class="ff3"> <span class="_ _a"></span></span>z <span class="_ _13"></span>opcji <span class="_ _a"></span>nab<span class="_ _a"></span>ycia <span class="_ _a"></span>udziałw <span class="_ _13"></span>niekontrolujących <span class="_ _a"></span>w <span class="_ _13"></span>Sento <span class="_ _a"></span>S.A.,<span class="_ _a"></span> </div><div class="t m0 x1 h12 y6cd ff4 fs5 fc1 sc0 ls0 ws0">ponieważ zarwno<span class="_ _0"></span> ilość akcji Spłki jak i wartość wykonan<span class="_ _0"></span>ia opcji<span class="ff3"> </span>były<span class="ff3"> zmienne w czasie. </span></div><div class="t m0 x1 h12 y6ce ff3 fs5 fc1 sc0 ls0 ws0">**) <span class="_ _4"></span>Opcje <span class="_ _4"></span>zrealizowania <span class="_ _4"></span><span class="ff4">w ok<span class="_ _0"></span>resie <span class="_ _4"></span>zawierają <span class="_ _0"></span>rwnież<span class="ff3"> <span class="_ _4"></span>opcje <span class="_ _4"></span>na <span class="_ _0"></span>akcje <span class="_ _4"></span><span class="ff4">s<span class="_ _a"></span>erii <span class="_ _4"></span>AG, <span class="_ _0"></span>ktre <span class="_ _4"></span>do <span class="_ _4"></span>dnia <span class="_ _0"></span>3<span class="ff3">1 <span class="_ _0"></span>grudnia <span class="_ _4"></span>2022 <span class="_ _4"></span>ro<span class="ff4">ku <span class="_ _0"></span>nie <span class="_ _4"></span>były <span class="_ _0"></span>zarejestrowane </span></span></span></span></span></div><div class="t m0 x1 h12 y6cf ff4 fs5 fc1 sc0 ls0 ws0">przez Sąd Rejon<span class="_ _0"></span>owy dla m. st. Wa<span class="_ _0"></span>rszawy w Warszawie<span class="_ _0"></span>, XII Wydział Gos<span class="_ _0"></span>podarczy Krajowego<span class="_ _0"></span> Rejestru Sądowego<span class="_ _0"></span>. <span class="_ _a"></span><span class="ff3"> </span>Akcje serii AG zostały<span class="_ _0"></span> </div><div class="t m0 x1 h12 y6d0 ff4 fs5 fc1 sc0 ls0 ws0">zarejestrowane przez ww. sąd <span class="_ _0"></span>w dniu 26 stycznia 2023 roku<span class="_ _0"></span>.<span class="ff3">  </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 x3 y11 w3 hd" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABAkAAAYkCAIAAAAHyMEXAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdaZgdd33g+1+dpfeWWi11q7VLliXLtiwbG9tgYxsbj0McwOHesIVAQhayMRMgE5I48yS55AaSmbmZeWImkAQmGw4kBJgAIWzGxgvG8iZZmy1b+65uqfftbHVftCS3tla3Lbtb0ufznBet02erqtbz/L+n/lWVpGkaAADwqkjTtLe3p/PwoZ7O9oHezkJ/Z6V/b6SViDStmp6rmZGraahtaGqcPnN6U/O06U35fN5Ke9Uk2gAAgFfI4UMdu3e80H1we6V3d3Xa0ZjpmZ7rm5Yfrs0U89k0MkkkEcdGo8lIPURU0lIlM1zO9pfzfeXa3lLdQDqtkExP6mbXTJs9o3V+a9u86dObrF5tAADAOeCJH36/suNbl03b3tBQiVIa5Uq8zFFnEpHNRDaJNLp7s1sH23rqrlxw2RsWLV6azWatcG0AAMAUcvjwoefWPlo++PiSqq1tdf3ZTBrlV2aomURkkogoFWPv8PR9xdbB3ML61kvmX3TZnLnzbAhtAADApCmVSo/d/7WL+r8yZ9pgFMrx6g8wM0lUZQYHk43dC0rzf+zaG+/IZDK2izYAAODV09vbs/bR78zouu/ypv1RTmNyh5ZJRCappHFwqH770ILitCvmLrt66bIVNpM2AADgFQ6Dnp6t//Z7V7bsjUJ5Kn6+XKaUJusPz42L33XVtW+wvbQBAACviIe+9U/LB782u6Y/KpMxnkxGzmp09NxGI2Pa9PgjnpMkkiSymUKa3dY/c19y2ayLb1y24orq6uqxX7tSqVQqlTRNs9nsBTU3SRsAADAxaZo++KU/u2XaQ6/UocZj9ECSiYgol6IwHEP9MdgXg30xPBSFoSgXo1yKSuXFB2cykc1FvjqqaqKmPhoaY/r0tT1L86s+uOLyK0cG/T093Qf37Tmwc1OxZ2+ucKgm7apNBqujkM1UsklaqGRLaW6wUjMY0wrVs6uaFrYsWDZvwZK6ujptAADAha5cLj/y5f9687THovTKDyOTJCqVKA7H0EAM9MZgXwz2x9BgFIeiVDxxL8EYMhFplIai0JsM9VUNdtc+X7Uqv3D63IuHZs7O1NflstX5keiJOHq9hZGfj+ydiEhi5FIMpVLSW8wfKDV1lmcVahc3zlmxeNnlzc0ztQEAABeWNE0f/sLHb5rxdJTSSF65IWom0jQG+6Jjb3Tsi/6eKFUiiZjo7J5cRBrF7uh6Ibqei/59USqMHudHviEW3BZNV1Ync5dF24LI14xcoXm8r59JIp853Fe1rviaZTf89Nz5C7QBAAAXih/862dvqfrGK7LHIEmiXI6h/ug5HF2Hoq87hvqPTBAaf4QkEUmUh2PocAzsjb59MXgwhjujUnrx98elTkRENCyI+bdG/fxc1DVFc2vMaI36aROMkKR7qOrZoUWVtluuvuE/nPF4Bm0AAMC5bce2rbPW/lZ9pniWXzeTjWIh2vfG3q3R1xMx8f0DI0/JxFB7dKyLwxtjuHeCL5OLuTdE2/WRpBFpRHNLLL40pjVHZYLnX8pntvbMKF7x0Usuu0IbAABwfjpwYP/gDz62uLYrKmcrCZIoFqNjXxw+ED2HY3g4IiY2TymJyERpIPr2Re+O6N0dQx1HdhFMdLrTyIC4cUHMuSEaF0RSichmY/rMaFsQM9sik410AhONOos1zxSuWnbT++bOm68NAAA43zzw1U+/Mf+ts3NioiQTlVIc2BU7n4/BwZeylyCJyMXw4Tj4VBxaH8WhI4cQvHyViPlviDlviCge/Xddfax4TUyfNbF9CJlk60Bzw61/0to6WxsAAHD+6O/vb//ary2u7Xx5A8+INKKnM9r3xKEDMTRw5M6JvEKaxnBXdG+Nrm0xsC/KhQm/xnjeZfpFMe/mqG2OGJlilM3GzLaYf1E0zpjIDoToKNY/P+M9r7/tbdoAAIDzxA/+z+duyX7tZe00yGSjtzNeWB9dh17KWD6JyMRQR+x5JDqffwV64CT5abHinVE1PUbNocrEkhWxYOmEXmco8htmf+ia19+qDQAAOOd1dh4ufedXW6oH4qUNG9M0Dh+Mfbuiqz3K5ZdwRMFwd3Rvjc7no29PpJVXvAqOfOqIbHUsvC1mXhZRHnXvjFmxZEU0No1/EYYi//S0D7z+trdqAwAAzm2PP/K9a7s/FUPlCT8zm42eznhubfR2v5SDCrJRHIj9q+PgM1EpvkpJcKJMLLk9Zq4ctfdgZJbR8pUxf2mUx7tOOsr18cZ7ZrW0TPFtnfPnDgDAGPr3rI/8BE9OlCTRfTj2bI9DB6JcOnKkwXifG2kavXvj8Mbo2h7F/pH7JkdaiW3fjeJgtL12VB4kEc9vjO6uWLIiqmvG8zqzcv1bv/Oxwhv/aIqfuUgbAAAwlobCjshOZGhfKcWWTbF3RyRHnzX+Z+di8EDsuD969h7Z05BM6rInEZHGrocim4+WVaOPPajEgd3R2xNX3xjZ3JkPUE7jorpDP3jw83Pf8zvaAACAc1Kapq1Jx3gfXS7Fwb2xa1sM9L6EfQXdO6NjQ/TsjHLhpUxBekVtvz/SiNYr4rjLO/T1xGMPxCWrYmbrmfOgkl6ZffK5jeum8mXRHG8AAMBpdbS3133/l+qypTMNKpMoDMf6x6O7a8Lj+lwMHozt90Xf/kneS3CGRczFpe+IupaTmifJxqpro2nWmfMgk+zom972rs9VV1dPzWXM+IsHAOB09u3eVpstHTkA95S3iCiXY9vmeOyB6O46srtgnLeI3n2x9Zux8UvRuz9iIk999W+VUjz71ejbf9IvyuVYuzr27owkOcNLlNNF03qeevjbU3ZzawMAAE6rp313kjn9t/lJEv19sfoHsW1zlIoTG93non1DbPpyHHouKoUpvcfgmPJQ7HwwIntSHVUq8dy6OLgvkjMtR7GS3fugNgAA4NxTGug87Yi/VIodW+LpH8XQ4ASqICKNOLw1Nv5zbL//xcOVzxV9+2Pbd6NSOXnR0tjw1Hj2HlyW37JrxzZtAADAOSYtnvKSZ0lExIYn44VNURye0NhzuC+e+2o8/+/RvzfiHDzuNYk4uDE6Xzjlykpj8/roOjz23oOGfGn7g38/NZfOeYoAABgjDiqRpscdZZsk0bEvXng2BvsncDKiJAoD0b4hDm6MYv+5/f10JmLvEzF9ceROHkpXKrFmday8Oma0nHbVlNKrcmvbDx5saW2dgosGAACnGdLna4//dxI7t8a6p2KwP2Lc84gy0X8wNn4l9jwepf5z49CCsQ12xo7vxykOvI6IcimeXReVsS6Z3Fhb2vbsmqmZPQAAcGrZmqbjDjDY9Ew8vynGeRL8NCKJ4b7Ydn9s/EoM90ygJqb4LSI6tkTXjtMs+NBgPPHDGB467fML5YF9G7UBAADnkroZs6OSRkQUhmP1w7Fn15Gv/cczgs5G57ZY+49xcGOklfNhd8FoScT+Z046Z9GxdOjriS3PRTZ76idXon5ohzYAAOBcMnP2/EI5Gz3dsWZ1DA6M9/IFSQz1xNbvxwvfizjvquCYnr3Rve00pRQRB/bF9i2nW0Wzk/ZKpaINAAA4Z7TNnd97uD+eeCT6esc7xs9Ef3ts+lp0PBtp6XxeOWk5tj0QleLpfl2J5zZG1+FT/nJ2tvvA/n3aAACAc2Tsm6ZrfnR/9bajM+PHMQ2/XIpdj8WG/xOF/vN//SQRQwPRuWOsg7DjhU1RKR8519OoW3W2svO5tdoAAIBzw4/u+/r1nZ9pyJbHeXzucF+s/3LseTqifN7OIzp5MH1oy2mOOhi5dXfHpnVx8vpIYmj/lDsc2fUNAAA4UaVSefS7X11x8AuRLUZtbXSe4fFpGp3bY+fqGOqZwDUPzg/de6PQHVX1p/l1ErFvb8ycHa1tx6/iqB/YNQVTBwAAjvPY979+Y+/fzswMRJpGbX1UznA+oj1Px3Pfi+GeC2V3wWjlQux7JsY6SjuJ2PZCJJkTcmpWcqhUmloHZGgDAACO88Qj379oz70xdHQqUd3p2yBiuD+e/27sefqCHla2b47iwJj51N8bz647bjVWoinpHxoc1AYAAExRzzz5o9fu/rPZ2b4X76qtP/XugCQq5Xjuu3F46xlmEY0+sedLlk7VqUpJRLEYvQfO9LidO6P7uHMWNWSHB6dYGzjeAACAI/bu2V275tNRVT7u3qqqqKmJoaHj7sxE957Y+kgMn3Rq01xra/XFF+dbWnJNTdnGxmxDQ1JdnWQyaalU6uwc3rVrcOPG4W3b0lIpOVMMZOvra1etql2+vGru3ExNTVoqFQ8eHNyyZWDNmlJHR5x0hG8aUdXWVrtqVWQyERFp2r96dbmzc+y3qH/d65J8PiIq/f19jzwSE7/sQBLRuy+aF0WM8dRMxPYtcVXzsatK57JRGB7SBgAATDkb1j45b+0fz60aPPH7+UwuZs+LbVuOjMSTKBVi11Nx4LkjQ+HjHp7Pr1y9unrRorHfa3Dz5sP/8i/7/+IvCnv2JKcastdedtm83/7tpjvvzM+adfLTywMDvQ89tPe///fu731v9NOTqqrLHnmk5qKLjt3T89BDG269NSmXT/kx8nPnrnz00eqFC4/d88LP/mz73//9SzhqonNPLEwjGXvXxqGO2LwxLr706MdNCoXhKfU3YE4RAAAREcUnP9cUg6eYuJNGzJr94lf02dj2w9i/6dTfkWfy+WxDwxnfq3b58nl3373i619PcrmT3y3f1nbpv/97y/vff8owiIhsXV3Tj/3Yiq9/vfmtbz3u82YymZqa0XdMu+mmlne/+3Qj9lk//dOjwyAiso2NL23tDffEcHec+VjsHTuir+dYy6RT7NLI2gAA4EJXLpd/cO9/W5Xffprfp9E4LapqIqIwFM99Jzq2nZ3zEdW/5jXz/+APThi41yxduvKRR04Ysp96IFtTs+xLX2q6446xv6xf9D/+x8mvlkYk9fWtH/jA2VqHlUp07jz60umY5yzatfPIlKepRxsAAFzo1q5++JbsDzKV9PTX981GfWNkY8vDcXjnxMKgMjRUPHSo2N5e7u09+bdzf/M3a5YsSUcN2ds+9KHRk4LOMJatrp772789dhvkW1pmvfe9Jz9m/u/+bu1ll53F1di5a8zjDY45sC8GBqfmsdXaAADgQlfZ8JUYLo/1iHKlWD39ue9G1+4J7zHY/qEPPbV48dNLljy1cOGaK67Y84lPpKNO6p+prV3y6U8fm1mUqa1tvuuu0U9PK5W9/+2/PXP99U9dfPGaVau2/cZvFDs6Rj+g8cYbp1133djD7Jaf+7nstGmjH1O3cuWcj3707K7G/kNRKozjAtKlcmx6JtI00jSXz2sDAACmiid/eP81+c0jQ9XT3jJJ/+7+jp0R4xj6npgVg4Plvr5yf3+pq2tw/frtv/d7e/74j0c/oOnHfqz6oovSiErE9De9qXrJktG/3f/nf779Yx/rX716eMuWwXXr9v35nz97551pofDicLa6uu0jHxn7NKm1y5cv+MM/HHVpgWj9hV/I1Nae8sHpS7pFRLEYhfGckjSJaD8UXZ1RSXP5Km0AAMCU0NPT3bLhr5KxZ7dUKrFxXX1xXy5/FmbBJBG7//RPh3fsOG7sfnRuT/Pb3z76/uLBg7v+8A9PeHrP44/3PPLI6Dun33prtr5+7Ped/Wu/Vv+a14wM/avmz5/57nef9ZWZRhT6x1cSmYi9ewqVbHV1tTYAAGBK2PTkDxfW94w15M9kYue22LUrXx3N887COyYR5cHBgQ0bRt9ZvWBBRCSZTMM114y+f3Dz5mJ3d3LSKww888zoe/KzZ+dOc0ajF5ejunr2L/zCyIIu/cxnqtraXon1WRwY90M7DgwOVaqra7QBAABTQmHn6iiUx/qGe9/e2L59ZMw4e3kkydl539KhQ6P/mWtqSiOSqqpcS8txDzv+0IIXP/b+/Sfcc7pzj1ZGzT6a+c53Vi9aNP2222bceefIPWmaVs7elYmTiOJgjPeAjFKpf9uefJU5RQAATA1txa1j7TTo6Y61a6NcGpmkP212VNWfnfcdfcBAREQ2GxGRySQjPxwb2Q8Pn3IInhaLJ955mkF2+9/9XXr0wmf5lpaln/nMnA996FjiDK5fv/9TnzqbbTA07gMUKjG3uHfnthe0AQAAk69cLs9LDp128Foux3ObjhstZqKx5RxbxsHNm3d87GPHLjHW9OY3z/jJnzz22/2f/WxaLp/NVVoY936DNKK6ds/a72sDAAAmX6lYqMuefmS8bm10dx8ZxR6phZg+OyoTPE9RjO9h6emH0BN6ixMk2ezuP/uz0ccnJEd3GpS6ug7+wz+ccGHm9OXdSuWJvEp13Zyep7UBAABTIQ6GTz3STpLYuzva20/8CjyNxtaI5BxbyiRi/1/+5Ql3VoaHX/i5nyt1dp7d96qUJ/Kx6hsuyh988pH7tQEAAJMsmxajcqqrGZTLsXXLKceJtY0xbeYUvJ7vGQbh7Z//fPH4w5d7Hnig41//9axnTpqOu50ySdTW5dNy/bq/K5/VeU3aAACAiQ9kTzmMrVRi3ZoYGjrlNJgkYt6lZ2MMevx1x0bOJpSWSiccfJw51VUL0ohMXd2Jn3rM0w2V+/qe++mfHtq6tdjRUezoKOzdu/fP/zx5ZdbpeG+ZXFRXR6VySc3B5zasnSJ/Ejn/KwAALkzlTHU+k0T5+N0Ah9rjQHtkTzv2bV4Y1fVR6H9Zb101Z87of5Y6OpKItFAo7N1bvXDh6R52bPhdNX/+CT1THjk04jSSiJ77739q+fJMLhcRlWIxrVSSOPs7QJLMuF80Xx25fFTKSVo5uOnRy1ZdPRX+JOw3AAC4QGXzVZUTwiCS2LnjtGFwdPw4vXUCxyKf4hDctra6VatGP2Zw+/Y0ohLR89BDo++vXb689qKLTnh6ksk0XnvtcU/furXY0XHmw6DL5fLwcHl4eOS0ReP/wBPYGTD+wXXN0SsiV9Km7vVT5E9CGwAAXKBy+arOUt2oMXIS+/dFV9cZnlaOprlRealvmubzy++9Nz9z5ov3lEoD69aN/NzxxS8eO99oRGQbG5f/4z9GdfWxeyoR837zN+tf85rRr3n4q189Mitp0sfW2XF/iNraSNORNb88drYfPDgl/iT8rwAAuDAlSbI9mT8zNh/5d2E4Nj87nqHttJbI5aJcGtdhtzVLl9Zff32Spkl1de3ixS3vec/0224b/YD9n/50Yf/+JCKJ6F2zpv/ppxuuuebYbxuvv/7yb3yj41/+pdjRka2vb3rTm1p+5mdGP73U1bXv7F2/7OVII3L5OHKS17FVImrr4mgF1eXKq+/74hvf85+0AQAAk6Zv5qroef7IIQft7TFcGM+0kuq6aFkU+7eM6y0WfvzjCz/+8dP9dnj37m0f+1iSHhlNJ5VK+733jm6DiGi6/fam228/3St0fuMbgzt3TpHJMLnqcWdE3ajDrNP00u4fDA19sKamZnI/vzlFAAAXroVXvXEwzUdEZDJxYH8k451ZP+/SyL7sL5nTcnn73XdXhoZG33ngb/+281vfGucrDG3btuuTn5wiI9o0Il8TZ7443EgH1daNfubs2oFtz2+a9EXQBgAAF64lS5etrro5skkMDMT4LwSWRm1TNMw8zW+T8Z4d9MBf/VX7P/zDCY8ud3Zu+PEf7/zmN8/49MHNm9dee+3Axo1TZ33ma8a19qI6H9XVx11TopJ2bNugDQAAmEyvffuvbS7Mjp3bo1yZwBl5StE89xRfkZeHhgY2baoMD0d66kn3aaVSPHiw48tf3vCTP7nlox+N03yrvum9733hV3+1++GHT75wQVou969fv+sTn1h3xx2FQ4eOe4U0TY+/jlhaKo29HOW+vtGPrxSLL+c8RVW143vcjBmRPf5sUKVKdDw/6X8MSZqm/ksAAFzIHvnml278p/fGUDEmcj2wgd544pun+qY5l6ueM6d68eKaxYur5s7Nz5qVaWjI1teXe3qGd+3qfeyx3kcfLQ0Pj+cr6kpE7YIF02+9tf6qq7LTpqVDQwObNvU8+GDfxo1RLp/yw9YuX55rbn7xQ27aNPalDzK1tfWrVh3Z11Gp9G/YUOl/idduSJK49q6oOuMhB2nEqlUxu+2EfNpQWXD5L39OGwAAMJnWPfXYFV/4v2Ln3gm1QRrx7CPRsfsUT0pP+uHYhcZGzkc0oXdJJ/IKJw9tk3G8xfgfPMaL1DXG1W+O5IzRk83FjW+I3ImHa3RWaht/8Su53GSeK8icIgCAC13X7ufj8lXROH1CE2iSiMVXnPpqX8nRW+bo7djPcZrLjZ3O6CcmR19qjCF+cvxtPI49MnkZ6zCNmN4SSXYcq662fvQVG45pyg71jLmL41XgHKYAABe6SueOKJbi0hXx9JooDI93jJxG7fRonBXd47tsV27mzJaf+qlcU1OSzw88//zhb3yj3N+fa26e+da3Vs+fH+Vy71NPDb3wwow77jj0ta8N790bEa3veU9UKoe+/vXmt7yl9uKLI2Lw+ecPfulLLXfdlW1sPPiFL0S5nEYkudzMt7ylfuXKYkfH4W9/e2jbtkw+3/q+91W1tkY2O7x7d+e3v13Yv7/5jjuqFy06+IUvVPr6Ipdrfde7KkND7V/+cq6pqfW9783PmlXu7T38b/9WKZWa3/zmnocf7lu7Ntfc3Pqud/U98UTtJZdkGxuPLUvPD3/Yt3btCetpxtxxXNkgjZg+LSqnuHZckonezo7mmTO1AQAAk6Z2uD3SNBob4/pr40ero1QYd1XErPnReXBcc1FqV668+DOfOfbPviefXHPTTQt/53fm/9ZvjdzT8ZWv7Pz4xy/+9Kez06fv/NM/zTc2LvvLv+x+4IFsU9Oyo0/sffLJfV/60vzf+Z26Sy7p+MpXKgMDkSTL/+qvZn/gA0c+0fDwE1dcUenpWfbpTydVVSN3dn3/+0+/6U1z/+N/bH7LW8oDA+333tt4ww2XfP7z/WvXHvjylxf81m8tuPvuY08vDw1d/KlPdd1335rbb69ZvPjiv/iLPf/zf7b94i9mGxqOffgdv//7fWvXHjeqzsX0WeO76llT0ynbICox1Nc5uX8J5hQBAFzoGitdERFpGtU1cfnlkc2P6yT9aUQazXMikxvfwyuViNj/2c/+6KKL9n/ucw3XXDP9jjtqL7kkLZefvO66Rxcteu6DH+zftGl4z57mO+9MM5lpN96Yqa/f/zd/U79yZUQ889a3Prpo0bo774yIqFTSQuHIDJ2VK2d/4ANd99+/+oortv3+72eqq1ve8Y5KqZSWy3s/9akfLlly4B/+YdqNN9a0tlZKpYiY88EPliLm/NIvRURaqZQjalesaP+nf/rhokWPLlq0/3//7yiXI2LazTe3vf/9lUolIkq9vY9feeW6n/iJiOj413997LLLdt9zTxy/dNWNkas50yqoRGSSmDbt1JshTcuDkzynSBsAAFzo6tOBY8PTmDUzXndd5KvG+dya+pi7JMZ/cptyX9/wtm2H77svImrmzx85lWfz7be33nVX45VXFguFgU2bGq+7LjdjRvPb3lbp7z/8ne+MfP3fdMMNrXfdNf366094weqFCyOi+5FHBtevP/zv/x4RNYsXj4zvS729hd27k0wmyWRGTgqUFouNr3vd0j/6o5l33VUZOLrUmUzV/Pmtb3tby1135WfOPHLcQpJc8td/XdXSMvKQ4a1bh7Zvj4hyb+/gpk3lrq4TPkZDU4xrLTTPiNNd/DiNTKFPGwAAMGnSNK1Oi6MuwlWJ6pq4alXU1I9rd0AlFlwaVdXj2s0Qo344JslkZr3jHa3ve9+0W26JiP516zI1NXXLl8+4/faBzZuH+/tHTjA6861vbX3f+2bceecJHyoZORo6TV985Ww2TdM0Yu6v//rrd+5sefe7D37xiwPt7UkmUxkePvB3f7fwv/yXzm9/e+DZZ+PYRYqXLWt9//tn/8zPVC9dOnLP3s98Jqmqmvef/lOc9LFPcZGEiGnNEeVxLP/ChUca7FS3bHl4cv8YHG8AAHCht8GJw/U0jWnT4obr4/Eno7v7jIcmV9VGc1sc2DHud4zIVFdHxMgkn7RYfPrWW0vd3UlENqL36acjYsYtt9QuW3bg7/8+4siFlp/5qZ8afO65OPbddpqmlcrI1dYiIlNbm0YkIy87ODjylK4HHjj4z/88sH5979HjhpN8fscnP9m3du2hf/u3K77xjbRw5MiKg1/84rO/8RsjJ0RqW7IkIg5997u1S5fOfMtbxrlEjeM5hLi2LmbNOvXBBhERka8MaAMAACZNJpMpn24uyZVXxAtbYt+BSCtjvUQpWhfG3h1nmJEy0h/1q1bN/fVfn/vzP5+WSj1PPTXjttuSfH7BRz5S6ugYfOGFQ9/6Vt+GDRHR+r73RUTvmjVJRKmnJyLm/8qvDG3ZUti3b9+Xv1zp78/NmDH/Ix8p9/b2rV9fbG9veec7C4cOzbjllojofuyxyOcjon/9+n333jty2tPK0Q9Q7O7e9b/+V+bouVfTiHJ///Qbb1z4oQ8lEZ3f+96x/RubfuEXrnnssZoFC9JT7TcYvVwN06KufhxzimY2j/37xtScIgAAJtVQWnXqWS75fKy8PJYtjfIZXmFGSzROO8PYOC0WI2LGbbdd8qlP1SxatOFd7+p9/PH9n/98Wiot+YM/WHbPPXN/5VcqEf0bNvQ8+mj9ZZdVCoXD992XiTjwxS+WenoWfPjDy+65Z+Hv/m5E7P/85zNVVRd94hPL7rmndtmyNXfckeRySz/5yRlvetOez3zmwBe+cPQt0xOvcpAkkabH9jyMjIb333tvw1VXLb/nnmX33DPjTW9Kj/52eN++fZ/9bESk5XJEjHzfn570rX8aMX9pZM74lXs5omVWlMunm1AUaVoTxcn9S3BdZACAC92az/zyVenzYz2iszM2vxA9faf9YjmJrvZY89CYOxiy2ap587INDUkmU9i3r5In6yoAACAASURBVHjo0Miljqva2vIzZ0ZE4eDBYnt7RGRqamqWLCl1dRX27Rt5TL65uaqtLTKZ0qFDw/v2RUT1/Pm5pqa0WBzetas8MJCfMaNq3rxyb+/Qjh0RkSRJ9cKFpcOHS729ydERfL61NVNTU9i1a6QK8m1tSSYzciGFmiVLsg0N6fDw8K5dkSRVbW3De/emQ0NJbW31nDmF9vZKb2+SzVYtXFju6SkdOjR6sXJV8fo3Ry4/dhhF1NfFda8dOfb6dPqW/njDHb+lDQAAmDQP//Xdbyj96AwPKpfjmfXRfvi0eZCLp+6PrvYLbu3NnBNXviHOsGsljbjqimhtiTHH3h1L3zbrjg9P4rKYUwQAcKErz1gcmRhjrkukaWQycdWquGz5kXMSnawUcxZF5QJbdZWIWW1xxjlX0dgQLbOiUhl7JfdmGid3cRyLDABwoWtatDK6MiPXBDiD+fNiTls8/Uwc6jr5S+aWuVFVFYXCGc9sdB5Jonn2mY5CTiPaZsc4ZusUM3WTuzT2GwAAXOiWrrhi72DDuEb0R3YgXBGXLY+a2hPGxLlcrHjNyOlDLwiViHkLo6b2TGGQy0db63hesJyr1QYAAEymhsbGjtf/9nCaPcO0otHzi+bNide/Ni5fEfWjLpFWidZ5MXv+uK6Zdh7cautj+ZWRjP2gTDauviKqqs68VpPINLZpAwAAJtmq175+Yyyd4EAyE3Nmx3VXx4J5kR7dWVCJuYsviKMO0oiWtsiecYZ+y8yYMX1cr5hEXdMsbQAAwOQbWvYTkZv4fKBMJi5dFtdeGbNmRZKJNJqao23OBbDrIIm2BTFWBo08aNH8KI+rlQZLueYW+w0AAJgCrn/TW54uLI0kxjuz6NitUonp0+LqlXHl5ZHLZypx+Wsilz+fw6AS0To7pjed6UFLF8W0xnGuxp3RUt/QoA0AAJh8mUxm4Xs++UJ59kt8frkSs5rjDdfGiqW5pro58+M8vopWvipWrBrz9ERpRPP0WLIwxnkxsST2N1w++X8D/hsAADBi5qyWzlU/H1XZl/j8NI1cLhbNjxuvXfAfFo18dX5e7jdobYua+jEfUY64ePFEaiM77ZI3aAMAAKaQa276Dw+2/lxfVE94ZtHoKUblSsMVi27+pQVLl0dN3Xm1A2HkIIL5i8e+3lkSK5bE9GnjXWMRGwbnrbjqOm0AAMAUkslkbv7J9z8x822Rf3kDxTStu/KiZdfU3XJ7LL3kyDfp58eRBgsWRtOMMZe9dWZctGj8q6oQ2do7f6+2tnbyt77/AAAAnOB1b//FHzS/uzupHRnlv/QdCAvmRjmWXRI33x6XXBr10yJNzu3dCPX1sfzy00+WqkTU1MayJVEqjXctJbG6+nUXLVsxJcrQnz4AACeoqam55Z2/sv6iX4z8y7jKcZrGnNaor4lK1NXG0mVx021x1dVRXROlc3OnQTli4aLIj3FNg6qquP6qqKke/0qqRDL3jT87RbZ7kqapv34AAE41tk/XPvZwzepPr8jujvJLHTT2DcTqZ6JcOjr8jHIp2jti/97oaI/hwjnzXXUaUV8fr39DVOVP8+tsNq68JFpmxrgH2D1J7abLP3z9bXdqAwAAzgGdnYdf+Mf/cm2sf4l5kEli45bYuTdO2AORjeGheGZNHDgQcS7MZkkycdNN0TDtNKcuTTLx2pUxY/r4wyByyQPT3/7G935kCi2jNgAAYGyVSuWH3/znuVv/5aLY/1IOFxgcjsfWRrF40lA00jT6+uPg/jhwMLq7o1yOZEqugTRi8aJYueo0F0LOZOPyi2NOy/jDoJhkH62/7ep3frShsVEbAABw7nnwc//PzYX7oliZWCEkSXR0xpMbTjvwTyIy0dcTW16IvfuiWI5MTLFIyMRtt0Ztzal+lc3FtStjWsNE9hhkflB7+y0///tTbftqAwAAxqtcLm9a+2TXE195zeDj9ZnhKI97CJ8ksfbZ2N9xhscnMTgYhw9He3scOhyDA5FOgUjIZOOa18TstpNmE6URdbVx2dJonj6uF0rTSJLDScO61re99q0/W19frw0AADjn7du7Z9dX/vi6zLoJ7EMYGIyHnx7vSD8TkcbBg7F1e3QcinJl0vYkpBELF8SVV510sbM0oqkxrrtiIpGRDEXu2ev+6KrX3TQ1N6s2AADgpSgWi8+tX3NozXcWdz++IHMok44jEvYejI1bJjD3JolIY2AwOrvj8KE43BX9vVGqHPnNq6O6Jm58XdTXHV8FuVwsmB2L5415QtPjFmQwzT/e+Mald/z8vAULp+w21QYAALxcj3zznxc+e++CqsNRTsca+mcz8dSmOHDopQztk4gkBvpiz77YvSd6+iKNV3xnQpKJm2+MaaPPTVSJyGXjmkujuSkqlXG9Sj6zqbSg5if+cMnFy6f4dtQGAACcBcPDw8+ufaLzuUdnHn7m4sqO2szIhYFPelzfQKzeEKXSSx/UJ1Eux+BQdHdHV3d09URfXwwPH3mrs5gKacQlF8eK5UfDII3IZWP+7FgyL6pyZ95Jkkn60/z6/BXpih9bed0tU+p8RNoAAIBXyd49uzff94VLO+6fne+ONI67MMLIOYue2nSWBrMRmUhL0dkV+w7GgYPR13fkAOnk5XVCGjGtMW6+IbKZiDSiEjFreqxaFtVVZ5gTlUTkkmIxebThtkve8quz58w5hzacNgAA4BUxMDCwbfOmQ9vWZQ9sbB3aNjdtr88UR87VE+u2xO4DZ/NL/iQiolKJoeHoH4i+vujti77BGBiIoeEolY7bqzCet21oiBuvi5p8RDYTM5tiQWs0T49M5sQwSCIiGTlyujet2ZGdd7j+4qpFVy9Z+drZbXPOuU2mDQAAeDXs3bP7hdX3Nex88NLS87XJUDy4JoaKr+DhAklEJqISxUJ090VnVxzuit7eGByKUuXFVDjl7oVyxI1Xx+xZEW3NccmiqKuJSnrcKydJZJNIIkrp3vL07TWXJstuXnHtzTNmNJ/T20gbAADw6knTtLPz8L6d2zq3Pbvs+/91dseOGByOQuHIvKNXIhWO7SxIo1KJYikKxRgajkIhhoejUIhCIYaLUSxHqRTlUhRrauuuuXj+ysZMU0OlrrYSSSnyxUy+kKkpZGqL2bpy1bRoaMk3zqqf2Tazbf6s1tk1NTXnx9bRBgAATI4Hv/w3N+/9XJQqMTgU3X1xqDu6+mJgKIpHT1OavPInKx15/ZFzHk1viAWtD130jpt+5U8uzC2iDQAAmBz9/f27//IDl6Q7IyKSo0cMlMoxXIyh4RgcjsHhGCrEUCEKxSiWolyOyvHnPppoORx7biYil4uqfNTVRH1NNE+LhrqorVqTvXTee/6kpXW2NgAAgFfVmh89dNXq3z6yo+AUY9UkkiSSiDQ90gyDwzEwFANDMViIoeEolqJYikolypVI48Tzio6UQyaJTBK5XFTloqY66muisS4a6qKuJvLZSJKoHLkmw7PZhZf8xj8lSXLBbg5tAADApEnT9Iff/OdVmz/dWB4cx9A1eXHEP1ICaRppJSrpkfH9CddmTiKSTGSSSJLIHP3h2NNj1C6ITLIvmrtu/38vXXX1hbw5tAEAAJPsgb///954+EtRmrRx6aGkcfhdfzN3/oILfENk/C0CADC5Xvv2Dz5Ue2s5mZyh6XCS33LNfxYG2gAAgMnX0Nh40y9/cnXNtZF51ef655IfzXjzdW98s62gDQAAmCqW/tTdq3NXVZIk0vTVuQ0m+R9Mf9s17/gNK3+E4w0AAJhCfnTPr7+u8MRx1yF+heQzD7S8+43v/bB1foz9BgAATCEXv/sPHq67pZDJxStZBx3JtAcX/errf+pXrfDR7DcAAGDKeeDv/vSNh79y2usevKzxb6RJ8vQNf3r1Dbdaz9oAAICprlAoPP6dry5+9m/mpYfO5g6EbPJEdlXTmz968YrLrGRtAADAOWPbC5tzX/3wgqTjrBx+UM4kD898+w0/85/z+bx1qw0AADjH9PX2PvGvn7t839daoide6gyjQia3Pn9ZXPu+q280j0gbAABwjhfCur+9+/Wlx6JYmdgUo1zSW65Zd8WHb/jx/9tq1AYAAJwPisXis2ufPLzm2wu7nlhQOZBLKlGJOHkomySRRCRxOK3fUn3J8JJbLnvDm5ubZ1qB2gAAgPPQ7p079mxeN7jv+XzP7rpC++zCgXxaOJSb2Vk9p1Dbkpm1ZOaSyxYvu7Surs660gYAAMCEufYZAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAIAzyZ2XS9V39xKbFgCAc1HDJ7ZN1lvbbwAAAGgDAADgqCRNU2sBAACw3wAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAAFNd7rxcqr67l9i0AACcixo+sW2y3tp+AwAAQBsAAABHJWmaWgsAAID9BgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAMC5IHdeLlXf3UtsWgAAzkUNn9g2WW+dpGlqAwAAAOYUAQAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAADOttx5uVSbN2+2aQEAOBctX758st46SdPUBgAAAMwpAgAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAgLMpd14u1ebNm21aAADORcuXL5+st07SNLUBAAAAc4oAAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAAGdb7rxcqr67l9i0AACcixo+sW2y3jpJ09QGAAAAzCkCAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAzgW583Kp+u5eYtMCAHAuavjEtsl66yRNUxsAAAAwpwgAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAADOptx5uVSbN2+2aQEAOBctX758st46SdPUBgAAAMwpAgAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBv9/u3Zs6yoQhGFUK21IEyRugd4ogN5owQ5ogvx/EdFNV/KO3zkNeLwTfRoAAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAAGK3/5L96v99WCwBARa/X61s/3ZJYAAAA4JsiAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAMBo/cf+z72vlgoAQF3LcX3rp90NAAAAbQAAADxaEq8AAAC4GwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAAH5Xrzj0va82BwBARctxTTubuwEAAKANAACAR0viFQAAAHcDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAMBoveLQ977aHAAAFS3HNe1s7gYAAIA2AAAAHi2JVwAAANwNAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAYKReP8qSiwAABs1JREFUcejzPG0OAICKtm2bdraWxIYAAADfFAEAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAARusVh7731eYAAKhoOa5pZ3M3AAAAtAEAAPBoSbwCAADgbgAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAAGK3XGvfeVzsDAKCu5bimnc3dAAAA0AYAAMCjJfEKAACAuwEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADf0ysOfe+rzQEAUNFyXNPO5m4AAABoAwAA4NGSeAUAAMDdAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAAAwWq849L2vNgcAQEXLcU07m7sBAACgDQAAgEdL4hUAAAB3AwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAABipVxz6PE+bAwCgom3bpp2tJbEhAADAN0UAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAgNF6xaHvfbU5AAAqWo5r2tncDQAAAG0AAAA8WhKvAAAAuBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAAEbrtca999XOAACoazmuaWdzNwAAALQBAADwaEm8AgAA4G4AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAoA0AAABtAAAAaAMAAEAbAAAAf/Ukn8/HQwAAwH+uJfEKAACAb4oAAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAADAr/oHP6BDDGQT4AcAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">47<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 hf y366 ff2 fs4 fc0 sc0 ls0 ws0">KOSZT OPCJI MENE<span class="_ _a"></span>DŻERSKICH ODNIESIONY <span class="_ _a"></span>DO RAC<span class="_ _a"></span>HUNKU ZYSKÓW I <span class="_ _a"></span>STRAT I DO KAPI<span class="_ _a"></span>TAŁÓW WŁASNYCH<span class="_ _13"></span><span class="ff1"> </span></div><div class="t m0 x1 he y367 ff4 fs8 fc1 sc0 ls0 ws0">W okre<span class="_ _0"></span>sach dwun<span class="_ _0"></span>astu miesicy <span class="_ _4"></span>z<span class="_ _a"></span>akoczonych 31 <span class="_ _0"></span>grudnia <span class="_ _4"></span>2022 i 2021 <span class="_ _0"></span>roku <span class="_ _0"></span>do rachun<span class="_ _0"></span>ku zyskw <span class="_ _0"></span>i strat <span class="_ _4"></span>o<span class="_ _a"></span>raz na <span class="_ _4"></span>kapitał zapasowy<span class="_ _0"></span> </div><div class="t m0 x1 he y6d1 ff3 fs8 fc1 sc0 ls0 ws0">odniesiono odpowiednio <span class="ls6">5 393</span> <span class="ff4">tys. zł. oraz 1 701 tys. zł z tytułu przyznanych opcji menedżerskich.</span> </div><div class="t m0 x1 he y65d ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y36a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y6d2 ff1 fs9 fc0 sc0 lsf ws0">7.45<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">WYNAGRODZENIE OSÓB WCHODZĄCYCH W SKŁAD ORGANÓW </span></span></div><div class="t m0 x4 h25 y6d3 ff2 fs9 fc1 sc0 ls0 ws0">ZARZĄDZAJĄCYCH I NADZORCZYCH SPÓŁKI<span class="ff1"> </span></div><div class="t m0 x1 he y6d4 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c xc0 y6d5 w63 h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">WYNAGRODZENIA KLUCZOWE<span class="_ _0"></span>J KADRY MENEDŻERSKIEJ<span class="ff1"> </span></div></div><div class="c x76 y6d5 w64 h16"><div class="t m0 x6c h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x39 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c xd2 y6d5 w28 h16"><div class="t m0 x4e h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 xbd h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c xc0 yd1 w63 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x76 yd1 w64 h11"><div class="t m0 x89 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd2 yd1 w28 h11"><div class="t m0 xe h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc0 y6d6 w63 h14"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">ZARZĄD<span class="ff1"> </span></div></div><div class="c x76 y6d6 w64 h14"><div class="t m0 x89 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd2 y6d6 w28 h14"><div class="t m0 xe h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc0 y6d7 w63 h11"><div class="t m0 x38 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Wynagrodzenie </div></div><div class="c x76 y6d7 w64 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">16 613<span class="ls0"> </span></div></div><div class="c xd2 y6d7 w28 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">12 <span class="ls8">675</span> </div></div><div class="c xc0 y6d8 w63 h13"><div class="t m0 x38 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Świadczenia pozap<span class="_ _0"></span>łacowe<span class="ff3"> </span></div></div><div class="c x76 y6d8 w64 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">230<span class="ls0"> </span></div></div><div class="c xd2 y6d8 w28 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">360<span class="ls0"> </span></div></div><div class="c xc0 y223 w63 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Wynagrodzenie razem </div></div><div class="c x76 y223 w64 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">16 <span class="ls8">843</span> </div></div><div class="c xd2 y223 w28 h13"><div class="t m0 x35 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">13 035<span class="ls0"> </span></div></div><div class="c xc0 y224 w63 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x76 y224 w64 h11"><div class="t m0 x89 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd2 y224 w28 h11"><div class="t m0 xe h9 y90 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc0 y6d9 w63 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">RADA NADZORCZA </div></div><div class="c x76 y6d9 w64 h13"><div class="t m0 x89 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd2 y6d9 w28 h13"><div class="t m0 xe h9 y8b ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xc0 y6da w63 h11"><div class="t m0 xd1 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Wynagrodzenie </div></div><div class="c x76 y6da w64 h11"><div class="t m0 x37 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 322<span class="ls0"> </span></div></div><div class="c xd2 y6da w28 h11"><div class="t m0 x37 h9 y90 ff3 fs5 fc1 sc0 ls8 ws0">1 266<span class="ff1 ls0"> </span></div></div><div class="c xc0 y6db w63 h13"><div class="t m0 xd1 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Świadczenia pozap<span class="_ _0"></span>łacowe<span class="ff3"> </span></div></div><div class="c x76 y6db w64 h13"><div class="t m0 x9d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">67<span class="ls0"> </span></div></div><div class="c xd2 y6db w28 h13"><div class="t m0 x9d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">43<span class="ls0"> </span></div></div><div class="c xc0 y6dc w63 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Wynagrodzenie razem<span class="ff3"> </span></div></div><div class="c x76 y6dc w64 h13"><div class="t m0 x37 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">1 389<span class="ls0"> </span></div></div><div class="c xd2 y6dc w28 h13"><div class="t m0 x37 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">1 309<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y6dd ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y6de ff4 fs8 fc1 sc0 ls0 ws0">Powyższa tabela nie uwzgldnia <span class="_ _a"></span>kosztu programu opcji <span class="_ _a"></span>menadżerskich, ktry w <span class="_ _a"></span>latach zakoczonych 31 grudnia <span class="_ _a"></span><span class="ff3 ls6">2022<span class="ls0"> <span class="_ _a"></span>r. i <span class="_ _a"></span></span>2021<span class="ls0"> </span></span></div><div class="t m0 x1 he y6df ff4 fs8 fc1 sc0 ls0 ws0">r. wynisł odpowiednio <span class="ff3 ls6">5 393<span class="ls0"> </span></span>tys. zł. oraz <span class="ff3">1 <span class="ls6">701</span> </span>tys. zł .<span class="ff3"> </span></div><div class="t m0 x1 he y6e0 ff4 fs8 fc1 sc0 ls0 ws0">Składy Zarządu i Rady Nadzorczej Spłki na dzie 31 grudnia <span class="ff3 ls6">2022<span class="ls0"> r. przedst</span></span>awione są w nocie 7.49.<span class="ff3"> </span></div><div class="t m0 x1 he y6b1 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y2b3 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y6e1 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y6e2 ff2 fs4 fc0 sc0 ls0 ws0">UMOWY ZAWARTE M<span class="_ _a"></span>IĘDZY SPÓŁKĄ A OSOBAM<span class="_ _a"></span>I ZARZĄDZAJĄCYMI<span class="_ _a"></span>, PRZEWIDUJĄCE R<span class="_ _a"></span>EKOMPENSATĘ </div><div class="t m0 x1 hf y6e3 ff1 fs4 fc0 sc0 ls0 ws0">W PRZYPADKU ICH RE<span class="_ _a"></span>ZYGNACJI LUB Z<span class="_ _a"></span>WOLNIENIA Z ZAJM<span class="_ _a"></span>OWANEGO STANOWI<span class="_ _a"></span>SKA<span class="_ _a"></span> </div><div class="t m0 x1 he y1a7 ff4 fs8 fc1 sc0 ls0 ws0">Członkowie Zarządu Spłki wynagradzani są na podstawie u<span class="_ _0"></span>chwał<span class="_ _a"></span> Rady <span class="ff3">Nadzorczej.<span class="_ _a"></span> </span></div><div class="t m0 x1 he y6e4 ff4 fs8 fc1 sc0 ls0 ws0">Żadnemu <span class="_ _4"></span>z<span class="_ _a"></span> <span class="_ _0"></span>członkw Zarządu<span class="_ _0"></span> <span class="_ _0"></span>Spłki <span class="_ _0"></span>nie <span class="_ _0"></span>przysługuje <span class="_ _4"></span>r<span class="_ _a"></span>ekompensata <span class="_ _0"></span>w <span class="_ _0"></span>przypadku <span class="_ _0"></span>rezygnacji <span class="_ _4"></span>z zajmowanego <span class="_ _4"></span>sta<span class="_ _a"></span>nowiska. <span class="_ _0"></span>Zgodnie </div><div class="t m0 x1 he y6e5 ff4 fs8 fc1 sc0 ls0 ws0">z uchwałami Rady Nadzorczej, Członkom Zarządu: Jarosławowi Szanajcy, Małgorzacie Kolarskiej, Leszkowi Stankiewiczowi oraz </div><div class="t m0 x1 he y6e6 ff3 fs8 fc1 sc0 ls2b ws0">Mi<span class="ff4 ls0">kołajowi <span class="_ _13"></span>Konopce, <span class="_ _13"></span>w<span class="_ _a"></span> <span class="_ _13"></span>razie <span class="_ _e"></span>odwołania <span class="_ _13"></span>z <span class="_ _e"></span>innych <span class="_ _13"></span>przyczyn <span class="_ _13"></span>niż <span class="_ _e"></span>naruszenie <span class="_ _13"></span>podstawowych <span class="_ _13"></span>o<span class="_ _a"></span>bowiązkw <span class="_ _13"></span>albo <span class="_ _e"></span>niepowołania <span class="_ _13"></span>do </span></div><div class="t m0 x1 he y6e7 ff4 fs8 fc1 sc0 ls0 ws0">pełnienia <span class="_ _19"> </span>funkcji <span class="_ _18"> </span>Cz<span class="_ _a"></span>łonka <span class="_ _18"> </span>Zarządu <span class="_ _18"> </span>na <span class="_ _18"> </span>kolejną <span class="_ _18"> </span>kadencj, <span class="_ _1d"> </span>przysługuje <span class="_ _19"> </span>świadczenie <span class="_ _18"> </span>pieniżne <span class="_ _1d"> </span>w <span class="_ _18"> </span>wysokości <span class="_ _18"> </span>6<span class="_ _13"></span><span class="ff3">-</span>krotności </div><div class="t m0 x1 he y6e8 ff4 fs8 fc1 sc0 ls0 ws0">wynagrodzenia miesicznego. <span class="ff3"> </span></div><div class="t m0 x1 he y6e9 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y88 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y2a2 ff1 fs9 fc0 sc0 lsf ws0">7.46<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">ZO<span class="_ _a"></span>BOWIĄZANIA<span class="ff3"> <span class="ff1">WARUNKOWE </span> </span></span></span></div><div class="t m0 x4 he y49a ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y5fe w27 h14"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">ZOBOWIĄZANIA WARUNKOWE<span class="ff1"> </span></div></div><div class="c x6a y5fe w28 h14"><div class="t m0 x7a h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ff3 ls0"> </span></div></div><div class="c x6b y5fe w29 h14"><div class="t m0 x6c h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y6ea w27 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Gwarancje </div></div><div class="c x6a y6ea w28 h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">21<span class="ls0"> </span>359<span class="ls0"> </span></div></div><div class="c x6b y6ea w29 h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">17 324<span class="ls0"> </span></div></div><div class="c x1 y6eb w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Porczenia<span class="ff3"> </span></div></div><div class="c x6a y6eb w28 h11"><div class="t m0 x80 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">6 571<span class="ls0"> </span></div></div><div class="c x6b y6eb w29 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">14 655<span class="ls0"> </span></div></div><div class="c x1 y5c1 w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Razem  </div></div><div class="c x6a y5c1 w28 h11"><div class="t m0 xa7 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">27<span class="ls0"> </span>930<span class="ls0"> </span></div></div><div class="c x6b y5c1 w29 h11"><div class="t m0 x35 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">31 979<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y181 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y6ec ff4 fs8 fc1 sc0 ls0 ws0">Ponadto niektre zobowiązania Spłki zabezpieczone są weks<span class="_ _0"></span>lami:<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y6ed ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y6ee w27 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">ZABEZPIECZENIA ZOBOWIĄZAŃ S<span class="_ _0"></span>PÓŁKI<span class="ff1"> </span></div></div><div class="c x6a y6ee w28 h11"><div class="t m0 x7a h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6b y6ee w29 h11"><div class="t m0 x6c h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ls0"> </span></div></div><div class="c x1 y6ef w27 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Weksle, w tym: </div></div><div class="c x6a y6ef w28 h11"><div class="t m0 x89 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y6ef w29 h11"><div class="t m0 xe h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y3c0 w27 h13"><div class="t m0 xd1 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">UNIOA TU SA </div></div><div class="c x6a y3c0 w28 h13"><div class="t m0 x80 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">3 9<span class="ls8">00</span> </div></div><div class="c x6b y3c0 w29 h13"><div class="t m0 x37 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">1 400<span class="ls0"> </span></div></div><div class="c x1 y6f0 w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem  </div></div><div class="c x6a y6f0 w28 h13"><div class="t m0 x80 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">3 <span class="ls8">90</span>0 </div></div><div class="c x6b y6f0 w29 h13"><div class="t m0 x37 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">1 400<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x4 he y6f1 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 he y6f2 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">48<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h25 y159 ff1 fs9 fc0 sc0 lsf ws0">7.47<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">ISTOTNE SPRAWY SĄDO<span class="_ _a"></span>WE NA DZIEŃ 31<span class="_ _0"></span> GRUDNIA <span class="ff1">2022 <span class="_ _a"></span><span class="lsf">R. </span> </span></span></span></div><div class="t m0 x1 he y15a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y15b ff4 fs8 fc1 sc0 ls0 ws0">Na dzie 31 grudnia <span class="ff3 ls6">2022<span class="ls0"> </span></span>roku Spłka nie była stroną istotnych postpowa sądowych.<span class="ff3"> </span></div><div class="t m0 x1 he y6f3 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y6f4 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y6f5 ff1 fs9 fc0 sc0 lsf ws0">7.48<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">ZATWIERDZENIE SPRAWOZDAŃ FINANSOWYCH ZA ROK <span class="ff1">2021  </span></span></span></div><div class="t m0 x1 he y6f6 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y63 ff3 fs8 fc1 sc0 ls0 ws0">Zwyczajne <span class="_ _a"></span>Walne <span class="_ _a"></span>Zgromadzenie <span class="_ _a"></span>Akcjonariuszy <span class="_ _a"></span>Dom <span class="_ _a"></span>Development <span class="_ _a"></span>S.A. <span class="_ _a"></span>w<span class="_ _a"></span> <span class="_ _a"></span>dniu <span class="_ _13"></span><span class="ls6">30</span> <span class="_ _a"></span>czerwca <span class="_ _13"></span><span class="ls6">202</span>2 <span class="_ _a"></span><span class="ff4">r. <span class="_ _a"></span>zatwierdziło <span class="_ _a"></span>przedstawione  </span></div><div class="t m0 x1 he ycf ff4 fs8 fc1 sc0 ls0 ws0">przez  Zarząd  sprawozdanie<span class="ff3">  </span>finansowe  za  rok  z<span class="_ _a"></span>akoczony  dnia  31  grudnia <span class="_ _14"> </span><span class="ff3 ls6">202<span class="ls0">1  </span></span>r.,  sprawozdanie  Zarządu  z  działalności </div><div class="t m0 x1 he y6f7 ff3 fs8 fc1 sc0 ls0 ws0">Dom Development S.A. <span class="_ _a"></span><span class="ff4">i <span class="_ _a"></span>jej <span class="_ _a"></span>Grupy Kapitałow<span class="_ _a"></span>ej </span><span class="ls22">w <span class="_ _a"></span><span class="ls6">202</span></span>1 <span class="_ _a"></span><span class="ff4">roku oraz <span class="_ _a"></span>skonsolidowane sprawozdanie <span class="_ _a"></span>finansowe Grupy <span class="_ _a"></span>Kapitałowej </span></div><div class="t m0 x1 he y6f8 ff3 fs8 fc1 sc0 ls0 ws0">Dom <span class="_ _a"></span>Development S.A. za<span class="_ _a"></span> <span class="ff4">rok <span class="_ _a"></span>zakoczony <span class="_ _a"></span>dnia 31 <span class="_ _a"></span>grudnia </span><span class="ls6">202</span>1 <span class="_ _a"></span><span class="ff4">r<span class="_ _a"></span>oku. Zw<span class="_ _a"></span>yczajne Walne <span class="_ _a"></span>Zgromadzenie Akcjonariuszy <span class="_ _a"></span>udzieliło </span></div><div class="t m0 x1 he y6f9 ff4 fs8 fc1 sc0 ls0 ws0">Zarządowi absolutorium za <span class="ff3 ls6">202<span class="ls0">1 rok. </span></span></div><div class="t m0 x2 he y664 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y6fa ff1 fs9 fc0 sc0 lsf ws0">7.49<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">ZMIANY W SKŁADZIE ZARZĄDU I RADY NADZORCZEJ SPÓŁKI<span class="_ _a"></span><span class="ff1"> </span></span></span></div><div class="t m0 x1 he y6fb ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y6fc ff2 fs4 fc0 sc0 ls0 ws0">ZARZĄD<span class="ff1"> </span></div><div class="t m0 x1 he y379 ff4 fs8 fc1 sc0 ls0 ws0">W roku 2022 nie zaszły zmiany w składzie osobowym Zarządu Spłki.<span class="ff3"> </span></div><div class="t m0 x1 he y31d ff4 fs8 fc1 sc0 ls0 ws0">Na dzie 31 grudnia 2022 roku Zarząd spłki Dom Developmen<span class="_ _0"></span>t S.A. liczył 5 Cz<span class="_ _a"></span>łonkw:<span class="ff3"> </span></div><div class="t m0 x1 he y1fc ff4 fs8 fc1 sc0 ls0 ws0">Jarosław Szanajca –<span class="ff3"> </span>Prezes Zarządu<span class="ff3"> </span></div><div class="t m0 x1 he y1fd ff4 fs8 fc1 sc0 ls0 ws0">Małgorzata Kolarska –<span class="ff3"> </span>Wiceprezes Zarządu<span class="ff3"> </span></div><div class="t m0 x1 he y6fd ff3 fs8 fc1 sc0 ls0 ws0">Leszek Stankiewicz <span class="ff4">–</span> <span class="ff4">Wiceprezes Zarządu</span> </div><div class="t m0 x1 he y6fe ff3 fs8 fc1 sc0 ls0 ws0">Terry Roydon <span class="ff4">–</span> <span class="ff4">Członek Zarządu</span> </div><div class="t m0 x1 he y6ff ff4 fs8 fc1 sc0 ls0 ws0">Mikołaj Konopka –<span class="ff3"> </span>Członek Zarządu<span class="ff3"> </span></div><div class="t m0 x1 he y322 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _e"></span>związku <span class="_ _13"></span>z<span class="_ _a"></span> <span class="_ _e"></span>wygaśniciem <span class="_ _13"></span>w <span class="_ _e"></span>dniu <span class="_ _e"></span>30 <span class="_ _e"></span>czerwca <span class="_ _e"></span>2022 <span class="_ _e"></span>r. <span class="_ _e"></span>mandatw <span class="_ _13"></span>członkw <span class="_ _e"></span>Zarządu <span class="_ _e"></span>Spłki <span class="_ _e"></span>Dom <span class="_ _13"></span>Development <span class="_ _e"></span>S.A., <span class="_ _e"></span>Groupe </div><div class="t m0 x1 he y700 ff4 fs8 fc1 sc0 ls0 ws0">Belleforêt S.à r.l. spłka <span class="_ _a"></span>z ogranicz<span class="_ _a"></span>oną odpowiedzialnością z <span class="_ _a"></span>siedzibą w Luksemburgu, działając <span class="_ _a"></span>na podstawie pkt 6.2.2 Statutu </div><div class="t m0 x1 he y324 ff4 fs8 fc1 sc0 ls0 ws0">Dom <span class="_ _13"></span>Development <span class="_ _a"></span>S.A., <span class="_ _13"></span>powołała <span class="_ _13"></span>z <span class="_ _13"></span>dniem <span class="_ _a"></span>30 <span class="_ _13"></span>czerwca <span class="_ _13"></span>2022 <span class="_ _13"></span>r.: <span class="_ _13"></span>Pana <span class="_ _13"></span>Jarosława <span class="_ _13"></span>Szanajc <span class="_ _13"></span>na <span class="_ _a"></span>Czło<span class="_ _a"></span>nka <span class="_ _a"></span>i <span class="_ _13"></span>Prezesa <span class="_ _13"></span>Zarządu <span class="_ _13"></span>Spłki, </div><div class="t m0 x1 he y470 ff4 fs8 fc1 sc0 ls0 ws0">Pana <span class="_ _13"></span>Leszka <span class="_ _13"></span>Stankiewicza <span class="_ _13"></span>na <span class="_ _e"></span>Członka <span class="_ _13"></span>i <span class="_ _13"></span>Wiceprez<span class="_ _a"></span>esa <span class="_ _13"></span>Zarządu <span class="_ _e"></span>Spłki <span class="_ _13"></span>oraz <span class="_ _13"></span>Pa<span class="_ _a"></span>na <span class="_ _13"></span>Terry’ego <span class="_ _13"></span>Roydona <span class="_ _13"></span>na <span class="_ _e"></span>Członka <span class="_ _13"></span>Zarządu <span class="_ _13"></span>Spłki. </div><div class="t m0 x1 he y326 ff3 fs8 fc1 sc0 ls0 ws0">Ponadto, <span class="_ _e"></span><span class="ff4">w <span class="_ _f"></span>dniu <span class="_ _e"></span>30 <span class="_ _e"></span>cz<span class="_ _a"></span>erwca <span class="_ _e"></span>2022 <span class="_ _e"></span>r. <span class="_ _f"></span>Rada <span class="_ _e"></span>Nadzorcz<span class="_ _a"></span>a <span class="_ _e"></span>Spłki <span class="_ _e"></span>powo<span class="_ _a"></span>łała <span class="_ _e"></span>Panią <span class="_ _e"></span>Małgorzat <span class="_ _f"></span>Kolarską <span class="_ _e"></span>na <span class="_ _e"></span>Członka <span class="_ _f"></span>i <span class="_ _e"></span>Wiceprezesa </span></div><div class="t m0 x1 he y701 ff4 fs8 fc1 sc0 ls0 ws0">Zarządu <span class="_ _10"> </span>Spłki <span class="_ _10"> </span>oraz <span class="_ _12"> </span>Pana <span class="_ _10"> </span>Mikołaja <span class="_ _10"> </span>Ko<span class="_ _a"></span>nopk <span class="_ _10"> </span>na <span class="_ _10"> </span>Członka <span class="_ _10"> </span>Zarządu <span class="_ _10"> </span>Spł<span class="_ _a"></span>ki. <span class="_ _12"> </span>Wszyscy <span class="_ _10"> </span>Członkowie <span class="_ _10"> </span>Zarządu <span class="_ _10"> </span>zo<span class="_ _a"></span>stali <span class="_ _10"> </span>powołani <span class="_ _10"> </span>na </div><div class="t m0 x1 he y702 ff4 fs8 fc1 sc0 ls0 ws0">wsplną trzyletnią kadencj.<span class="ff3"> </span></div><div class="t m0 x1 he y703 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y704 ff1 fs4 fc0 sc0 ls0 ws0">RADA NADZORCZA<span class="_ _a"></span> </div><div class="t m0 x1 he y475 ff4 fs8 fc1 sc0 ls0 ws0">W roku 2022 nie zaszły zmiany w składzie osobowym Rady Nadzorczej S<span class="_ _0"></span>płki.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y705 ff4 fs8 fc1 sc0 ls0 ws0">Na dzie 31 grudnia 2022 roku Rada Nadzorcza spłki Dom Development S<span class="_ _0"></span>.A. liczyła 7 Cz<span class="_ _a"></span>łonkw:<span class="ff3"> </span></div><div class="t m0 x1 he y34 ff4 fs8 fc1 sc0 ls0 ws0">Grzegorz Kiełpsz –<span class="ff3"> </span>Przewodniczący Rady Nadzorczej<span class="ff3"> </span></div><div class="t m0 x1 he y706 ff3 fs8 fc1 sc0 ls0 ws0">Janusz Zalewski <span class="ff4">–</span> <span class="ff4">Wiceprzewodniczący Rady Nadzorczej</span> </div><div class="t m0 x1 he y50f ff3 fs8 fc1 sc0 ls0 ws0">Marek Moczulski <span class="ff4">–</span> <span class="ff4">Wiceprzewodniczący Rady Nadzorczej (Członek n<span class="_ _0"></span>iezależny)<span class="_ _a"></span><span class="ff3"> </span></span></div><div class="t m0 x1 he y6a0 ff3 fs8 fc1 sc0 ls0 ws0">Mark Spiteri <span class="ff4">–</span> <span class="ff4">Członek Rady Nadzorczej</span> </div><div class="t m0 x1 he y707 ff3 fs8 fc1 sc0 ls0 ws0">Markham Dumas <span class="ff4">–</span> <span class="ff4">Członek Rady Nadz</span>orczej </div><div class="t m0 x1 he y13c ff3 fs8 fc1 sc0 ls0 ws0">Dorota Podedworna-Tarnowska <span class="ff4">–</span> <span class="ff4">Członek Rady Nadzorczej (Członek Nie<span class="_ _0"></span>zależny)<span class="_ _a"></span><span class="ff3"> </span></span></div><div class="t m0 x1 he y708 ff4 fs8 fc1 sc0 ls0 ws0">Krzysztof Grzyliski –<span class="ff3"> </span>Członek Rady Nadzorczej (Członek Ni<span class="_ _0"></span>ezależny).<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y709 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _13"></span>zw<span class="_ _a"></span>iązku <span class="_ _13"></span>z <span class="_ _13"></span>w<span class="_ _a"></span>ygaśniciem <span class="_ _a"></span>w<span class="_ _a"></span> <span class="_ _13"></span>dniu <span class="_ _e"></span>30 <span class="_ _13"></span>czerwca <span class="_ _e"></span>2022 <span class="_ _e"></span>r. <span class="_ _13"></span>mandatw <span class="_ _e"></span>członkw <span class="_ _13"></span>Rady <span class="_ _e"></span>Nadzorczej <span class="_ _13"></span>Spłki <span class="_ _13"></span>Dom <span class="_ _f"></span><span class="ff3">Development <span class="_ _13"></span>S.A.,<span class="_ _a"></span> </span></div><div class="t m0 x1 he y70a ff4 fs8 fc1 sc0 ls0 ws0">Groupe <span class="_ _a"></span>Belleforêt <span class="_ _13"></span>S.à <span class="_ _13"></span>r.l. <span class="_ _a"></span>spłka <span class="_ _13"></span>z <span class="_ _13"></span>ograniczoną <span class="_ _13"></span>odpowiedzialnością <span class="_ _a"></span>z <span class="_ _13"></span>siedzibą <span class="_ _a"></span>w <span class="_ _13"></span>Luksemburgu, <span class="_ _13"></span>działając <span class="_ _13"></span>na <span class="_ _13"></span>podstawie <span class="_ _a"></span>pkt <span class="_ _a"></span>7.4<span class="_ _a"></span> </div><div class="t m0 x1 he y70b ff4 fs8 fc1 sc0 ls0 ws0">Statutu <span class="_ _1d"> </span>Dom <span class="_ _23"> </span>Development <span class="_ _1d"> </span>S.A., <span class="_ _23"> </span>powołała <span class="_ _1d"> </span>z <span class="_ _23"> </span>dniem <span class="_ _1d"> </span>30 <span class="_ _1d"> </span>czerwca <span class="_ _23"> </span>2022 <span class="_ _1d"> </span>r. <span class="_ _23"> </span>Pana <span class="_ _1d"> </span>Janusza <span class="_ _23"> </span>Zalewski<span class="_ _0"></span>ego <span class="_ _1d"> </span>na <span class="_ _23"> </span>Członka <span class="_ _1d"> </span>i </div><div class="t m0 x1 he y70c ff3 fs8 fc1 sc0 ls0 ws0">Wiceprzewo<span class="ff4">dniczącego Rady Nadzorczej <span class="_ _a"></span>Spłki oraz <span class="_ _a"></span>Pana Grzegorza Kiełpsza, <span class="_ _a"></span>Pana Markhama Dumas <span class="_ _a"></span>i Pana <span class="_ _a"></span>Marka Spiteri <span class="_ _a"></span>na </span></div><div class="t m0 x1 he y55f ff4 fs8 fc1 sc0 ls0 ws0">Członkw <span class="_ _f"></span>Rady <span class="_ _e"></span>Nadzorczej. <span class="_ _e"></span>Po<span class="_ _a"></span>nadto <span class="_ _e"></span>w <span class="_ _f"></span>dniu <span class="_ _e"></span>30 <span class="_ _f"></span>czerwca <span class="_ _e"></span>2022 <span class="_ _f"></span>r. <span class="_ _e"></span>Zwyc<span class="_ _a"></span>zajne <span class="_ _e"></span>Walne <span class="_ _f"></span>Zgromadzenie <span class="_ _e"></span>Akcjonariuszy <span class="_ _e"></span>Spłki <span class="_ _f"></span>Dom </div><div class="t m0 x1 he y3be ff4 fs8 fc1 sc0 ls0 ws0">Development <span class="_ _18"> </span>S.A. <span class="_ _18"> </span>powołało <span class="_ _1d"> </span>Panią <span class="_ _19"> </span>Do<span class="_ _a"></span>rot <span class="_ _18"> </span>Po<span class="_ _a"></span>dedworną<span class="ff3">-</span>Tarnowską, <span class="_ _18"> </span>Pana <span class="_ _1d"> </span>Marka <span class="_ _18"> </span>Moczulskiego <span class="_ _18"> </span>oraz <span class="_ _18"> </span>Pana <span class="_ _1d"> </span>Krzysztofa </div><div class="t m0 x1 he y70d ff4 fs8 fc1 sc0 ls0 ws0">Grzyliskiego <span class="_ _e"></span>w <span class="_ _e"></span>skład <span class="_ _e"></span>Rady <span class="_ _f"></span>Nadzorcz<span class="_ _a"></span>ej <span class="_ _e"></span>Spłki. <span class="_ _e"></span>Wszyscy <span class="_ _f"></span>Członkowie <span class="_ _13"></span>R<span class="_ _a"></span>ady <span class="_ _e"></span>Nadzorczej <span class="_ _f"></span>zostali <span class="_ _e"></span>powołani <span class="_ _e"></span>na <span class="_ _e"></span>w<span class="_ _a"></span>splną <span class="_ _e"></span>trzyletnią </div><div class="t m0 x1 he y70e ff4 fs8 fc1 sc0 ls0 ws0">kadencj. <span class="_ _f"> </span>W<span class="_ _a"></span> <span class="_ _10"> </span>dniu <span class="_ _12"> </span>30 <span class="_ _10"> </span>czerwca <span class="_ _12"> </span>2022 <span class="_ _10"> </span>r. <span class="_ _12"> </span>Rada <span class="_ _10"> </span>Nadzorcza <span class="_ _12"> </span>Spłki, <span class="_ _10"> </span>dział<span class="_ _a"></span>ając <span class="_ _12"> </span>na <span class="_ _10"> </span>podstawie <span class="_ _10"> </span>pkt <span class="_ _10"> </span>7.1.  Statutu <span class="_ _10"> </span>Spłki, <span class="_ _10"> </span>wybrała <span class="_ _12"> </span>na </div><div class="t m0 x1 he y70f ff4 fs8 fc1 sc0 ls0 ws0">Przewodniczącego <span class="_ _f"> </span>Rady <span class="_ _10"> </span>Nadzorczej <span class="_ _f"></span>Pana <span class="_ _f"></span>Grzegorza <span class="_ _f"> </span>Kiełpsza <span class="_ _10"> </span>oraz <span class="_ _f"></span>na <span class="_ _f"> </span>W<span class="_ _a"></span>iceprzewodniczącego <span class="_ _f"></span>Rady <span class="_ _f"></span>Nadzorczej <span class="_ _f"> </span>Pa<span class="_ _a"></span>na <span class="_ _f"></span>Marka </div><div class="t m0 x1 he y710 ff3 fs8 fc1 sc0 ls0 ws0">Moczulskiego. </div><div class="t m0 x1 he y711 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">49<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h25 y159 ff1 fs9 fc0 sc0 lsf ws0">7.50<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">DO<span class="_ _a"></span>DATKOWA INFORMACJA O DZIAŁALNOŚCI OPERACYJNEJ SPÓŁKI <span class="ff1"> </span></span></span></div><div class="t m0 x1 he y15a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y15b ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _13"></span>okresie <span class="_ _13"></span>dwunast<span class="ff4">u <span class="_ _13"></span>miesicy <span class="_ _a"></span>z<span class="_ _a"></span>akoczonym <span class="_ _13"></span>31 <span class="_ _13"></span>grudnia <span class="_ _13"></span></span><span class="ls6">2022</span> <span class="_ _13"></span><span class="ff4">r. <span class="_ _13"></span>miały <span class="_ _13"></span>miejsce <span class="_ _13"></span>nastpujące <span class="_ _13"></span>istotne <span class="_ _13"></span>zmiany <span class="_ _13"></span>dotycz<span class="_ _a"></span>ące <span class="_ _13"></span>portfela </span></div><div class="t m0 x1 he y144 ff4 fs8 fc1 sc0 ls0 ws0">realizowanych przez Spłk inwestycji dewel<span class="_ _0"></span>operskich na rynku warszawskim:<span class="_ _a"></span><span class="ff3"> </span></div></div><div class="c x1 y712 w3f h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">BUDOWY ROZPOCZĘTE W OKRESIE<span class="_ _0"></span> OD DNIA 1 STYCZNIA 2022 R. DO DNIA 31 GRU<span class="_ _0"></span>DNIA 2022 <span class="ff1">R.: </span></div></div><div class="c x1 y713 w78 h1a"><div class="t m0 x0 h9 y714 ff1 fs5 fc1 sc0 ls0 ws0">PROJEKT </div></div><div class="c xaf y713 w29 h1a"><div class="t m0 x0 h9 y714 ff1 fs5 fc1 sc0 ls0 ws0">LOKALIZACJA </div></div><div class="c xd3 y713 w45 h1a"><div class="t m0 x1f h9 y715 ff2 fs5 fc1 sc0 ls0 ws0">LICZBA MIESZKAŃ I </div><div class="t m0 x1f h9 y137 ff2 fs5 fc1 sc0 ls0 ws0">LOKALI USŁUGOWYCH<span class="ff1"> </span></div></div><div class="c x1 y716 w78 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Apartamenty Solipska etap<span class="_ _0"></span> 1 </div></div><div class="c xaf y716 w29 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y716 w45 h11"><div class="t m0 xd4 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">96<span class="ls0"> </span></div></div><div class="c x1 y717 w78 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Apartamenty Solipska etap<span class="_ _0"></span> 2 </div></div><div class="c xaf y717 w29 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y717 w45 h11"><div class="t m0 xd4 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">91<span class="ls0"> </span></div></div><div class="c x1 y718 w78 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dom na Służewcu<span class="ff3"> </span></div></div><div class="c xaf y718 w29 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y718 w45 h13"><div class="t m0 xab h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">108<span class="ls0"> </span></div></div><div class="c x1 y719 w78 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dzielnica Mieszk<span class="_ _0"></span>aniowa Metro Zachd etap 4 faza 2<span class="ff3"> </span></div></div><div class="c xaf y719 w29 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y719 w45 h11"><div class="t m0 xab h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">172<span class="ls0"> </span></div></div><div class="c x1 y71a w78 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Dzielnica <span class="ff4">Mieszk<span class="_ _0"></span>aniowa Metro Zachd etap 11 faza 1<span class="ff3"> </span></span></div></div><div class="c xaf y71a w29 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y71a w45 h13"><div class="t m0 xab h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">148<span class="ls0"> </span></div></div><div class="c x1 y4e w78 h14"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">I KWARTAŁ 2022<span class="ff3"> </span></div></div><div class="c xaf y4e w29 h14"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd3 y4e w45 h14"><div class="t m0 xab h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">615<span class="ff3 ls0"> </span></div></div><div class="c x1 y71b w78 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Apartamenty Białej Koniczyny e<span class="_ _0"></span>tap 1<span class="ff3"> </span></div></div><div class="c xaf y71b w29 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y71b w45 h11"><div class="t m0 xab h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">129<span class="ls0"> </span></div></div><div class="c x1 y71c w78 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Apartamenty Koło Parkw<span class="ff3"> </span></div></div><div class="c xaf y71c w29 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y71c w45 h13"><div class="t m0 xab h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">133<span class="ls0"> </span></div></div><div class="c x1 y71d w78 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Osiedle Jagi<span class="_ _0"></span>elloska<span class="ff3"> </span></div></div><div class="c xaf y71d w29 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y71d w45 h13"><div class="t m0 xab h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">134<span class="ls0"> </span></div></div><div class="c x1 y71e w78 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dzielnica Mieszk<span class="_ _0"></span>aniowa Metro Zachd etap 4 faza 3<span class="ff3"> </span></div></div><div class="c xaf y71e w29 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y71e w45 h11"><div class="t m0 xd4 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">71<span class="ls0"> </span></div></div><div class="c x1 y71f w78 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dzielnica Mieszk<span class="_ _0"></span>aniowa Metro Zachd etap 4 faza 4<span class="ff3"> </span></div></div><div class="c xaf y71f w29 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y71f w45 h13"><div class="t m0 xaa h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">85*) </div></div><div class="c x1 y720 w78 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dzielnica Mieszk<span class="_ _0"></span>aniowa Metro Zachd etap 4 faza 5<span class="ff3"> </span></div></div><div class="c xaf y720 w29 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y720 w45 h11"><div class="t m0 xaa h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">44*) </div></div><div class="c x1 y721 w78 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dzielnica Mieszk<span class="_ _0"></span>aniowa Metro Zachd etap 4 faza 6<span class="ff3"> </span></div></div><div class="c xaf y721 w29 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y721 w45 h11"><div class="t m0 x1 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">125*) </div></div><div class="c x1 y37a w78 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">II KWARTAŁ 2022<span class="ff3"> </span></div></div><div class="c xaf y37a w29 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd3 y37a w45 h13"><div class="t m0 xab h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">721<span class="ff3 ls0"> </span></div></div><div class="c x1 y722 w78 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Osiedle <span class="ff4">Przystanek Mi<span class="_ _0"></span>dzylesie etap 1<span class="ff3"> </span></span></div></div><div class="c xaf y722 w29 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y722 w45 h13"><div class="t m0 xab h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">110<span class="ls0"> </span></div></div><div class="c x1 y572 w78 h11"><div class="t m0 x0 h9 y90 ff2 fs5 fc1 sc0 ls0 ws0">III KWARTAŁ 2022<span class="ff1"> </span></div></div><div class="c xaf y572 w29 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd3 y572 w45 h11"><div class="t m0 xab h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">110<span class="ls0"> </span></div></div><div class="c x1 y723 w78 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Dzielnica mieszk<span class="_ _0"></span>aniowa Metro Zachd etap 5 faza 1<span class="ff3">-4 </span></div></div><div class="c xaf y723 w29 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y723 w45 h11"><div class="t m0 xab h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">397<span class="ls0"> </span></div></div><div class="c x1 y724 w78 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">IV KWARTAŁ 2022<span class="ff1"> </span></div></div><div class="c xaf y724 w29 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd3 y724 w45 h13"><div class="t m0 xab h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">397<span class="ls0"> </span></div></div><div class="c x1 y725 w78 h40"><div class="t m0 x0 h9 y726 ff1 fs5 fc1 sc0 ls0 ws0">RAZEM </div></div><div class="c xaf y725 w29 h40"><div class="t m0 x3 h9 y726 ff1 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd3 y725 w45 h40"><div class="t m0 xd5 h9 y726 ff1 fs5 fc1 sc0 ls8 ws0">1 843<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y727 ff4 fs8 fc1 sc0 ls0 ws0">*) <span class="_ _10"> </span>Wzrost <span class="_ _10"> </span>licz<span class="_ _a"></span>by <span class="_ _10"> </span>lokali <span class="_ _10"> </span>w <span class="_ _12"> </span>związku <span class="_ _10"> </span>z <span class="_ _10"> </span>dostosow<span class="_ _a"></span>aniem <span class="_ _10"> </span>struktury <span class="_ _10"> </span>m<span class="_ _a"></span>ieszka <span class="_ _10"> </span>do  warunkw <span class="_ _10"> </span>rynkowych, <span class="_ _10"> </span>w  s<span class="_ _0"></span>tosunku <span class="_ _10"> </span>do <span class="_ _12"> </span>danych </div><div class="t m0 x1 he y728 ff4 fs8 fc1 sc0 ls0 ws0">przedstawionych w śrdrocznym sprawozdaniu fin<span class="_ _0"></span>ansowym Spłki za okres sześciu miesicy zakoczony 30 czerwca 2022 r.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y729 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y72a ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y231 w79 h41"><div class="t m0 x0 h9 y72b ff1 fs5 fc1 sc0 ls0 ws0">BUDOWY <span class="ff2">ZAKOŃCZONE W OKR<span class="_ _0"></span>ESIE OD DNIA 1 STYCZNIA 2022 R. DO<span class="_ _0"></span> DNIA 3<span class="ff1">1 GRUDNIA 2022 R.: </span></span></div></div><div class="c x1 y176 w7a h1a"><div class="t m0 x0 h9 y669 ff1 fs5 fc1 sc0 ls0 ws0">PROJEKT </div></div><div class="c xaf y176 w29 h1a"><div class="t m0 x0 h9 y669 ff1 fs5 fc1 sc0 ls0 ws0">LOKALIZACJA </div></div><div class="c xd3 y176 w7b h1a"><div class="t m0 x1f h9 y715 ff2 fs5 fc1 sc0 ls0 ws0">LICZBA MIESZKAŃ I </div><div class="t m0 x1f h9 y122 ff2 fs5 fc1 sc0 ls0 ws0">LOKALI USŁUGOWYCH<span class="ff1"> </span></div></div><div class="c x1 y31 w7a h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Osiedle Wi<span class="_ _0"></span>lno V etap 2 </div></div><div class="c xaf y31 w29 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y31 w7b h13"><div class="t m0 xab h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">213<span class="ls0"> </span></div></div><div class="c x1 y72c w7a h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Stacja Grochw etap 2<span class="ff3"> </span></div></div><div class="c xaf y72c w29 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y72c w7b h13"><div class="t m0 xab h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">106<span class="ls0"> </span></div></div><div class="c x1 y72d w7a h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Apartamenty Służewiec<span class="ff3"> </span></div></div><div class="c xaf y72d w29 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y72d w7b h11"><div class="t m0 xd4 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">37<span class="ls0"> </span></div></div><div class="c x1 y72e w7a h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">II KWARTAŁ 2022<span class="ff3"> </span></div></div><div class="c xaf y72e w29 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd3 y72e w7b h13"><div class="t m0 xab h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">356<span class="ls0"> </span></div></div><div class="c x1 y72f w7a h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Stacja Grochw etap 4<span class="ff1"> </span></div></div><div class="c xaf y72f w29 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y72f w7b h13"><div class="t m0 xab h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">159<span class="ls0"> </span></div></div><div class="c x1 y730 w7a h13"><div class="t m0 x0 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">Osiedle Wi<span class="_ _0"></span>lno IV etap 3<span class="ff1"> </span></div></div><div class="c xaf y730 w29 h13"><div class="t m0 x0 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa<span class="ff1"> </span></div></div><div class="c xd3 y730 w7b h13"><div class="t m0 xab h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">154<span class="ls0"> </span></div></div><div class="c x1 y731 w7a h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Rezydencja Stanisława Augusta<span class="ff3"> </span></div></div><div class="c xaf y731 w29 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y731 w7b h11"><div class="t m0 xab h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">125<span class="ls0"> </span></div></div><div class="c x1 y49a w7a h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">III KWARTAŁ 2022<span class="ff1"> </span></div></div><div class="c xaf y49a w29 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd3 y49a w7b h13"><div class="t m0 xab h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">438<span class="ls0"> </span></div></div><div class="c x1 y732 w7a h14"><div class="t m0 x0 h9 yb8 ff4 fs5 fc1 sc0 ls0 ws0">Dzielnica Mieszk<span class="_ _0"></span>aniowa Metro Zachd etap 3 faza 1<span class="ff1"> </span></div></div><div class="c xaf y732 w29 h14"><div class="t m0 x0 h12 yb8 ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y732 w7b h14"><div class="t m0 xab h9 yb8 ff3 fs5 fc1 sc0 ls8 ws0">145<span class="ff1 ls0"> </span></div></div><div class="c x1 y733 w7a h13"><div class="t m0 x0 h9 y8b ff4 fs5 fc1 sc0 ls0 ws0">Dzielnica Mieszk<span class="_ _0"></span>aniowa Metro Zachd etap 3 faza 2 <span class="ff1"> </span></div></div><div class="c xaf y733 w29 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y733 w7b h13"><div class="t m0 xab h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">153<span class="ff1 ls0"> </span></div></div><div class="c x1 y734 w7a h11"><div class="t m0 x0 h9 y90 ff3 fs5 fc1 sc0 ls0 ws0">Osiedle Wi<span class="_ _0"></span>lno IV etap 5<span class="ff1"> </span></div></div><div class="c xaf y734 w29 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y734 w7b h11"><div class="t m0 xab h9 y90 ff3 fs5 fc1 sc0 ls8 ws0">158<span class="ff1 ls0"> </span></div></div><div class="c x1 y735 w7a h13"><div class="t m0 x0 h9 y8b ff3 fs5 fc1 sc0 ls0 ws0">Osiedle Urbino<span class="_ _0"></span> etap 1<span class="ff1"> </span></div></div><div class="c xaf y735 w29 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c xd3 y735 w7b h13"><div class="t m0 xab h9 y8b ff3 fs5 fc1 sc0 ls8 ws0">124<span class="ff1 ls0"> </span></div></div><div class="c x1 y736 w7a h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">IV KWARTAŁ 2022<span class="ff1"> </span></div></div><div class="c xaf y736 w29 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd3 y736 w7b h13"><div class="t m0 xab h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">580<span class="ls0"> </span></div></div><div class="c x1 y737 w7a h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">RAZEM </div></div><div class="c xaf y737 w29 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xd3 y737 w7b h13"><div class="t m0 x60 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">1374<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y738 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y739 ff4 fs8 fc1 sc0 ls0 ws0">Ponadto, w o<span class="_ _a"></span>kresie dwunastu<span class="_ _0"></span> mi<span class="_ _a"></span>esicy zakoczonym 31 grudnia 2022 <span class="_ _a"></span>r. w <span class="_ _a"></span>ramach Grupy Kapitałowej Dom Development S.A., </div><div class="t m0 x1 he y73a ff4 fs8 fc1 sc0 ls0 ws0">poprzez podmioty zależne prowadzono projekty deweloperskie na rynku wrocławskim, trjmiejskim oraz krakowskim.<span class="ff3"> </span></div><div class="t m0 x1 he y73b ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y73c ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y73d ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y73e ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y73f ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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1vypS+13H772F/WL/gf/+PER8siksbG9g984ExtwzSNrm1HHjob85hF27cdXvI0+WgDAIDz3eqVD92c/0EuzU59ft98NDZHPjY+FAe3TSwM0qGh8oED5f37q729J/529m/+Zt2iRdmoIXvHhz40elHQacaytbWzf/u3x26DYlvbjPe+98TbzP3d362/5JIzuBm7to+5v8FRe3fHwODk3LdaGwAAnO/SdV+J4epYt6im5dqpz3w3Du2Y8IzBlg996ImFC59ctOiJ+fNXXX75zk98Iht1UP9cff2iT3/66MqiXH196513jr57lqa7/tt/e+q665648MJVy5dv/o3fKHd2jr5B8w03TLn22rGH2W0/93P5KVNG36bhsstmffSjZ3Yz9h+ISmkcJ5CuVGPDU5FlkWWFYlEbAAAwWTz+w/uuLj47MlQ95SWX9O/o79wWMY6h7/FZMThY7eur9vdXDh0aXLt2y+/93s4//uPRN2j5sR+rveCCLCKNmPqmN9UuWjT6t3v+/M+3fOxj/StXDm/cOLhmze4///On77gjK5VeGM7W1nZ85CNjHya1funSeX/4h6NOLRDtv/ALufr6k944e1GXiCiXozSeQ5ImEfsPxKGuSLNCsUYbAAAwKfT0dLet+6tk7NUtaRrr1zSWdxeKZ2AVTBKx40//dHjr1mPG7kfW9rS+/e2jry/v27f9D//wuLv3PPpoz8MPj75y6i235Bsbx37emb/2a42vec3I0L9m7tzp7373Gd+YWUSpf3wlkYvYtbOU5mtra7UBAACTwobHfzi/sWesIX8uF9s2x/btxdponXMGnjGJqA4ODqxbN/rK2nnzIiLJ5Zquvnr09YPPPlvu7k5OeISBp54afU1x5szCKY5o9ML7qK2d+Qu/MPJGF3/mMzUdHS/H9iwPjPumnXsHh9La2jptAADApFDatjJK1bG+4d69K7ZsGRkzzlwaSXJmnrdy4MDofxZaWrKIpKam0NZ2zM2O3bXghZe9Z89x15zq2KPpqNVH09/5ztoFC6beeuu0O+4YuSbLsvTMnZk4iSgPxnh3yKhU+jfvLNZYUwQAwOTQUd401qRBT3esXh3Vysgi/Skzo6bxzDzv6B0GIiLy+YiIXC4Z+eHoyH54+KRD8KxcPv7KUwyy9//d32VHTnxWbGtb/JnPzPrQh44mzuDatXs+9akz2QZD495BIY3Z5V3bNj+vDQAAOPuq1eqc5MApB6/Vajyz4ZjRYi6a286x9zj47LNbP/axo6cYa3nzm6f95E8e/e2ez342q1bP5CYtjXveIIuord+5+vvaAACAs69SLjXkTz0yXrM6ursPj2IP10JMnRnpBI9TFOO7WXbqIfSEnuI4ST6/48/+bPT+CcmRSYPKoUP7/uEfjjsxc/bSLpXqRB6ltmFWz5PaAACAyRAHwycfaSdJ7NoR+/cf/xV4Fs3tEck59i6TiD1/+ZfHXZkODz//cz9X6eo6s8+VVifyshqbLijue/zh+7QBAABnWT4rR3qysxlUq7Fp40nHifXNMWX6JDyf72kG4fs///nysbsv99x/f+e//usZz5wsG3c75ZKobyhm1cY1f1c9o+uatAEAABMfyJ50GJumsWZVDA2ddBlMEjHn4jMxBj32vGMjRxPKKpXjdj7OneysBVlErqHh+Fc95uGGqn19z/z0Tw9t2lTu7Cx3dpZ27dr153+evDzbdLyXXCFqayNNL6rb98y61ZPkT6LgfwUAwPmpmqst5pKoHjsNcGB/7N0f+VOOfVvnR21jlPpf0lPXzJo1+p+Vzs4kIiuVSrt21c6ff6qbHR1+18yde1zPVEd2jTiFJKLnvvueWLo0VyhERFouZ2maxJmfAEly437QYm0UipFWkyzdt+GRS5ZfNRn+JMwbAACcp/LFmvS4MIgktm09ZRgcGT9ObZ/Avsgn2QW3o6Nh+fLRtxncsiWLSCN6Hnxw9PX1S5fWX3DBcXdPcrnma6455u6bNpU7O0+/G3S1Wh0erg4Pjxy2aPwveAKTAeMfXNcdOSNymrV0r50kfxLaAADgPFUo1nRVGkaNkZPYszsOHTrN3arRMjvSF/ukWbG49J57itOnv3BNpTKwZs3Iz51f/OLR441GRL65eek//mPU1h69Jo2Y85u/2fia14x+zINf/erhVUlnfWydH/eLqK+PLBvZ8ktj2/59+ybFn4T/FQAA56ckSbYkc6fHs4f/XRqOZ58ez9B2SlsUClGtjGu327rFixuvuy7JsqS2tn7hwrb3vGfqrbeOvsGeT3+6tGdPEpFE9K5a1f/kk01XX330t83XXXfpN77R+S//Uu7szDc2trzpTW0/8zOj7145dGj3mTt/2UuRRRSKcfggr2NLI+ob4kgFNRSqK+/94hvf85+0AQAAZ03f9OXR89zhXQ7274/h0niWldQ2RNuC2LNxXE8x/+Mfn//xj5/qt8M7dmz+2MeS7PBoOknT/ffcM7oNIqLltttabrvtVI/Q9Y1vDG7bNkkWwxRqx50RDaN2s86yi7t/MDT0wbq6urP7+q0pAgA4f82/8o2DWTEiIpeLvXsiGe/K+jkXR/4lf8mcVatb7rorHRoafeXev/3brm99a5yPMLR58/ZPfnKSjGiziGJdnP7kcCMdVN8w+p4z6wc2P7fhrL8FbQAAcP5atHjJypqbIp/EwECM/0RgWdS3RNP0U/w2Ge/RQff+1V/t/4d/OO7W1a6udT/+413f/OZp7z747LOrr7lmYP36ybM9i3Xj2npRW4za2mPOKZFmnZvXaQMAAM6m1779154tzYxtW6KaTuCIPJVonX2Sr8irQ0MDGzakw8ORnXzRfZam5X37Or/85XU/+ZMbP/rROMW36hve+97nf/VXux966MQTF2TVav/atds/8Yk1t99eOnDgmEfIsuzY84hllcrY76Pa1zf69mm5/FKOU1RTP77bTZsW+WOPBlVJo/O5s/7HkGRZ5r8EAMD57OFvfumGf3pvDJVjIucDG+iNx755sm+aC4XaWbNqFy6sW7iwZvbs4owZuaamfGNjtadnePv23hUreh95pDI8PJ6vqNOI+nnzpt5yS+OVV+anTMmGhgY2bOh54IG+9eujWj3pi61furTQ2vrCi9ywYexTH+Tq6xuXLz8815Gm/evWpf0v8twNSRLX3Bk1p93lIItYvjxmdhyXT+vSeZf+8ue0AQAAZ9OaJ1Zc/oX/K7btmlAbZBFPPxydO05yp+yEH46eaGzkeEQTepZsIo9w4tA2GcdTjP/GYzxIQ3Nc9eZIThs9+ULc8IYoHL+7Rlda3/yLXykUzuaxgqwpAgA43x3a8Vxcujyap05oAU0SsfDyk5/tKzlyyR25HP05TnG6sVMZfcfkyEONMcRPjr2Mx9FbJi9hG2YRU9siyY9j09U3jj5jw1Et+aGeMac4XgGOYQoAcL5Lu7ZGuRIXL4snV0VpeLxj5Czqp0bzjOge32m7CtOnt/3UTxVaWpJiceC55w5+4xvV/v5Ca+v0t761du7cqFZ7n3hi6Pnnp91++4GvfW14166IaH/PeyJND3z9661veUv9hRdGxOBzz+370pfa7rwz39y87wtfiGo1i0gKhelveUvjZZeVOzsPfvvbQ5s354rF9ve9r6a9PfL54R07ur797dKePa233167YMG+L3wh7euLQqH9Xe9Kh4b2f/nLhZaW9ve+tzhjRrW39+C//VtaqbS++c09Dz3Ut3p1obW1/V3v6nvssfqLLso3Nx99Lz0//GHf6tXHbadps8dxZoMsYuqUSE9y7rgkF71dna3Tp2sDAADOmvrh/ZFl0dwc110TP1oZldK4qyJmzI2ufeNai1J/2WUXfuYzR//Z9/jjq268cf7v/M7c3/qtkWs6v/KVbR//+IWf/nR+6tRtf/qnxebmJX/5l933359vaVly5I69jz+++0tfmvs7v9Nw0UWdX/lKOjAQSbL0r/5q5gc+cPgVDQ8/dvnlaU/Pkk9/OqmpGbny0Pe//+Sb3jT7P/7H1re8pTowsP+ee5qvv/6iz3++f/XqvV/+8rzf+q15d9119O7VoaELP/WpQ/feu+q22+oWLrzwL/5i5//8nx2/+Iv5pqajL37r7/9+3+rVx4yqCzF1xvjOetbSctI2iDSG+rrO7l+CNUUAAOe75vRQRESWRW1dXHpp5IvjOkh/FpFF66zIFcZ38zSNiD2f/eyPLrhgz+c+13T11VNvv73+oouyavXxa699ZMGCZz74wf4NG4Z37my9444sl5tyww25xsY9f/M3jZddFhFPvfWtjyxYsOaOOyIi0jQrlQ6v0Lnsspkf+MCh++5befnlm3//93O1tW3veEdaqWTV6q5PfeqHixbt/Yd/mHLDDXXt7WmlEhGzPvjBSsSsX/qliMjStBpRv2zZ/n/6px8uWPDIggV7/vf/jmo1IqbcdFPH+9+fpmlEVHp7H73iijU/8RMR0fmv/7rikkt23H13HPvuapujUHe6TZBG5JKYMuXkH0OWVQfP8poibQAAcL5rzAaODk9jxvR43bVRrBnnfesaY/aiGP/Bbap9fcObNx+8996IqJs7d+RQnq233dZ+553NV1xRLpUGNmxovvbawrRprW97W9rff/A73xn5+r/l+uvb77xz6nXXHfeAtfPnR0T3ww8Prl178N//PSLqFi4cGd9XentLO3YkuVySy40cFCgrl5tf97rFf/RH0++8Mx048q5zuZq5c9vf9ra2O+8sTp9+eL+FJLnor/+6pq1t5CbDmzYNbdkSEdXe3sENG6qHDh33MppaYlxboXVanOrkx1nkSn3aAACAsybLstqsPOokXGnU1sWVy6OucVzTAWnMuzhqasc1zRCjfjgqyeVmvOMd7e9735Sbb46I/jVrcnV1DUuXTrvttoFnnx3u7x85wOj0t761/X3vm3bHHce9qGRkb+gse+GR8/ksy7KI2b/+66/ftq3t3e/e98UvDuzfn+Ry6fDw3r/7u/n/5b90ffvbA08/HUdPUrxkSfv73z/zZ36mdvHikWt2feYzSU3NnP/0n+KEl32SkyRETGmNqI7j/c+ff7jBTnbJV4fP7h+D/Q0AAM73Njh+uJ5lMWVKXH9dPPp4dHefdtfkmvpo7Yi9W8f9jBG52tqIGFnkk5XLT95yS6W7O4nIR/Q++WRETLv55volS/b+/d9HHD7R8lM/9VODzzwTR7/bzrIsTUfOthYRufr6LCIZedjBwZG7HLr//n3//M8Da9f2HtlvOCkWt37yk32rVx/4t3+7/BvfyEqH96zY98UvPv0bvzFyQKSORYsi4sB3v1u/ePH0t7xlnO+oeTy7ENc3xIwZJ9/ZICIiiumANgAA4KzJ5XLVU60lueLyeH5j7N4bWTrWQ1SifX7s2nqaFSkj/dG4fPnsX//12T//81ml0vPEE9NuvTUpFud95COVzs7B558/8K1v9a1bFxHt73tfRPSuWpVEVHp6ImLur/zK0MaNpd27d3/5y2l/f2HatLkf+Ui1t7dv7dry/v1t73xn6cCBaTffHBHdK1ZEsRgR/WvX7r7nnpHDnqZHXkC5u3v7//pfuSPHXs0iqv39U2+4Yf6HPpREdH3ve0fnNzb8wi9cvWJF3bx52cnmDUa/r6Yp0dA4jjVF01vH/n1zZk0RAABn1VBWc/JVLsViXHZpLFkc1dM8wrS2aJ5ymrFxVi5HxLRbb73oU5+qW7Bg3bve1fvoo3s+//msUln0B3+w5O67Z//Kr6QR/evW9TzySOMll6Sl0sF7781F7P3iFys9PfM+/OEld989/3d/NyL2fP7zuZqaCz7xiSV3312/ZMmq229PCoXFn/zktDe9aednPrP3C1848pTZ8Wc5SJLIsqMzDyOj4T333NN05ZVL7757yd13T3vTm7Ijvx3evXv3Zz8bEVm1GhEj3/dnJ3zrn0XMXRy5037lXo1omxHV6qkWFEWW1UX57P4lOC8yAMD5btVnfvnK7LmxbtHVFc8+Hz19p/xiOYlD+2PVg2NOMOTzNXPm5JuaklyutHt3+cCBkeloX5kAACAASURBVFMd13R0FKdPj4jSvn3l/fsjIldXV7doUeXQodLu3SO3Kba21nR0RC5XOXBgePfuiKidO7fQ0pKVy8Pbt1cHBorTptXMmVPt7R3aujUikiSpnT+/cvBgpbc3OTKCL7a35+rqStu3j1RBsaMjyeVGTqRQt2hRvqkpGx4e3r49kqSmo2N4165saCipr6+dNau0f3/a25vk8zXz51d7eioHDox+W4WaeP2bo1AcO4wiGhvi2teO7Ht9Kn2Lf7zp9t/SBgAAnDUP/fVdb6j86DQ3qlbjqbWx/+Ap86AQT9wXh/afd1tv+qy44g1xmqmVLOLKy6O9LcYce3cuftuM2z98Ft+LNUUAAOe76rSFkYsx1rpElkUuF1cuj0uWHj4m0YkqMWtBpOfZpksjZnTEaddcRXNTtM2INB17I/fmms/u27EvMgDA+a5lwWVxKDdyToDTmDsnZnXEk0/FgUMnfsncNjtqaqJUOu2RjV5Fkmidebq9kLOIjpkxjtU65VzD2X035g0AAM53i5ddvmuwaVwj+sMTCJfHJUujrv64MXGhEMteM3L40PNCGjFnftTVny4MCsXoaB/PA1YL9doAAICzqam5ufP1vz2c5U+zrGj0+qI5s+L1r41Ll0XjqFOkpdE+J2bOHdc5014Fl/rGWHpFJGPfKJePqy6PmprTb9Ukcs0d2gAAgLNs+Wtfvz4WT3AgmYtZM+Paq2LenMiOTBakMXvhebHXQRbR1hH5067Qb5se06aO6xGTaGiZoQ0AADj7hpb8RBQmvh4ol4uLl8Q1V8SMGZHkIouW1uiYdR5MHSTRMS/GyqCRGy2YG9VxtdJgpdDaZt4AAIBJ4Lo3veXJ0uJIYrwri45e0jSmTomrLosrLo1CMZfGpa+JQvHVHAZpRPvMmNpyuhstXhBTmse5GbdFW2NTkzYAAODsy+Vy89/zyeerM1/k/atpzGiNN1wTyxYXWhpmzY1X8Vm0ijWxbPmYhyfKIlqnxqL5Mc6TiSWxp+nSs/834L8BAAAjps9o61r+81GTf5H3z7IoFGLB3Ljhmnn/YcHIV+evynmD9o6oaxzzFtWICxdOpDbyUy56gzYAAGASufrG//BA+8/1Re2EVxaNXmJUTZsuX3DTL81bvDTqGl5VEwgjOxHMXTj2+c6SWLYopk4Z7xaLWDc4Z9mV12oDAAAmkVwud9NPvv+x6W+L4ksbKGZZwxUXLLm64ebbYvFFh79Jf3XsaTBvfrRMG/O9t0+PCxaMf1OVIl9/x+/V19ef/U/ffwAAAI7zurf/4g9a392d1I+M8l/8BMK82VGNJRfFTbfFRRdH45TIknN7GqGxMZZeeurFUmlEXX0sWRSVyni3UhIra193wZJlk6IM/ekDAHCcurq6m9/5K2sv+MUovoSzHGdZzGqPxrpIo6E+Fi+JG2+NK6+K2rqonJuTBtWI+QuiOMY5DWpq4roro652/BspjWT2G392knzuSZZl/voBADjZ2D5bveKhupWfXpbfEdUXO2jsG4iVT0W1cmT4GdVK7O+MPbuic38Ml86Z76qziMbGeP0boqZ4il/n83HFRdE2PcY9wO5J6jdc+uHrbr1DGwAAcA7o6jr4/D/+l2ti7YvMg1wS6zfGtl1x3AxEPoaH4qlVsXdvxLmwmiXJxY03RtOUUxy6NMnFay+LaVPHHwZRSO6f+vY3vvcjk+g9agMAAMaWpukPv/nPszf9ywWx58XsLjA4HCtWR7l8wlA0siz6+mPfnti7L7q7o1qNZFJugSxi4YK4bPkpToScy8elF8astvGHQTnJP9J461Xv/GhTc7M2AADg3PPA5/6fm0r3RjmdWCEkSXR2xePrTjnwTyJy0dcTG5+PXbujXI1cTLJIyMWtt0R93cl+lS/ENZfFlKaJzBjkflB/280///uT7fPVBgAAjFe1Wt2w+vFDj33lNYOPNuaGozruIXySxOqnY0/naW6fxOBgHDwY+/fHgYMxOBDZJIiEXD6ufk3M7DhhNVEW0VAflyyO1qnjeqAsiyQ5mDStaX/ba9/6s42NjdoAAIBz3u5dO7d/5Y+vza2ZwBzCwGA89OR4R/q5iCz27YtNW6LzQFTTszaTkEXMnxdXXHnCyc6yiJbmuPbyiURGMhSFp6/9oytfd+Pk/Fi1AQAAL0a5XH5m7aoDq76zsPvRebkDuWwckbBrX6zfOIG1N0lEFgOD0dUdBw/EwUPR3xuV9PBvXhm1dXHD66Kx4dgqKBRi3sxYOGfMA5oe80YGs+KjzW9cfPvPz5k3f9J+ptoAAICX6uFv/vP8p++ZV3MwqtlYQ/98Lp7YEHsPvJihfRKRxEBf7NwdO3ZGT19k8bJPJiS5uOmGmDL62ERpRCEfV18crS2RpuN6lGJuQ2Ve3U/84aILl07yz1EbAABwBgwPDz+9+rGuZx6ZfvCpC9Ot9bmREwOfcLu+gVi5LiqVFz+oT6JajcGh6O6OQ91xqCf6+mJ4+PBTncFUyCIuujCWLT0SBllEIR9zZ8aiOVFTOP0kSS7pz4pri5dny37ssmtvnlTHI9IGAAC8Qnbt3PHsvV+4uPO+mcXuyOKYEyOMHLPoiQ1naDAbkYusEl2HYve+2Lsv+voO7yCdvLROyCKmNMdN10c+F5FFpBEzpsbyJVFbc5o1UUlEISmXk0eabr3oLb86c9asc+iD0wYAALwsBgYGNj+74cDmNfm969uHNs/O9jfmyiPH6ok1G2PH3jP5JX8SEZGmMTQc/QPR1xe9fdE3GAMDMTQclcoxswrjedqmprjh2qgrRuRzMb0l5rVH69TI5Y4PgyQikpE9p3uzuq35OQcbL6xZcNWiy147s2PWOfeRaQMAAF4Ju3bueH7lvU3bHri48lx9MhQPrIqh8su4u0ASkYtIo1yK7r7oOhQHD0VvbwwORSV9IRVOOr1Qjbjhqpg5I6KjNS5aEA11kWbHPHKSRD6JJKKS7apO3VJ3cbLkpmXX3DRtWus5/RlpAwAAXjlZlnV1Hdy9bXPX5qeXfP+/zuzcGoPDUSodXnf0cqTC0cmCLNI0ypUolWNoOEqlGB6OUilKpRguR7kalUpUK1Guq2+4+sK5lzXnWprShvo0kkoUy7liKVdXytWX8w3VminR1FZsntE4vWN6x9wZ7TPr6upeHZ+ONgAA4Ox44Mt/c9Ouz0UljcGh6O6LA91xqC8GhqJ85DClyct/sNKRxx855tHUppjX/uAF77jxV/7k/PxEtAEAAGdHf3//jr/8wEXZtoiI5MgeA5VqDJdjaDgGh2NwOIZKMVSKUjnKlahWIz322EcTLYej981FFApRU4yGumisi9Yp0dQQ9TWr8hfPec+ftLXP1AYAAPCKWvWjB69c+duHJwpOMlZNIkkiiciyw80wOBwDQzEwFIOlGBqOciXKlUjTqKaRxfHHFR0ph1wSuSQKhagpRF1tNNZFc0M0NURDXRTzkSSRHj4nw9P5+Rf9xj8lSXLefhzaAACAsybLsh9+85+XP/vp5urgOIauyQsj/pESyLLI0kizw+P7487NnEQkucglkSSRO/LD0bvHqCmIXLI7Wg/d9v9evPyq8/nj0AYAAJxl9//9//fGg1+Kylkblx5Imoff9Tez5847zz+InL9FAADOrte+/YMP1t9STc7O0HQ4KW68+j8LA20AAMDZ19TcfOMvf3Jl3TWRe8XX+heSH01787VvfLNPQRsAADBZLP6pu1YWrkyTJLLslbkMJsUfTH3b1e/4DRt/hP0NAACYRH5096+/rvTYMechfpkUc/e3vfuN7/2wbX6UeQMAACaRC9/9Bw813FzKFeLlrIPOZMoDC3719T/1qzb4aOYNAACYdO7/uz9948GvnPK8By9p/BtZkjx5/Z9edf0ttrM2AABgsiuVSo9+56sLn/6bOdmBMzmBkE8eyy9vefNHL1x2iY2sDQAAOGdsfv7Zwlc/PC/pPCO7H1RzyUPT3379z/znYrFo22oDAADOMX29vY/96+cu3f21tuiJF7vCqJQrrC1eEte876obrCPSBgAAnOOFsOZv73p9ZUWU04ktMSokvdW6NZd/+Pof/79tRm0AAMCrQblcfnr14wdXfXv+ocfmpXsLSRppxIlD2SSJJCKJg1njxtqLhhfdfMkb3tzaOt0G1AYAALwK7di2deezawZ3P1fs2dFQ2j+ztLeYlQ4UpnfVzirVt+VmLJq+6JKFSy5uaGiwrbQBAAAwYc59BgAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAADOrsK5+KL77lrkkwMA4FzU9InNk/a1mTcAAAC0AQAAcESSZZmtAAAAmDcAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAJxphXPxRffdtcgnBwDAuajpE5sn7WszbwAAAGgDAADgiCTLMlsBAAAwbwAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAAONMK5+KLXrFihU8OAIBz0XXXXTdpX1uSZZlPCAAAsKYIAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAHCmFc7FF71ixQqfHAAA56Lrrrtu0r62JMsynxAAAGBNEQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAADgTCuciy96xYoVPjkAAM5F11133aR9bUmWZT4hAADAmiIAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAAA4kwrn4ovuu2uRTw4AgHNR0yc2T9rXZt4AAADQBgAAwBFJlmW2AgAAYN4AAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAHCmFc6tl9t31yKfGQAA566mT2yetK/NvAEAAKANAACAI5Isy2wFAADAvAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAA/P/t2kEJADAQA0EK9W/wxGx99GYk5LcQbQAAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAACvv8QgAABe9JREFUQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAGCvW82MIQAAYLlTWQEAAPApAgAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAAL96FvP1Fxq8fLkAAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">50<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 hf y366 ff2 fs4 fc0 sc0 ls0 ws0">INFORMACJA NA TEM<span class="_ _a"></span>AT PRZEKAZAŃ LOKA<span class="_ _a"></span>LI MIESZKALNYCH I LO<span class="_ _a"></span>KALI USŁUGOWYC<span class="_ _a"></span>H <span class="_ _a"></span><span class="ff1"> </span></div><div class="t m0 x1 he y367 ff3 fs8 fc1 sc0 ls0 ws0">Liczba <span class="_ _13"></span><span class="ff4">lokali <span class="_ _13"></span>mieszkalnych <span class="_ _13"></span>i <span class="_ _13"></span>lokali <span class="_ _13"></span>usługowych <span class="_ _13"></span>przekazanych <span class="_ _13"></span>klientom <span class="_ _13"></span>w <span class="_ _13"></span>okresie <span class="_ _13"></span>dwunastu <span class="_ _a"></span>miesicy <span class="_ _e"></span>zakoczonym <span class="_ _13"></span>31 <span class="_ _13"></span>gr<span class="_ _a"></span></span>udnia </div><div class="t m0 x1 he y6d1 ff3 fs8 fc1 sc0 ls6 ws0">2022<span class="ls0"> <span class="ff4">r. przedstawia poniższa tabela:</span> </span></div></div><div class="c x1 y740 w27 h13"><div class="t m0 x0 h9 y8b ff2 fs5 fc1 sc0 ls0 ws0">LICZBA PRZEKAZANYCH MI<span class="_ _0"></span>ESZKAŃ I LOKALI USŁUGOWYCH<span class="ff1"> <span class="_ _18"> </span> </span></div></div><div class="c x6a y740 w28 h13"><div class="t m0 x39 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ls0"> </span></div></div><div class="c x6b y740 w29 h13"><div class="t m0 xbd h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y741 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">I kwartał (01.01.<span class="ff3">-31.03) </span></div></div><div class="c x6a y741 w28 h13"><div class="t m0 xb h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">829<span class="ls0"> </span></div></div><div class="c x6b y741 w29 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">906<span class="ls0"> </span></div></div><div class="c x1 y742 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">II kwartał (01.04<span class="ff3">-30.06) </span></div></div><div class="c x6a y742 w28 h13"><div class="t m0 xb h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">465<span class="ls0"> </span></div></div><div class="c x6b y742 w29 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">295<span class="ls0"> </span></div></div><div class="c x1 y417 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">III kwartał (01.07<span class="ff3">-30.09) </span></div></div><div class="c x6a y417 w28 h11"><div class="t m0 xb h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">241<span class="ls0"> </span></div></div><div class="c x6b y417 w29 h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">141<span class="ls0"> </span></div></div><div class="c x1 y248 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">IV kwartał (01.10<span class="ff3">-31.12) </span></div></div><div class="c x6a y248 w28 h13"><div class="t m0 xb h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">386<span class="ls0"> </span></div></div><div class="c x6b y248 w29 h13"><div class="t m0 x25 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">456<span class="ls0"> </span></div></div><div class="c x1 y419 w27 h13"><div class="t m0 x0 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">Razem  </div></div><div class="c x6a y419 w28 h13"><div class="t m0 x80 h9 y8b ff1 fs5 fc1 sc0 ls8 ws0">1 <span class="ls0">921 </span></div></div><div class="c x6b y419 w29 h13"><div class="t m0 x37 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">1 <span class="ls8">798</span> </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y5ac ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y24b ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y743 ff1 fs9 fc0 sc0 lsf ws0">7.51<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff1 fc1">ISTOTNE ZDARZENIA PO DACIE BILANSOWEJ </span></span></div><div class="t m0 x1 he y744 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y745 ff1 fs4 fc0 sc0 ls0 ws0">PODPISANIE UMOWY PROGR<span class="_ _a"></span>AMOWEJ E<span class="_ _a"></span>MISJI OBLIGACJI<span class="_ _a"></span> </div><div class="t m0 x1 he y4ca ff3 fs8 fc1 sc0 ls0 ws0">W  dniu<span class="_ _0"></span>  7 <span class="ff4">lutego  2023  r. <span class="_ _12"> </span>Zarząd  Dom  Development <span class="_ _12"> </span>S.A.  podjął  uchwał <span class="_ _12"> </span>nr  04/02/23,  zgodn<span class="_ _0"></span>ie  z  ktrą  wyraził  zgod <span class="_ _12"> </span>na </span></div><div class="t m0 x1 he y687 ff4 fs8 fc1 sc0 ls0 ws0">ustanowienie <span class="_ _4"></span>przez S<span class="_ _0"></span>płk <span class="_ _0"></span>programu <span class="_ _4"></span>emisji oblig<span class="_ _0"></span>acji <span class="_ _0"></span>Dom De<span class="_ _0"></span>velopment <span class="_ _4"></span>S.A. o <span class="_ _4"></span>łącznej <span class="_ _0"></span>wartości <span class="_ _4"></span>nieprzekraczającej 400<span class="ff3"> <span class="_ _4"></span><span class="ff4">milionw<span class="ff3"> </span></span></span></div><div class="t m0 x1 he y54b ff4 fs8 fc1 sc0 ls0 ws0">zł., rozumianej jako <span class="_ _a"></span>wartość nominalna wszystkich <span class="_ _a"></span>wyemitowanych i niewykupionych ob<span class="_ _a"></span>ligacji.<span class="_ _a"></span><span class="ff3">  </span>Ponadto <span class="_ _a"></span>Zarząd Spłki <span class="_ _a"></span>wyraził </div><div class="t m0 x1 he y689 ff4 fs8 fc1 sc0 ls0 ws0">zgod na <span class="_ _0"></span>zawarcie przez S<span class="_ _0"></span>płk z mBank <span class="_ _0"></span>S.A. z<span class="ff3"> siedz</span>ibą w Warszawie <span class="_ _0"></span>umowy emisyjne<span class="_ _0"></span>j, w związku z <span class="ff3">tym p</span>rograme<span class="_ _0"></span>m („Umowa </div><div class="t m0 x1 he y68a ff4 fs8 fc1 sc0 ls0 ws0">Emisyjna”). <span class="ff3"> </span></div><div class="t m0 x1 he y68b ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>dniu <span class="_ _a"></span>7 <span class="_ _13"></span>lutego <span class="_ _a"></span>2023 <span class="_ _a"></span>r. <span class="_ _13"></span><span class="ff4">Spłka <span class="_ _a"></span>zaw<span class="_ _a"></span>arła</span> <span class="_ _a"></span><span class="ff4">z<span class="_ _a"></span> <span class="_ _a"></span>mBank <span class="_ _a"></span>S.A. <span class="_ _a"></span>Umow <span class="_ _13"></span>Emisyjną, <span class="_ _a"></span>zgodnie <span class="_ _a"></span>z <span class="_ _a"></span>ktrą <span class="_ _a"></span>o<span class="_ _a"></span>bligacje <span class="_ _a"></span>mogą <span class="_ _13"></span>być <span class="_ _a"></span>emitowane <span class="_ _a"></span>przez </span></div><div class="t m0 x1 he y746 ff4 fs8 fc1 sc0 ls0 ws0">Spłk <span class="_ _f"></span>w <span class="_ _10"> </span>ramach <span class="_ _f"></span>rżnych <span class="_ _10"> </span>serii, <span class="_ _e"></span>w <span class="_ _10"> </span>czasie <span class="_ _f"> </span>nieokreślonym <span class="_ _f"> </span>od  <span class="ff3">p<span class="_ _0"></span>odpisania <span class="_ _f"></span>Umowy <span class="_ _10"> </span>Emisyjnej. <span class="_ _f"> </span>Obligacje <span class="_ _f"> </span>emitowane <span class="_ _10"> </span>w <span class="_ _f"> </span>ramach </span></div><div class="t m0 x1 he y747 ff4 fs8 fc1 sc0 ls0 ws0">Programu bdą:<span class="ff3"> </span></div><div class="t m0 xd6 he y748 ff7 fs8 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _8"> </span><span class="ff3">e<span class="_ _0"></span>mitowane  </span></span></div><div class="t m0 x1 he y749 ff4 fs8 fc1 sc0 ls0 ws0">(a) w trybie art. 33 pkt 1 ustawy z dnia 15 stycz<span class="_ _a"></span>nia 2015 r. o obligacjach („Ustawa o Obligacjach”), tj. w<span class="_ _a"></span> trybie oferty publ<span class="ff3">icznej </span></div><div class="t m0 x1 he y74a ff4 fs8 fc1 sc0 ls0 ws0">papierw <span class="_ _4"></span>warto<span class="_ _a"></span>ściowych, <span class="_ _0"></span>o <span class="_ _0"></span>ktrej <span class="_ _0"></span>mowa <span class="_ _0"></span>w Rozporządzeniu <span class="_ _4"></span>Parlamentu Eu<span class="_ _0"></span>ropejskiego <span class="_ _0"></span>i <span class="_ _0"></span>Rady <span class="_ _0"></span>(UE) 2017/1129 <span class="_ _4"></span>z dni<span class="_ _0"></span>a 14 <span class="_ _4"></span>czerwca </div><div class="t m0 x1 he y74b ff4 fs8 fc1 sc0 ls0 ws0">2017 <span class="_ _1a"> </span>r. <span class="_ _14"> </span>w <span class="_ _1a"> </span>sprawie <span class="_ _1a"> </span>prospektu, <span class="_ _1a"> </span>ktry <span class="_ _1a"> </span>ma <span class="_ _1a"> </span>być <span class="_ _1a"> </span>publikowany <span class="_ _1a"> </span>w <span class="_ _1a"> </span>związku <span class="_ _1a"> </span>z <span class="_ _1a"> </span>ofertą <span class="_ _1a"> </span>publiczną <span class="_ _14"> </span>pa<span class="_ _a"></span>pierw <span class="_ _1a"> </span>wartościowych <span class="_ _1a"> </span>lub </div><div class="t m0 x1 he ye ff3 fs8 fc1 sc0 ls0 ws0">dopuszczeniem <span class="_ _23"> </span>ich <span class="_ _29"> </span>do <span class="_ _29"> </span>obrotu <span class="_ _23"> </span>na <span class="_ _29"> </span>rynku <span class="_ _29"> </span>reg<span class="_ _0"></span>ulowanym <span class="_ _29"> </span>oraz <span class="_ _29"> </span>uchyleniem <span class="_ _23"> </span>dy<span class="_ _a"></span><span class="ff4">rektywy <span class="_ _29"> </span>2003/71/WE <span class="_ _29"> </span>(„Rozporządzenie </span></div><div class="t m0 x1 he y74c ff4 fs8 fc1 sc0 ls0 ws0">Prospektowe”), z <span class="_ _0"></span>wyłączeniem obowiązku publikacji prosp<span class="_ _0"></span>ektu zgodnie z <span class="_ _0"></span>art. 1 ust. 4 lit. a) <span class="_ _0"></span>Rozporządzenia Prospektowego lub </div><div class="t m0 x1 he y74d ff4 fs8 fc1 sc0 ls0 ws0">art. 1 ust. 4 lit. b) Rozporządzenia Prospektowego; albo <span class="ff3"> </span></div><div class="t m0 x1 he y74e ff3 fs8 fc1 sc0 ls0 ws0">(b) art. 33 <span class="_ _a"></span>pkt 2 Ustawy <span class="_ _a"></span>o Obligac<span class="_ _a"></span>jac<span class="ff4">h, <span class="_ _a"></span>tj. w <span class="_ _a"></span>trybie oferty innej niż <span class="_ _a"></span>oferta publiczna papierw<span class="_ _a"></span> wartościowych, o<span class="_ _a"></span> ktrej mowa <span class="_ _a"></span>w </span></div><div class="t m0 x1 he y74f ff4 fs8 fc1 sc0 ls0 ws0">Rozporządzeniu Prospektowym, skierowanej wyłącznie do jedne<span class="_ _0"></span>go inwestora;<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y750 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 xd6 he y386 ff7 fs8 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _8"> </span><span class="ff4">zwykłymi, niezabe<span class="_ _0"></span>zpieczonymi obligacjami na okaziciela;<span class="ff3"> </span></span></span></div><div class="t m0 xd6 he y1ac ff7 fs8 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _8"> </span><span class="ff4">p<span class="_ _0"></span>osiadały termin zapadalności do 60 miesicy;<span class="ff3"> </span></span></span></div><div class="t m0 xd6 he y751 ff7 fs8 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _8"> </span><span class="ff4">oprocentowane<span class="_ _0"></span> według stałej lub zmiennej stopy procentowej;<span class="_ _a"></span><span class="ff3"> </span></span></span></div><div class="t m0 xd6 he y752 ff7 fs8 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _8"> </span><span class="ff4">w  dn<span class="_ _0"></span>iu  emisji  zdematerializowane  (zarejestr<span class="_ _0"></span>owane)  w  depozycie  papierw  wartościowych  prowadzonym  przez </span></span></div><div class="t m0 x61 he y753 ff4 fs8 fc1 sc0 ls0 ws0">Krajowy <span class="_ _12"> </span>Depozyt <span class="_ _10"> </span>Papierw <span class="_ _10"> </span>W<span class="_ _a"></span>artościowych <span class="_ _10"> </span>S.A. <span class="_ _12"> </span>pod <span class="_ _10"> </span>warunkiem <span class="_ _12"> </span>wprowadzenia <span class="_ _10"> </span>ich  do<span class="_ _0"></span> <span class="_ _12"> </span>obrot<span class="_ _a"></span><span class="ff3">u <span class="_ _12"> </span>w <span class="_ _12"> </span>alternatywnym </span></div><div class="t m0 x61 he y754 ff4 fs8 fc1 sc0 ls0 ws0">systemie <span class="_ _4"></span>o<span class="_ _a"></span>brotu <span class="_ _4"></span>prowadzo<span class="_ _a"></span>nym <span class="_ _4"></span>przez <span class="_ _0"></span>Giełd <span class="_ _4"></span>Papierw Wartościowy<span class="_ _0"></span>ch <span class="_ _0"></span>w <span class="_ _0"></span>Warszawie <span class="_ _4"></span>S.A. <span class="_ _0"></span>albo <span class="_ _0"></span>zarejestrowane <span class="_ _4"></span>w takim<span class="_ _0"></span> </div><div class="t m0 x61 he y755 ff4 fs8 fc1 sc0 ls0 ws0">depozycie <span class="_ _14"> </span>za <span class="_ _14"> </span>pośrednictwem <span class="_ _1a"> </span>agenta <span class="_ _14"> </span>emisji <span class="_ _14"> </span>oraz <span class="_ _1a"> </span>wprowadzone <span class="_ _14"> </span>do <span class="_ _14"> </span>obrotu <span class="_ _1a"> </span>w <span class="_ _14"> </span>alternatywnym <span class="_ _1a"> </span>systemie <span class="_ _14"> </span>obrotu </div><div class="t m0 x61 he y756 ff4 fs8 fc1 sc0 ls0 ws0">prowadzonym przez Giełd Papierw Wartościowych w Warszawie S.A<span class="_ _0"></span>. w określonym terminie od dnia emisji.<span class="_ _a"></span><span class="ff3"> </span></div><div class="t m0 x1 he y3b9 ff4 fs8 fc1 sc0 ls0 ws0">Umowa Emisyjna p<span class="_ _0"></span>rzewiduje także <span class="_ _0"></span>możliwość zawarcia umowy <span class="_ _0"></span>gwarancyjnej <span class="_ _0"></span>do każdej z <span class="_ _0"></span>serii obligacji e<span class="_ _0"></span>mitowanych w ramach </div><div class="t m0 x1 he y757 ff4 fs8 fc1 sc0 ls0 ws0">przedmiotowego <span class="_ _0"></span>Programu, na <span class="_ _0"></span>podstawie <span class="_ _0"></span>ktrej mBank <span class="_ _0"></span>S.A. zobowiąże si <span class="_ _0"></span>do <span class="_ _0"></span>objcia obligacji <span class="_ _0"></span>danej se<span class="_ _0"></span>rii w <span class="_ _0"></span>ramach Programu, </div><div class="t m0 x1 he y758 ff3 fs8 fc1 sc0 ls0 ws0">na zasadach wskazanych w umowie gwarancyjnej.  </div><div class="t m0 x1 he y759 ff4 fs8 fc1 sc0 ls0 ws0">Rwnież <span class="_ _13"></span><span class="ff3">w <span class="_ _13"></span>dniu <span class="_ _e"></span></span>7 <span class="_ _13"></span>lutego <span class="_ _13"></span>2023 <span class="_ _13"></span>r<span class="_ _a"></span>oku <span class="_ _13"></span>pomidzy <span class="_ _13"></span>Dom <span class="_ _e"></span>Development <span class="_ _13"></span>S.A. <span class="_ _13"></span>i <span class="_ _13"></span>mBan<span class="_ _a"></span>k <span class="_ _13"></span>S.A. <span class="_ _13"></span>zo<span class="_ _a"></span>stała <span class="_ _13"></span>zawarta <span class="_ _13"></span>Umowa <span class="_ _e"></span>o <span class="_ _13"></span>wykonywanie </div><div class="t m0 x1 he y1e7 ff4 fs8 fc1 sc0 ls0 ws0">funkcji Agenta Emisji w związku z emisją obligacji emitowanych w ramach programu emisji do kwoty 400<span class="ff3"> </span>milionw<span class="ff3"> </span><span class="ls22">zł<span class="ff3 ls16">. <span class="ls0"> </span></span></span></div><div class="t m0 x1 he y75a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y75b ff1 fs4 fc0 sc0 ls0 ws0">ZAWARCIE ANEKSU DO <span class="_ _a"></span>UMOWY KRED<span class="_ _a"></span>YTOWEJ<span class="_ _a"></span> </div><div class="t m0 x1 he y75c ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>dniu 8 <span class="_ _a"></span>lutego 2023 <span class="_ _a"></span>r.  <span class="_ _a"></span><span class="ff4">pomidzy <span class="_ _a"></span>PKO Bank <span class="_ _a"></span>Polski <span class="_ _a"></span>S.A. o<span class="_ _a"></span>raz Dom <span class="_ _a"></span>Development S.A. <span class="_ _a"></span>i <span class="_ _a"></span>Euro <span class="_ _a"></span>Styl S.A. <span class="_ _a"></span>został <span class="_ _a"></span>zawarty Aneks <span class="_ _a"></span>nr 4 </span></div><div class="t m0 x1 he y516 ff3 fs8 fc1 sc0 ls0 ws0">do umowy kredytu <span class="ff4">odnawialnego w rachunku bieżącym z dnia 27 lipca 2015 roku.</span> </div><div class="t m0 x1 he y75d ff4 fs8 fc1 sc0 ls0 ws0">Na <span class="_ _e"></span>podstawie <span class="_ _13"></span>tego <span class="_ _e"></span>aneksu <span class="_ _e"></span>wysokość <span class="_ _e"></span>kredytu <span class="_ _e"></span>została <span class="_ _e"></span>zwikszona <span class="_ _e"></span>z<span class="_ _a"></span><span class="ff3"> <span class="_ _e"></span>kwoty <span class="_ _e"></span>150 <span class="_ _e"></span>000 <span class="_ _e"></span> <span class="_ _e"></span></span>tys. <span class="_ _e"></span>zł. <span class="_ _e"></span>na <span class="_ _e"></span>200<span class="ff3"> </span>000 <span class="_ _e"></span>tys <span class="_ _e"></span>zł. <span class="_ _e"></span> <span class="_ _e"></span>Na <span class="_ _e"></span>podstawie </div><div class="t m0 x1 he y75e ff4 fs8 fc1 sc0 ls0 ws0">umowy z bankiem, Euro Styl S.A. może korzystać z czści tego limitu<span class="_ _0"></span> kredytow<span class="_ _a"></span>ego do niezmienionej wysokości 50 000 tys. zł.<span class="ff3"> </span></div><div class="t m0 x1 he y75f ff3 fs8 fc1 sc0 ls0 ws0">Okres <span class="ff4">obowiązywania umowy został wydłużony</span> do 26 lutego 2027 <span class="ls27">r.</span> </div></div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi x3 y11 w3 hd" alt="" 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n/pSy233z7+l/WL//t/P/HRsoiksbH9Ax84U9swTaNrx5GHzsY9Z9HOHYenPE092gAA4Hy3dvWDN+d/kEuzU6/vm4/G5sjH5gfj0I7JhUE6PFw+eLDc0VHt6zvxt/N+4zfqli7NxgzZ53zoQ2MnBZ1mLFtbO++3fmv8Nii2tc1673tPvM2C3/md+ksuOYObsWvnuMcbHLV/bwwOTc1jq7UBAMD5Lt3wlRipjneLalqunf7Md6N716T3GGz70IeeWLLkyaVLn1i0aM3ll+/+4z/OxpzUP1dfv/TTnz46syhXX996551j756l6Z7/+l+fuu66Jy68cM2qVVt//dfLnZ1jb9B8ww3Trr12/GF228/9XH7atLG3abjssrkf/eiZ3YwDB6NSmsAC0pVqbHoqsiyyrFAsagMAAKaKx39479XFZ0eHqqe85JKBXQOdOyImMPQ9PiuGhqr9/dWBgUp399D69dt+93d3/9Efjb1By4/9WO0FF2QRacT0N72pdunSsb/d9+d/vu1jHxtYvXpk8+ahdev2/vmfP33HHVmp9MJwtrZ2zkc+Mv5pUutXrFj4B38wZmmBaP+FX8jV15/0xtmLukREuRyliZySNInoOBjdXZFmhWKNNgAAYEro7e1p2/BXyfizW9I0Nq5rLO8tFM/ALJgkYtef/unI9u3HjN2PzO1pffvbx15fPnBg5x/8wXF373300d6HHhp75fRbbsk3No7/vLN/9VcbX/Oa0aF/zYIFM9/97jO+MbOI0sDESiIXsWd3Kc3X1tZqAwAApoRNj/9wUWPveEP+XC52bI2dO4u10Tr/DDxjElEdGhrcsGHslbULF0ZEkss1XX312OuHnn223NOTnPAIg089Nfaa4uzZhVOc0eiF91FbO/sXfmH0jS77zGdq5sx5ObZneXDCN+3cPzSc1tbWaQMAAKaE0o7VUaqO9w333j2xbdvomHH2ikiSM/O8lYMHx/6z0NKSRSQ1NYW2tmNuduyhBS+87H37jrvmVOceTcfMPpr5znfWLl48/dZbZ9xxx+g1WZalZ25l4iSiPBQTPSCjUhnYurtYY04RAABTw5zylvF2GvT2xNq1Ua2MTtKfNjtqGs/M8449YCAiIp+PiMjlktEfjo7sR0ZOOgTPyuXjrzzFILvjb/82O7LwWbGtbdlnPjP3Qx86mjhD69fv+9SnzmQbDE/4AIU05pX37Nj6vDYAAODsq1ar85ODpxy8VqvxzKZjRou5aG47x97j0LPPbv/Yx44uMdby5jfP+MmfPPrbfZ/9bFatnslNWprwfoMsorZ+99rvawMAAM6+SrnUkD/1yHjd2ujpOTyKPVwLMX12pJM8T1FM7GbZqYfQk3qK4yT5/K4/+7OxxyckR3YaVLq7D/z93x+3MHP20i6V6mQepbZhbu+T2gAAgKkQByMnH2knSezZFR0dx38FnkVze0Ryjr3LJGLfX/7lcVemIyPP/9zPVbq6zuxzpdXJvKzGpguKBx5/6F5tAADAWZbPypGebDWDajW2bD7pOLG+OabNnILr+Z5mEN7x+c+Xjz18ufe++zr/5V/OeOZk2YTbKZdEfUMxqzau+9vqGZ3XpA0AAJj8QPakw9g0jXVrYnj4pNNgkoj5F5+JMeix646Nnk0oq1SOO/g4d7JVC7KIXEPD8a963NMNVfv7n/npnx7esqXc2Vnu7Czt2bPnz/88eXm26UQvuULU1kaaXlR34JkNa6fIn0TB/woAgPNTNVdbzCVRPXY3wMGO2N8R+VOOfVsXRW1jlAZe0lPXzJ079p+Vzs4kIiuVSnv21C5adKqbHR1+1yxYcFzPVEcPjTiFJKL33nufWLEiVyhERFouZ2maxJnfAZLkJvygxdooFCOtJll6YNPDl6y6air8SdhvAABwnsoXa9LjwiCS2LH9lGFwZPw4vX0SxyKf5BDcOXMaVq0ae5uhbduyiDSi94EHxl5fv2JF/QUXHHf3JJdrvuaaY+6+ZUu5s/P0h0FXq9WRkerIyOhpiyb+giexM2Dig+u6Iysip1lLz/op8iehDQAAzlOFYk1XpWHMGDmJfXuju/s0d6tGy7xIX+yTZsXiirvvLs6c+cI1lcrgunWjP3d+8YtHzzcaEfnm5hX/8A9RW3v0mjRi/m/8RuNrXjP2MQ999auHZyWd9bF1fsIvor4+smx0y6+IHR0HDkyJPwn/KwAAzk9JkmxLFsyMZw//uzQSzz49kaHttLYoFKJamdBht3XLljVed12SZUltbf2SJW3vec/0W28de4N9n/50ad++JCKJ6FuzZuDJJ5uuvvrob5uvu+7Sb3yj85//udzZmW9sbHnTm9p+5mfG3r3S3b33zK1f9lJkEYViHD7J6/jSiPqGOFJBDYXq6nu++Mb3/EdtAADAWdM/c1X0Pnf4kIOOjhgpTWRaSW1DtC2OfZsn9BSLPvGJRZ/4xKl+O7Jr19aPfSzJDo+mkzTtuPvusW0QES233dZy222neoSub3xjaMeOKTIZplA74YxoGHOYdZZd3POD4eEP1tXVnd3Xb04RAMD5a9GVbxzKihERuVzs3xfJRGfWz7848i/5S+asWt328Y+nw8Njr9z/N3/T9a1vTfARhrdu3fnJT06REW0WUayL0y8ON9pB9Q1j7zm7fnDrc5vO+lvQBgAA56+ly5avrrkp8kkMDsbEFwLLor4lmmae4rfJRM8Ouv+v/qrj7//+uFtXu7o2/PiPd33zm6e9+9Czz6695prBjRunzvYs1k1o60VtMWprj1lTIs06t27QBgAAnE2vffuvPluaHTu2RTWdxBl5KtE67yRfkVeHhwc3bUpHRiI7+aT7LE3LBw50fvnLG37yJzd/9KNxim/VN733vc//yq/0PPjgiQsXZNXqwPr1O//4j9fdfnvp4MFjHiHLsmPXEcsqlfHfR7W/f+zt03L5pZynqKZ+YrebMSPyx54NqpJG53Nn/Y8hybLMfwkAgPPZQ9/80g3/+N4YLsdk1gMb7IvHvnmyb5oLhdq5c2uXLKlbsqRm3rzirFm5pqZ8Y2O1t3dk586+Rx7pe/jhysjIRL6iTiPqFy6cfsstjVdemZ82LRseHty0qff++/s3boxq9aQvtn7FikJr6wsvctOm8Zc+yNXXN65adXhfR5oObNiQDrzItRuSJK65M2pOe8hBFrFqVcyec1w+bUgXXvrvP6cNAAA4m9Y98cjlX/i/YseeSbVBFvH0Q9G56yR3yk744ehCY6PnI5rUs2STeYQTh7bJBJ5i4jce50EamuOqN0dy2ujJF+KGN0Th+MM1utL65l/8SqFwNs8VZE4RAMD5rnvXc3HpqmiePqkJNEnEkstPvtpXcuSSO3I5+nOcYrmxUxl7x+TIQ40zxE+OvUzE0VsmL2EbZhHT2yLJT2DT1TeOXbHhqJb8cO+4uzheAc5hCgBwvku7tke5EhevjCfXRGlkomPkLOqnR/Os6JnYsl2FmTPbfuqnCi0tSbE4+Nxzh77xjerAQKG1deZb31q7YEFUq31PPDH8/PMzbr/94Ne+NrJnT0S0v+c9kaYHv/711re8pf7CCyNi6LnnDnzpS2133plvbj7whS9EtZpFJIXCzLe8pfGyy8qdnYe+/e3hrVtzxWL7+95X094e+fzIrl1d3/52ad++1ttvr128+MAXvpD290eh0P6ud6XDwx1f/nKhpaX9ve8tzppV7es79K//mlYqrW9+c++DD/avXVtobW1/17v6H3us/qKL8s3NR99L7w9/2L927XHbaca8CaxskEVMnxbpSdaOS3LR19XZOnOmNgAA4KypH+mILIvm5rjumvjR6qiUJlwVMWtBdB2Y0FyU+ssuu/Aznzn6z/7HH19z442Lfvu3F/zmb45e0/mVr+z4xCcu/PSn89On7/jTPy02Ny//y7/sue++fEvL8iN37Hv88b1f+tKC3/7thosu6vzKV9LBwUiSFX/1V7M/8IHDr2hk5LHLL097e5d/+tNJTc3old3f//6Tb3rTvP/wH1rf8pbq4GDH3Xc3X3/9RZ///MDatfu//OWFv/mbCz/+8aN3rw4PX/ipT3Xfc8+a226rW7Lkwr/4i93/43/M+cVfzDc1HX3x23/v9/rXrj1mVF2I6bMmtupZS8tJ2yDSGO7vOrt/CeYUAQCc75rT7oiILIvaurj00sgXJ3SS/iwii9a5kStM7OZpGhH7PvvZH11wwb7Pfa7p6qun3357/UUXZdXq49de+/Dixc988IMDmzaN7N7descdWS437YYbco2N+/76rxsvuywinnrrWx9evHjdHXdERKRpViodnqFz2WWzP/CB7nvvXX355Vt/7/dytbVt73hHWqlk1eqeT33qh0uX7v/7v592ww117e1ppRIRcz/4wUrE3F/6pYjI0rQaUb9yZcc//uMPFy9+ePHiff/7f0e1GhHTbrppzvvfn6ZpRFT6+h694op1P/ETEdH5L//yyCWX7Lrrrjj23dU2R6HudJsgjcglMW3ayT+GLKsOneU5RdoAAOB815gNHh2exqyZ8bpro1gzwfvWNca8pTHxk9tU+/tHtm49dM89EVG3YMHoqTxbb7ut/c47m6+4olwqDW7a1HzttYUZM1rf9rZ0YODQd74z+vV/y/XXt9955/TrrjvuAWsXLYqInoceGlq//tC//VtE1C1ZMjq+r/T1lXbtSnK5JJcbPSlQVi43v+51y/7wD2feeWc6eORd53I1Cxa0v+1tbXfeWZw58/BxC0ly0f/6XzVtbaM3GdmyZXjbtoio9vUNbdpU7e4+7mU0tcSEtkLrjDjV4sdZ5Er92gAAgLMmy7LarDxmEa40auviylVR1zih3QFpLLw4amontJshxvxwVJLLzXrHO9rf975pN98cEQPr1uXq6hpWrJhx222Dzz47MjAweoLRmW99a/v73jfjjjuOe1HJ6NHQWfbCI+fzWZZlEfN+7ddev2NH27vffeCLXxzs6EhyuXRkZP/f/u2i//yfu7797cGnn46jixQvX97+/vfP/pmfqV22bPSaPZ/5TFJTM/8//sc44WWfZJGEiGmtEdUJvP9Fiw432Mku+erI2f1jcLwBAMD53gbHD9ezLKZNi+uvi0cfj56e0x6aXFMfrXNi//YJP2NErrY2IkYn+WTl8pO33FLp6Uki8hF9Tz4ZETNuvrl++fL9f/d3EYcXWn7qp35q6Jln4uh321mWpenoamsRkauvzyKS0YcdGhq9S/d99x34p38aXL++78hxw0mxuP2Tn+xfu/bgv/7r5d/4RlY6fGTFgS9+8elf//XREyLNWbo0Ig5+97v1y5bNfMtbJviOmidyCHF9Q8yadfKDDSIiopgOagMAAM6aXC5XPdVckisuj+c3x979kaXjPUQl2hfFnu2nmZEy2h+Nq1bN+7Vfm/fzP59VKr1PPDHj1luTYnHhRz5S6ewcev75g9/6Vv+GDRHR/r73RUTfmjVJRKW3NyIW/PIvD2/eXNq7d++Xv5wODBRmzFjwkY9U+/r6168vd3S0vfOdpYMHZ9x8c0T0PPJIFIsRMbB+/d677x497Wl65AWUe3p2/s//mTty7tUsojowMP2GGxZ96ENJRNf3vnd0/8amX/iFqx95pG7hwuxk+w3Gvq+madHQOIE5RTNbx/99c2ZOEQAAZ9VwVnPyWS7FYlx2aSxfFtXTPMKMtmiedpqxcVYuR8SMW2+96FOfqlu8eMO73tX36KP7Pv/5rFJZ+vu/v/yuu+b98i+nEQMbNvQ+/HDjJZekpdKhe+7JRez/4hcrvb0LP/zh5Xfdteh3fici9n3+87mamgv++I+X33VX/fLla26/PSkUln3ykzPe9Kbdn/nM/i984chTZsevcpAkkWVH9zyMjob33X1305VXrrjrruV33TXjTW/Kjvx2ZO/evZ/9bERk1WpEjH7fn53wrX8WsWBZ5E77lXs1om1WVKunmlAUWVYX5bP7l2BdZACA892az/z7K7PnxrtFV1c8+3z09p/yi+UkujtizQPj7mDI52vmz883NSW5XGnv3vLBg6NLHdfMmVVpc00AACAASURBVFOcOTMiSgcOlDs6IiJXV1e3dGmlu7u0d+/obYqtrTVz5kQuVzl4cGTv3oioXbCg0NKSlcsjO3dWBweLM2bUzJ9f7esb3r49IpIkqV20qHLoUKWvLzkygi+2t+fq6ko7d45WQXHOnCSXG11IoW7p0nxTUzYyMrJzZyRJzZw5I3v2ZMPDSX197dy5pY6OtK8vyedrFi2q9vZWDh4c+7YKNfH6N0ehOH4YRTQ2xLWvHT32+lT6l/140+2/qQ0AADhrHvxfH39D5UenuVG1Gk+tj45Dp8yDQjxxb3R3nHdbb+bcuOINcZpdK1nElZdHe1uMO/buXPa2Wbd/+Cy+F3OKAADOd9UZSyIX48x1iSyLXC6uXBWXrDh8TqITVWLu4kjPs02XRsyaE6edcxXNTdE2K9J0/I3cl2s+u2/HscgAAOe7lsWXRXdudE2A01gwP+bOiSefioPdJ37J3DYvamqiVDrtmY1eRZJonX26o5CziDmzYwKzdcq5hrP7buw3AAA43y1befmeoaYJjegP70C4PC5ZEXX1x42JC4VY+ZrR04eeF9KI+Yuirv50YVAoxpz2iTxgtVCvDQAAOJuamps7X/9bI1n+NNOKxs4vmj83Xv/auHRlNI5ZIi2N9vkxe8GE1kx7FVzqG2PFFZGMf6NcPq66PGpqTr9Vk8g1z9EGAACcZate+/qNsWySA8lczJ0d114VC+dHdmRnQRrzlpwXRx1kEW1zIn/aGfptM2PG9Ak9YhINLbO0AQAAZ9/w8p+IwuTnA+VycfHyuOaKmDUrklxk0dIac+aeB7sOkpizMMbLoNEbLV4Q1Qm10lCl0NpmvwEAAFPAdW96y5OlZZHERGcWHb2kaUyfFlddFldcGoViLo1LXxOF4qs5DNKI9tkxveV0N1q2OKY1T3Az7oi2xqYmbQAAwNmXy+UWveeTz1dnv8j7V9OY1RpvuCZWLiu0NMxdEK/iVbSKNbFy1binJ8oiWqfH0kUxwcXEktjXdOnZ/xvw3wAAgFEzZ7V1rfr5qMm/yPtnWRQKsXhB3HDNwn+3ePSr81flfoP2OVHXOO4tqhEXLplMbeSnXfQGbQAAwBRy9Y3/7v72n+uP2knPLBo7xaiaNl2++KZfWrhsRdQ1vKp2IIweRLBgyfjrnSWxcmlMnzbRLRaxYWj+yiuv1QYAAEwhuVzupp98/2Mz3xbFlzZQzLKGKy5YfnXDzbfFsosOf5P+6jjSYOGiaJkx7ntvnxkXLJ74pipFvv6O362vrz/7n77/AAAAHOd1b//FH7S+uyepHx3lv/gdCAvnRTWWXxQ33RYXXRyN0yJLzu3dCI2NseLSU0+WSiPq6mP50qhUJrqVklhd+7oLlq+cEmXoTx8AgOPU1dXd/M5fXn/BL0bxJaxynGUxtz0a6yKNhvpYtjxuvDWuvCpq66Jybu40qEYsWhzFcdY0qKmJ666MutqJb6Q0knlv/Nkp8rknWZb56wcA4GRj+2ztIw/Wrf70yvyuqL7YQWP/YKx+KqqVI8PPqFaiozP27YnOjhgpnTPfVWcRjY3x+jdETfEUv87n44qLom1mTHiA3ZvUb7r0w9fdeoc2AADgHNDVdej5f/jP18T6F5kHuSQ2bo4de+K4PRD5GBmOp9bE/v0R58JsliQXN94YTdNOcerSJBevvSxmTJ94GEQhuW/629/43o9MofeoDQAAGF+apj/85j/N2/LPF8S+F3O4wNBIPLI2yuUThqKRZdE/EAf2xf4D0dMT1WokU3ILZBFLFsdlq06xEHIuH5deGHPbJh4G5ST/cOOtV73zo03NzdoAAIBzz/2f+39uKt0T5XRyhZAk0dkVj2845cA/ichFf29sfj727I1yNXIxxSIhF7feEvV1J/tVvhDXXBbTmiazxyD3g/rbbv7535tqn682AABgoqrV6qa1j3c/9pXXDD3amBuJ6oSH8EkSa5+OfZ2nuX0SQ0Nx6FB0dMTBQzE0GNkUiIRcPq5+Tcyec8JsoiyioT4uWRat0yf0QFkWSXIoaVrX/rbXvvVnGxsbtQEAAOe8vXt27/zKH12bWzeJfQiDQ/HgkxMd6ecisjhwILZsi86DUU3P2p6ELGLRwrjiyhMWO8siWprj2ssnExnJcBSevvYPr3zdjVPzY9UGAAC8GOVy+Zn1aw6u+c6SnkcX5g7msglEwp4DsXHzJObeJBFZDA5FV08cOhiHumOgLyrp4d+8Mmrr4obXRWPDsVVQKMTC2bFk/rgnND3mjQxlxUeb37js9p+fv3DRlP1MtQEAAC/VQ9/8p0VP372w5lBUs/GG/vlcPLEp9h98MUP7JCKJwf7YvTd27Y7e/sjiZd+ZkOTiphti2thzE6URhXxcfXG0tkSaTuhRirlNlYV1P/EHSy9cMcU/R20AAMAZMDIy8vTax7qeeXjmoacuTLfX50YXBj7hdv2DsXpDVCovflCfRLUaQ8PR0xPdPdHdG/39MTJy+KnOYCpkERddGCtXHAmDLKKQjwWzY+n8qCmcfidJLhnIiuuLl2crf+yya2+eUucj0gYAALxC9uze9ew9X7i4897ZxZ7I4piFEUbPWfTEpjM0mI3IRVaJru7YeyD2H4j+/sMHSCcvrROyiGnNcdP1kc9FZBFpxKzpsWp51NacZk5UElFIyuXk4aZbL3rLr8yeO/cc+uC0AQAAL4vBwcGtz246uHVdfv/G9uGt87KOxlx59Fw9sW5z7Np/Jr/kTyIi0jSGR2JgMPr7o68/+odicDCGR6JSOWavwkSetqkpbrg26ooR+VzMbImF7dE6PXK548MgiYhk9Mjpvqxue37+ocYLaxZftfSy186eM/ec+8i0AQAAr4Q9u3c9v/qeph33X1x5rj4ZjvvXxHD5ZTxcIInIRaRRLkVPf3R1x6Hu6OuLoeGopC+kwkl3L1QjbrgqZs+KmNMaFy2OhrpIs2MeOUkin0QSUcn2VKdvq7s4WX7TymtumjGj9Zz+jLQBAACvnCzLuroO7d2xtWvr08u//19md26PoZEolQ7PO3o5UuHozoIs0jTKlSiVY3gkSqUYGYlSKUqlGClHuRqVSlQrUa6rb7j6wgWXNedamtKG+jSSShTLuWIpV1fK1ZfzDdWaadHUVmye1Thzzsw5C2a1z66rq3t1fDraAACAs+P+L//1TXs+F5U0hoajpz8O9kR3fwwOR/nIaUqTl/9kpaOPP3rOo+lNsbD9gQveceMv/8n5+YloAwAAzo6BgYFdf/mBi7IdERHJkSMGKtUYKcfwSAyNxNBIDJdiuBSlcpQrUa1Geuy5jyZbDkfvm4soFKKmGA110VgXrdOiqSHqa9bkL57/nj9pa5+tDQAA4BW15kcPXLn6tw7vKDjJWDWJJIkkIssON8PQSAwOx+BwDJVieCTKlShXIk2jmkYWx59XdLQccknkkigUoqYQdbXRWBfNDdHUEA11UcxHkkR6eE2Gp/OLLvr1f0yS5Lz9OLQBAABnTZZlP/zmP6169tPN1aEJDF2TF0b8oyWQZZGlkWaHx/fHrc2cRCS5yCWRJJE78sPRu8eYXRC5ZG+0dt/2/1686qrz+ePQBgAAnGX3/d3/98ZDX4rKWRuXHkyaR9711/MWLDzPP4icv0UAAM6u1779gw/U31JNzs7QdCQpbr76PwkDbQAAwNnX1Nx847//5Oq6ayL3is/1LyQ/mvHma9/4Zp+CNgAAYKpY9lMfX124Mk2SyLJX5jKUFH8w/W1Xv+PXbfxRjjcAAGAK+dFdv/a60mPHrEP8Minm7mt79xvf+2Hb/Cj7DQAAmEIufPfvP9hwcylXiJezDjqTafcv/pXX/9Sv2OBj2W8AAMCUc9/f/ukbD33llOsevKTxb2RJ8uT1f3rV9bfYztoAAICprlQqPfqdry55+q/nZwfP5A6EfPJYflXLmz964cpLbGRtAADAOWPr888WvvrhhUnnGTn8oJpLHpz59ut/5j8Vi0XbVhsAAHCO6e/re+xfPnfp3q+1RW+82BlGpVxhffGSuOZ9V91gHpE2AADgHC+EdX/z8ddXHolyOrkpRoWkr1q37vIPX//j/7fNqA0AAHg1KJfLT699/NCaby/qfmxhur+QpJFGnDiUTZJIIpI4lDVurr1oZOnNl7zhza2tM21AbQAAwKvQrh3bdz+7bmjvc8XeXQ2ljtml/cWsdLAws6t2bqm+LTdr6cyllyxZfnFDQ4NtpQ0AAIBJs/YZAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAD+/3btmNhCGAjDKJlJiQlU4A0BeIsGCkzQ/6/CAUX23XMU7GSrbzYA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAIBf1CsO/RybzQEAUNF63tPO5m4AAABoAwAA4NWSeAUAAMDdAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAu/k8IgAABbxJREFUAKigVxz6OTabAwCgovW8p53N3QAAAFiWZWlJvAIAAOBuAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAAD4Wq849BjD5gAAqGjf92lna0lsCAAA8KcIAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAPC1XnHoMYbNAQBQ0b7v087WktgQAADgTxEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAA4Gu94tDPsdkcAAAVrec97WzuBgAAgDYAAABeLYlXAAAA3A0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAADgS73WuM+x2RkAAHWt5z3tbO4GAACANgAAAF4tiVcAAADcDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAMJOe5LouDwEAAD+uJfEKAACAP0UAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAABAGwAAANoAAADQBgAAgDYAAAC0AQAAoA0AAABtAAAAaAMAAEAbAAAA2gAAANAGAACANgAAALQBAACgDQAAAG0AAABoAwAAQBsAAADaAAAA0AYAAIA2AAAAtAEAAKANAAAAbQAAAGgDAADgv/oD6CPvGd08+u0AAAAASUVORK5CYII="/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">51<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y297 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y414 ff2 fs4 fc0 sc0 ls0 ws0">ZWIĘKSZENIE OGÓLNEJ LICZ<span class="_ _a"></span>BY GŁOSÓW W SPÓŁCE PR<span class="_ _a"></span>ZEZ PTE ALLIANZ POL<span class="_ _a"></span>SKA S.A. W WYNI<span class="_ _a"></span>KU POŁĄCZENIA<span class="_ _13"></span><span class="ff1"> </span></div><div class="t m0 x1 he y368 ff3 fs8 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>dniu <span class="_ _13"></span>10 <span class="_ _13"></span>stycznia <span class="_ _13"></span>2023 <span class="_ _13"></span>roku <span class="_ _13"></span><span class="ff4">Sp<span class="_ _a"></span>łka <span class="_ _13"></span>otrzymała <span class="_ _13"></span></span>od <span class="_ _a"></span>Po<span class="_ _a"></span><span class="ff4">wszechnego <span class="_ _a"></span>Tow<span class="_ _a"></span>arzystwa <span class="_ _a"></span>Emerytalnego <span class="_ _a"></span>Alli<span class="_ _a"></span>anz <span class="_ _a"></span>Po<span class="_ _a"></span>lska <span class="_ _a"></span>S.A. <span class="_ _13"></span>(dalej <span class="_ _13"></span>„PTE </span></div><div class="t m0 x1 he y760 ff4 fs8 fc1 sc0 ls0 ws0">Allianz <span class="_ _13"></span>Polska <span class="_ _13"></span>S.A.<span class="_ _a"></span>”) <span class="_ _13"></span>zawiadomieni<span class="ff3">e <span class="_ _e"></span>z <span class="_ _13"></span>dnia <span class="_ _e"></span>5 <span class="_ _13"></span>s<span class="_ _a"></span>tycznia <span class="_ _13"></span>2023 <span class="_ _e"></span>roku, <span class="_ _e"></span></span>z <span class="_ _13"></span>informacją <span class="_ _e"></span>że <span class="_ _e"></span>PTE <span class="_ _13"></span>Allianz <span class="_ _e"></span>Polska <span class="_ _13"></span>S.A., <span class="_ _e"></span>zarządzające <span class="_ _13"></span>Allianz </div><div class="t m0 x1 he y6f3 ff3 fs8 fc1 sc0 ls0 ws0">Polska Otwartym <span class="_ _4"></span>Funduszem Emerytalnym <span class="_ _4"></span>o<span class="_ _a"></span>raz Al<span class="_ _0"></span>lianz <span class="ff4">Polska Dobrowolnym <span class="_ _0"></span>Funduszem <span class="_ _0"></span>Emerytalnym, w <span class="_ _0"></span>wyniku <span class="_ _0"></span>połączenia w<span class="_ _0"></span> </span></div><div class="t m0 x1 he y761 ff4 fs8 fc1 sc0 ls0 ws0">dniu <span class="_ _0"></span>30 grudnia <span class="_ _4"></span>2022 roku ze <span class="_ _4"></span>s<span class="_ _a"></span>płką Aviva <span class="_ _4"></span>Po<span class="_ _a"></span>wszechne <span class="_ _0"></span>Towarzystwo Emerytaln<span class="_ _0"></span>e A<span class="_ _0"></span>viva Santander <span class="_ _0"></span>Spłka Akcyjna, <span class="_ _0"></span>zarządzającą </div><div class="t m0 x1 he y4a7 ff4 fs8 fc1 sc0 ls0 ws0">Drugim <span class="_ _0"></span>Allianz Polska <span class="_ _4"></span>O<span class="_ _a"></span>twarty Fundusz <span class="_ _0"></span>Emerytalny, <span class="_ _0"></span>zwikszyło łączny <span class="_ _0"></span>udział przedmiotowych fun<span class="_ _0"></span>duszy w kap<span class="_ _0"></span>itale zakładowym </div><div class="t m0 x1 he y762 ff4 fs8 fc1 sc0 ls0 ws0">Spłki do 9,80%.<span class="ff3"> </span></div><div class="t m0 x1 he y62 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y161 ff1 fs4 fc0 sc0 ls0 ws0">REJESTRACJA AKCJI <span class="ff2">S<span class="_ _a"></span>PÓŁKI SERII AG<span class="_ _a"></span></span> </div><div class="t m0 x1 he y1c8 ff4 fs8 fc1 sc0 ls0 ws0">W <span class="_ _e"></span>dniu <span class="_ _e"></span>26 <span class="_ _f"></span>stycznia <span class="_ _e"></span>2023 <span class="_ _e"></span>rok<span class="_ _a"></span>u <span class="_ _e"></span>Sąd <span class="_ _e"></span>R<span class="_ _a"></span>ejonowy <span class="_ _e"></span>dla <span class="_ _e"></span>M. <span class="_ _f"></span>St. <span class="_ _e"></span>Warszawy, <span class="_ _f"></span>XII <span class="_ _e"></span>Wydział <span class="_ _f"></span>Gospodarczy <span class="_ _e"></span>Krajowego <span class="_ _e"></span>Rejestru <span class="_ _e"></span>Sądowego </div><div class="t m0 x1 he y763 ff4 fs8 fc1 sc0 ls0 ws0">dokonał rejestracji akcji serii AG. <span class="ff3"> </span></div><div class="t m0 x1 he y220 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y764 ff2 fs4 fc0 sc0 ls0 ws0">REALIZACJA OPCJI NA A<span class="_ _a"></span>KCJE SPÓŁKI<span class="_ _a"></span><span class="ff1"> </span></div><div class="t m0 x1 he y4ca ff3 fs8 fc1 sc0 ls0 ws0">W d<span class="_ _0"></span>niu <span class="_ _0"></span>6 lutego <span class="_ _4"></span><span class="ls6">202<span class="ls0">3 <span class="ff4">roku <span class="_ _0"></span>Zarząd<span class="ff3"> </span>podjął u<span class="_ _0"></span>chwał w <span class="_ _0"></span>sprawie<span class="ff3"> <span class="_ _0"></span><span class="ff4">podwyższ<span class="ff3">enia </span>kap<span class="_ _0"></span>itał<span class="ff3">u </span>zakładow<span class="ff3 ls28">ego<span class="ls0"> </span></span>Sp<span class="_ _0"></span>łki w <span class="_ _0"></span>drodze <span class="_ _0"></span>emisji <span class="_ _0"></span><span class="ff3">50 <span class="ls6">000 </span></span></span></span></span></span></span></div><div class="t m0 x1 he y765 ff4 fs8 fc1 sc0 ls0 ws0">sztuk <span class="_ _e"></span>akcji <span class="_ _e"></span>zwykł<span class="_ _a"></span>ych <span class="_ _e"></span>na <span class="_ _e"></span>okaziciela <span class="_ _f"></span>serii <span class="_ _e"></span>A<span class="ff3">H</span>, <span class="_ _f"></span>o <span class="_ _e"></span>wartości <span class="_ _f"></span>nominalnej <span class="_ _e"></span>1,00 <span class="_ _e"></span>zł <span class="_ _f"></span>każda, <span class="_ _e"></span>oraz <span class="_ _e"></span>emisji <span class="_ _f"></span><span class="ff3">5</span>0 <span class="_ _e"></span>000 <span class="_ _f"></span>sztuk <span class="_ _e"></span>akcji <span class="_ _e"></span>zw<span class="_ _a"></span>ykłych <span class="_ _e"></span>na </div><div class="t m0 x1 he y54b ff3 fs8 fc1 sc0 ls0 ws0">okaziciela <span class="_ _a"></span>serii <span class="_ _a"></span>AI<span class="ff4">,<span class="_ _a"></span> <span class="_ _a"></span>o <span class="_ _13"></span>wartości <span class="_ _13"></span>nominalnej <span class="_ _a"></span>1,00 <span class="_ _13"></span>zł <span class="_ _13"></span>każda.</span> <span class="_ _13"></span>Cena <span class="_ _13"></span>emisyjna <span class="_ _a"></span>akcji <span class="_ _13"></span>serii <span class="_ _a"></span>AH <span class="_ _13"></span>i <span class="_ _a"></span>AI <span class="_ _13"></span><span class="ff4">została <span class="_ _13"></span>ustalona <span class="_ _13"></span>na <span class="_ _a"></span>5<span class="_ _a"></span></span>0<span class="ff4">,00 <span class="_ _a"></span>zł <span class="_ _13"></span>za <span class="_ _13"></span>jedną </span></div><div class="t m0 x1 he y766 ff4 fs8 fc1 sc0 ls0 ws0">akcj. <span class="_ _0"></span><span class="ff3">Emisja <span class="_ _0"></span>akcji <span class="_ _0"></span>serii <span class="_ _4"></span>AE oraz <span class="_ _4"></span>serii <span class="_ _0"></span>AF <span class="_ _4"></span><span class="ff4">nastąpi w <span class="_ _4"></span>drodze <span class="_ _0"></span>subskrypcji <span class="_ _0"></span>prywatnej. <span class="_ _0"></span>Celem <span class="_ _4"></span>emisji akcji <span class="_ _4"></span>serii <span class="_ _0"></span>A<span class="ff3">H oraz <span class="_ _4"></span>serii <span class="_ _0"></span>AI <span class="_ _4"></span>w<span class="_ _a"></span> <span class="_ _0"></span>ramach </span></span></span></div><div class="t m0 x1 he y767 ff4 fs8 fc1 sc0 ls0 ws0">kapitału docelowego jest umożliwienie Spłce wywiązywania si<span class="_ _0"></span> ze zo<span class="_ _a"></span>bowi<span class="_ _a"></span>ąza wynikających z<span class="ff3">: </span></div><div class="t m0 x8d he y14d ff7 fs8 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _8"> </span><span class="ff4">Programu <span class="_ _1a"> </span>V <span class="_ _1b"> </span>Opcji <span class="_ _1b"> </span>Menedżerskich <span class="_ _1a"> </span>dla <span class="_ _1b"> </span>Mikołaja <span class="_ _19"> </span>Konopki, <span class="_ _1a"> </span>Członka <span class="_ _1b"> </span>Zarządu, <span class="_ _1b"> </span>dotyczącego <span class="_ _1b"> </span>250 <span class="_ _1a"> </span>000 <span class="_ _1b"> </span>Akcji <span class="_ _1b"> </span>Dom </span></span></div><div class="t m0 x8e he y768 ff3 fs8 fc1 sc0 ls0 ws0">Development S.A.  (patrz nota 7.44).  </div><div class="t m0 x8d he y769 ff7 fs8 fc1 sc0 ls0 ws0">•<span class="ff8"> <span class="_ _8"> </span><span class="ff3">Programu V<span class="_ _a"></span><span class="ls16">II</span> <span class="_ _13"></span><span class="ff4">Opcji <span class="_ _a"></span>Menedżerskich <span class="_ _13"></span></span>dla <span class="_ _13"></span>Leszka <span class="_ _13"></span>Stankiewicza<span class="ls1">, <span class="_ _13"></span></span>Wiceprezesa <span class="_ _a"></span><span class="ff4">Zarządu, <span class="_ _13"></span></span>d<span class="ff4">otycz<span class="_ _a"></span>ąc</span><span class="ls28">ego</span> <span class="_ _13"></span>250 <span class="_ _13"></span>000 <span class="_ _a"></span>Akcji <span class="_ _13"></span>Dom </span></span></div><div class="t m0 x8e he y76a ff3 fs8 fc1 sc0 ls0 ws0">Development S.A.  (patrz nota 7.44).  </div><div class="t m0 x1 hf y76b ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 he y76c ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y2b ff1 fs9 fc0 sc0 lsf ws0">7.52<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff1 fc1">PROG<span class="_ _a"></span>NOZY </span></span></div><div class="t m0 x1 he y111 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y5f6 ff4 fs8 fc1 sc0 ls0 ws0">Zarząd <span class="_ _13"></span>Dom <span class="_ _e"></span>Development <span class="_ _e"></span>S.A. <span class="_ _13"></span>n<span class="_ _a"></span>ie <span class="_ _13"></span>publikuje <span class="_ _e"></span>prognoz <span class="_ _13"></span>finansowyc<span class="_ _a"></span>h <span class="_ _13"></span>zarwno <span class="_ _e"></span>w <span class="_ _e"></span>odniesieniu <span class="_ _13"></span>do <span class="_ _e"></span>podmiotu <span class="_ _13"></span>dominującego, <span class="_ _e"></span>jak <span class="_ _e"></span>i </div><div class="t m0 x1 he y76d ff3 fs8 fc1 sc0 ls0 ws0">Grupy. </div><div class="t m0 x1 he y76e ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y175 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h25 y76f ff1 fs9 fc0 sc0 lsf ws0">7.53<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff2 fc1">INFORMACJE O WYNAGRODZ<span class="_ _a"></span>ENIU BIEGŁEGO REWIDENTA LUB PODMIOTU </span></span></div><div class="t m0 x4 h25 y495 ff2 fs9 fc1 sc0 ls0 ws0">UPRAWNIONEGO DO BADANIA SPRAWOZDAŃ FINANSOWYCH<span class="ff3"> </span></div><div class="t m0 x1 he y770 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y771 ff4 fs8 fc1 sc0 ls0 ws0">Poniższa <span class="_ _1d"> </span>tabela <span class="_ _1d"> </span>przedstawia <span class="_ _18"> </span>w<span class="_ _a"></span>ynagrodzenie <span class="_ _18"> </span>podmiotu <span class="_ _1d"> </span>uprawnionego <span class="_ _1d"> </span>do <span class="_ _1d"> </span>badania <span class="_ _1d"> </span>sprawozda <span class="_ _1d"> </span>finansowych <span class="_ _1d"> </span>(w <span class="_ _1d"> </span>tym </div><div class="t m0 x1 he y772 ff4 fs8 fc1 sc0 ls0 ws0">skonsolidowanych sprawozda finansowych) Spłki.<span class="ff3"> </span></div><div class="t m0 x1 he y773 ff3 fs8 fc1 sc0 ls0 ws0">Sprawozdania <span class="_ _4"></span>finansowe <span class="_ _0"></span>za <span class="_ _4"></span>rok 2022 <span class="_ _4"></span>oraz <span class="_ _0"></span>za <span class="_ _4"></span>ro<span class="_ _a"></span>k <span class="_ _4"></span><span class="ls6">2021<span class="ls0"> <span class="_ _0"></span><span class="ls22">zo<span class="ff4 ls0">stały <span class="_ _4"></span>z<span class="_ _a"></span>badane <span class="_ _4"></span>przez <span class="_ _0"></span>firm <span class="_ _0"></span>PricewaterhouseCoopers <span class="_ _4"></span>Polska <span class="_ _0"></span>spłka <span class="_ _0"></span>z<span class="ff3"> o.o<span class="_ _a"></span>. </span></span></span></span></span></div><div class="t m0 x1 he y774 ff4 fs8 fc1 sc0 ls0 ws0">Audyt sp.k. oraz inne jednostki powiązane z PricewaterhouseCoopers<span class="_ _0"></span> Polska spłka z o<span class="_ _a"></span>.o. Audyt sp.k.. <span class="ff3"> </span></div><div class="t m0 x1 he y239 ff4 fs8 fc1 sc0 ls0 ws0">Wypłacone lub <span class="_ _0"></span>należne <span class="_ _0"></span>wynagrodzenie za rok <span class="_ _0"></span>zakoczony dnia <span class="_ _0"></span>31 grudnia <span class="ff3 ls6">2022<span class="ls0"> roku<span class="_ _0"></span> i dn<span class="_ _0"></span>ia 31 grudnia <span class="ls6">2021</span> <span class="_ _0"></span>roku w <span class="_ _0"></span>podziale na </span></span></div><div class="t m0 x1 he y775 ff4 fs8 fc1 sc0 ls0 ws0">rodzaje usług:<span class="ff3"> </span></div></div><div class="c x1 y776 w27 h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">RODZAJ USŁUGI<span class="ff1"> </span></div></div><div class="c x6a y776 w28 h16"><div class="t m0 x6c h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 x39 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2022<span class="ff3 ls0"> </span></div></div><div class="c x6b y776 w29 h16"><div class="t m0 x4e h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-</span>31.12.<span class="ff3 ls0"> </span></div><div class="t m0 xbd h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">2021<span class="ls0"> </span></div></div><div class="c x1 y777 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Badanie sprawozda fin<span class="_ _0"></span>ansowych <span class="ff3"> </span></div></div><div class="c x6a y777 w28 h11"><div class="t m0 xb h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">260 </div></div><div class="c x6b y777 w29 h11"><div class="t m0 x25 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">235<span class="ls0"> </span></div></div><div class="c x1 y6ec w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Przegląd płroczn<span class="_ _0"></span>ych sprawozda finansowych<span class="ff3"> </span></div></div><div class="c x6a y6ec w28 h13"><div class="t m0 xb h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">130 </div></div><div class="c x6b y6ec w29 h13"><div class="t m0 x9d h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">90<span class="ls0"> </span></div></div><div class="c x1 y778 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Ocena sprawozdania o<span class="_ _0"></span> wynagrodzeniach zarządu i<span class="_ _0"></span> rady <span class="ff3">nadzorczej </span></div></div><div class="c x6a y778 w28 h11"><div class="t m0 x97 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">30<span class="ls0"> </span></div></div><div class="c x6b y778 w29 h11"><div class="t m0 x9d h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">30<span class="ls0"> </span></div></div><div class="c x1 y779 w27 h11"><div class="t m0 x0 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">Razem  </div></div><div class="c x6a y779 w28 h11"><div class="t m0 xb h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">42<span class="ls0">0 </span></div></div><div class="c x6b y779 w29 h11"><div class="t m0 x25 h9 y90 ff1 fs5 fc1 sc0 ls8 ws0">355<span class="ls0"> </span></div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y77a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y77b ff3 fs8 fc1 sc0 ls0 ws0">PricewaterhouseCoopers Polska <span class="ff4">spłka</span> z <span class="ls18">o.</span> <span class="ls18">o.</span> Au<span class="_ _0"></span>dyt <span class="ff4">sp.k. <span class="_ _15"> </span>świadcz<span class="_ _a"></span>y <span class="_ _15"> </span>także <span class="_ _15"> </span>usług <span class="_ _15"> </span>badania <span class="_ _15"> </span>pakietu <span class="_ _15"> </span>ko<span class="_ _a"></span>nsolidacyjnego </span></div><div class="t m0 x1 he y77c ff4 fs8 fc1 sc0 ls0 ws0">sporządzanego <span class="_ _f"></span>na <span class="_ _f"></span>cele <span class="_ _f"></span>konsolidacji <span class="_ _f"> </span>jednostki <span class="_ _f"></span>dominującej <span class="_ _f"> </span>Groupe <span class="_ _f"> </span>Belleforêt <span class="_ _10"> </span>S.à <span class="_ _f"></span>r.l.. <span class="_ _10"> </span>Wynagrodz<span class="_ _a"></span>enie <span class="_ _f"></span>ustalone <span class="_ _f"></span>za <span class="_ _f"></span>tą <span class="_ _f"> </span>usług<span class="_ _a"></span> </div><div class="t m0 x1 he y77d ff4 fs8 fc1 sc0 ls0 ws0">wynosi <span class="_ _a"></span>6 <span class="_ _13"></span>150 <span class="_ _13"></span>EUR <span class="_ _13"></span>rocznie, <span class="_ _a"></span>i <span class="_ _13"></span>stanowi <span class="_ _13"></span>koszt <span class="_ _13"></span>ponoszony <span class="_ _a"></span>przez <span class="_ _13"></span>Groupe <span class="_ _a"></span>Belleforêt <span class="_ _13"></span>S.à <span class="_ _a"></span>r.l., <span class="_ _13"></span>ktry <span class="_ _13"></span>nie <span class="_ _a"></span>jest <span class="_ _13"></span>ujmowany <span class="_ _13"></span>w <span class="_ _13"></span>powyższym </div><div class="t m0 x1 he y77e ff3 fs8 fc1 sc0 ls0 ws0">zestawieniu. </div><div class="t m0 x1 he y77f ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi x3 y11 w3 hd" alt="" src="data:image/png;base64,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"/><div class="c x0 y1 w2 h0"><div class="t m0 x4 h5 y12 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y13 ff1 fs3 fc1 sc0 ls0 ws0"> <span class="_ _2"> </span> </div><div class="t m0 x5 h6 y14 ff1 fs3 fc1 sc0 ls0 ws0">SPRAWOZDANIE F<span class="_ _0"></span>INANSOWE </div><div class="t m0 x5 h6 y15 ff1 fs3 fc1 sc0 ls0 ws0">ZA ROK ZAKO<span class="ff2">Ń</span>CZO<span class="_ _0"></span>NY DNIA 31 GRUDNIA 202<span class="_ _0"></span>2 ROKU </div></div><div class="c x6 y16 w22 h7"><div class="t m0 x0 h8 y17 ff3 fs4 fc1 sc0 lse ws0">52<span class="ls0"> </span></div></div><div class="c x7 y18 w5 h7"><div class="t m0 x0 h9 y19 ff1 fs5 fc0 sc0 ls0 ws0">DOM DEVELOPMENT S.A. </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x2 h25 y159 ff1 fs9 fc0 sc0 lsf ws0">7.54<span class="ff5 ls0"> <span class="_ _1b"> </span><span class="ff1 fc1">WYBRANE DANE FINANSOWE PRZELICZO<span class="_ _a"></span>NE NA EURO </span></span></div><div class="t m0 x1 he y15a ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y15b ff3 fs8 fc1 sc0 ls0 ws0">Zgodnie z wymogami <span class="ff4">sprawozdawczymi nastpujące dane finansowe Spłki zostały przeliczone na EURO:</span> </div></div><div class="c x1 y780 w27 h28"><div class="t m0 x0 h9 y2fc ff1 fs5 fc1 sc0 ls0 ws0">WYBRANE DANE Z BILANSU<span class="_ _0"></span> </div></div><div class="c x6a y780 w28 h28"><div class="t m0 x7a h9 y2fc ff1 fs5 fc1 sc0 ls8 ws0">31.12.2022<span class="ff3 ls0"> </span></div><div class="t m0 x65 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">tys. EURO </div></div><div class="c x6b y780 w29 h28"><div class="t m0 x6c h9 y2fc ff1 fs5 fc1 sc0 ls8 ws0">31.12.2021<span class="ff3 ls0"> </span></div><div class="t m0 x22 h9 y8b ff1 fs5 fc1 sc0 ls0 ws0">tys. EURO </div></div><div class="c x1 y781 w27 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Aktywa obrotowe razem </div></div><div class="c x6a y781 w28 h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">473 102<span class="ls0"> </span></div></div><div class="c x6b y781 w29 h13"><div class="t m0 x65 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">556 019<span class="ls0"> </span></div></div><div class="c x1 y782 w27 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Aktywa razem </div></div><div class="c x6a y782 w28 h13"><div class="t m0 x2e h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">663 560<span class="ls0"> </span></div></div><div class="c x6b y782 w29 h13"><div class="t m0 x65 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">659 731<span class="ls0"> </span></div></div><div class="c x1 y43c w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Kapitał własny razem<span class="ff3"> </span></div></div><div class="c x6a y43c w28 h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">288 073<span class="ls0"> </span></div></div><div class="c x6b y43c w29 h11"><div class="t m0 x65 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">266 430<span class="ls0"> </span></div></div><div class="c x1 y43d w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a długoterminowe <span class="ff3"> </span></div></div><div class="c x6a y43d w28 h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">72 977<span class="ls0"> </span></div></div><div class="c x6b y43d w29 h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">88 871<span class="ls0"> </span></div></div><div class="c x1 y43e w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a krtkoterminowe <span class="ff3"> </span></div></div><div class="c x6a y43e w28 h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">302 510<span class="ls0"> </span></div></div><div class="c x6b y43e w29 h11"><div class="t m0 x65 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">304 430<span class="ls0"> </span></div></div><div class="c x1 y440 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zobowiązani<span class="_ _0"></span>a razem<span class="ff3"> </span></div></div><div class="c x6a y440 w28 h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">375 487<span class="ls0"> </span></div></div><div class="c x6b y440 w29 h11"><div class="t m0 x65 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">393 301<span class="ls0"> </span></div></div><div class="c x1 y783 w27 h11"><div class="t m0 x0 h42 y90 ffc fs5 fc1 sc0 ls0 ws0">Kurs PLN/EURO na dzień bil<span class="_ _0"></span>ansowy <span class="ffb"> </span></div></div><div class="c x6a y783 w28 h11"><div class="t m0 x87 h42 y90 ffb fs5 fc1 sc0 ls0 ws0">4,6899 </div></div><div class="c x6b y783 w29 h11"><div class="t m0 x1e h42 y90 ffb fs5 fc1 sc0 ls0 ws0">4,5994 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y1f3 ff3 fs8 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 he y784 ff3 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y344 w27 h16"><div class="t m0 x0 h9 yca ff2 fs5 fc1 sc0 ls0 ws0">WYBRANE DANE Z RACHUNKU ZY<span class="_ _0"></span>SKÓW I STRAT<span class="ff1"> </span></div></div><div class="c x6a y344 w28 h16"><div class="t m0 x1c h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01<span class="ls0">-31.12.2022<span class="ff3"> </span></span></div><div class="t m0 x65 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">tys. EURO </div></div><div class="c x6b y344 w29 h16"><div class="t m0 x38 h9 yca ff1 fs5 fc1 sc0 ls8 ws0">01.01.<span class="ls0">-31.12.2021<span class="ff3"> </span></span></div><div class="t m0 x22 h9 y90 ff1 fs5 fc1 sc0 ls0 ws0">tys. EURO </div></div><div class="c x1 y785 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Przychody ze sprzedaży<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x6a y785 w28 h11"><div class="t m0 x2e h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">301 753<span class="ls0"> </span></div></div><div class="c x6b y785 w29 h11"><div class="t m0 x65 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">269 795<span class="ls0"> </span></div></div><div class="c x1 y786 w27 h11"><div class="t m0 x0 h12 y90 ff4 fs5 fc1 sc0 ls0 ws0">Zysk brutto ze sprzedaży<span class="ff3"> </span></div></div><div class="c x6a y786 w28 h11"><div class="t m0 xa7 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">98 607<span class="ls0"> </span></div></div><div class="c x6b y786 w29 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">82 589<span class="ls0"> </span></div></div><div class="c x1 y787 w27 h13"><div class="t m0 x0 h12 y8b ff4 fs5 fc1 sc0 ls0 ws0">Zysk na działalno<span class="_ _0"></span>ści operacyjnej<span class="ff3"> </span></div></div><div class="c x6a y787 w28 h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">65 983<span class="ls0"> </span></div></div><div class="c x6b y787 w29 h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">53 021<span class="ls0"> </span></div></div><div class="c x1 y68b w27 h11"><div class="t m0 x0 h12 y90 ff3 fs5 fc1 sc0 ls0 ws0">Zysk brutto </div></div><div class="c x6a y68b w28 h11"><div class="t m0 xa7 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">93 146<span class="ls0"> </span></div></div><div class="c x6b y68b w29 h11"><div class="t m0 x35 h12 y90 ff3 fs5 fc1 sc0 ls8 ws0">77 521<span class="ls0"> </span></div></div><div class="c x1 y788 w27 h13"><div class="t m0 x0 h12 y8b ff3 fs5 fc1 sc0 ls0 ws0">Zysk netto </div></div><div class="c x6a y788 w28 h13"><div class="t m0 xa7 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">79 706<span class="ls0"> </span></div></div><div class="c x6b y788 w29 h13"><div class="t m0 x35 h12 y8b ff3 fs5 fc1 sc0 ls8 ws0">67 016<span class="ls0"> </span></div></div><div class="c x1 y789 w27 h13"><div class="t m0 x0 h42 y8b ffc fs5 fc1 sc0 ls0 ws0">Kurs PLN/EURO średni za okres spr<span class="_ _0"></span>awozdawczy <span class="ffb"> </span></div></div><div class="c x6a y789 w28 h13"><div class="t m0 x87 h42 y8b ffb fs5 fc1 sc0 ls0 ws0">4,6883 </div></div><div class="c x6b y789 w29 h13"><div class="t m0 x1e h42 y8b ffb fs5 fc1 sc0 ls0 ws0">4,5775 </div></div><div class="c x0 y1 w2 h0"><div class="t m0 x1 he y78a ff3 fs8 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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